[2026-04-07 04:41:18] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php3973.tmp"}},"file_present":true},"timestamp":"2026-04-07 04:41:18"} 
[2026-04-07 04:41:18] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-07 04:41:18"} 
[2026-04-07 04:41:21] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":9},"timestamp":"2026-04-07 04:41:21"} 
[2026-04-07 04:41:21] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":10},"timestamp":"2026-04-07 04:41:21"} 
[2026-04-07 04:41:22] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":53},"timestamp":"2026-04-07 04:41:22"} 
[2026-04-07 04:41:22] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":53},"timestamp":"2026-04-07 04:41:22"} 
[2026-04-07 04:41:22] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-07 04:41:22"} 
[2026-04-07 04:41:22] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2026-01-05 100800.png","query_param":"width","query_value":"120","file_size":83704},"timestamp":"2026-04-07 04:41:22"} 
[2026-04-07 04:41:22] local.INFO: Detected Objects from Image-to-Text API 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04:41:22"} 
[2026-04-07 04:41:22] local.INFO: Nested area calculated {"data":{"nestedArea":7931.169800000001},"timestamp":"2026-04-07 04:41:22"} 
[2026-04-07 04:41:23] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"1f67e35d-cd41-432f-ba1d-6f2c94b6c26a","height":14.27,"width":2.59,"perimeter":31.94,"area":31.35,"image":"data:image/png;base64,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04:41:23"} 
[2026-04-07 04:41:23] local.INFO: Number of letters detected {"data":{"noOfLetters":53},"timestamp":"2026-04-07 04:41:23"} 
[2026-04-07 04:41:23] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":3351.96,"perimeter_in_feet":279.33},"timestamp":"2026-04-07 04:41:23"} 
[2026-04-07 04:41:23] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[62.53,159.09,83.94,31.35,61.85,59.9,89.57,73.31,73.21,8.94,9.47,8.15,5.94,4.84,6.52,5.36,6.05,4,6.26,13.2,4.52,3.16,7.68,9.36,4.63,3.47,15.2,4.58,3.42,7.84,5.05,13.15,19.04,13.36,5.26,4.31,10.05,14.15,6.47,3.68,10.26,3.26,18.88,10.89,14.36,10.36,10.1,6.1,14.04,5.42,11.41,12.99,9.05],"actualFilledAreaSum":1068.98},"timestamp":"2026-04-07 04:41:23"} 
[2026-04-07 04:41:23] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":7.42},"timestamp":"2026-04-07 04:41:23"} 
[2026-04-07 04:41:23] local.INFO: Average character height calculated {"data":{"avgCharHeight":12.746226415094336},"timestamp":"2026-04-07 04:41:23"} 
[2026-04-07 04:41:23] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":370.0,"originalHeight":255.0,"ratio":1.4509803921568627},"timestamp":"2026-04-07 04:41:23"} 
[2026-04-07 04:41:23] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":82.7},"timestamp":"2026-04-07 04:41:23"} 
[2026-04-07 04:41:23] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"11520\" height=\"7939.45945945946\" viewBox=\"0 0 370 255\">
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"}],"no_of_letters":53,"perimeter_of_sign":279.33,"nested_area":55.08,"occupied_area":7.42,"avg_char_height":12.746226415094336,"widthOfSign":"120","otherDimensionOfSign":82.7,"width_of_smaller_line":20},"timestamp":"2026-04-07 04:41:23"} 
[2026-04-07 04:41:25] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1394,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":82.7,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":53,"perimeter_of_sign":279.33,"nested_area":55.08,"occupied_area":7.42,"avg_char_height":"Less than 24 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\"},{\"id\":\"9aac22e8-2ea2-4ec9-a483-0023c7b61485\",\"height\":42.81,\"width\":3.89,\"perimeter\":184.19,\"area\":12.99,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"e4c512c1-3706-41de-9469-ce8474826b43\",\"height\":30.16,\"width\":5.51,\"perimeter\":89.79,\"area\":9.05,\"image\":\"data:image\\/png;base64,iVBORw0KGgoAAAANSUhEUgAAABUAAABhCAYAAAA5pOpBAAAABmJLR0QA\\/wD\\/AP+gvaeTAAAGNUlEQVRogcWZO48kSRHHf5GZVdXd09M7u3PsgkA8HISEdMIAnYQDwsNA8AXAQggH74QE4hAG6AADh4\\/Ax+Az4GCgwwCD0z1gl93ZnemuzlcERg8jzXX3TPUDkU5LnVk\\/\\/aMqIzIiEv4HQ44B+cmrf9o\\/3nmHJwa\\/e+Nr4o4BjSWRaqHxAYCjQBdpQZ\\/njLv2eNCsmUoF9HjQlNI1TI4HjTkhInjnjgftU8R7T+uOpPQHf\\/+zpZwJIdBwJKVXizm1VtoQCN4fB5pSQlXx3hHMjgMNIYAo8\\/mcj52fHw792csPreYCQBsa2tAcDl28mqNZEYNR1\\/GtsydyMHR5NcdKxRt0wd\\/8fxC09hGv4Iwb0w+HLhONOLw4uuYI0Lef\\/9u0FBxCcJ6u6w6HxhjpVTEvdDh+\\/cnXbwL+3tD3nz7jwhUWDXT19tze0GXNlM6TxejE35rbC\\/qbEm2eI9IEslY6Fw6HXsaeeV1ijVBKYhRuKw1bnrtzvJhfEp0hDrRWpqG7Nb8X9Pn8khwEhyFWmbajW\\/N7mT+Pc2gdRZTgHLNufBj0txatzwkLq0e9wNjfNnhn8y8uLkg1kUXxpkxCy+lHlO4MLaWgGCJCY46TxjFytw3e2fwYI1aVBkcw5cFowjfPz2\\/lZDtDl4seUSMguLT+5WEP8\\/u+JyCrQ26ZmTXr0J2U\\/vLVC4uxxyFIVSRXTkYHQnPO5JzxzuGK0pgxHY3X1u0Ejar0GHiHmTEyx8w3a+t2gn54ccErqyy7QMF4GFoeOb+2bifoMkW0aagCOGHadpzIAdC3X1zYfLGgaT1YxWOcjid8dXy6VjcMhqaSSSkxalqkKK4a09Fk49rB0EWKVAzvPVIVV5TpqNu4djD0VT\\/HBY8Y+Gq0FWaHKP3F\\/IW9nF\\/B9fHRGHQinI3X9+hgaDXjMvYgQtVMB4xFOGnX9+hg6OVyAY0n1UQQRyeeqW\\/4xvjBxopxEDSmRNKMCx5McaVwNj7Zun4Q9Cr29DXj2wYtFVeUx6ezw6B9XJKs4htHrRVXCq\\/Nzg6DLktGr12TqjTieLDlyw+CvvWvDyzXAt5RzRBnTNqGk249jv533Bv58zKiqoh3VFOC95x2J3zdj7b2Cu5V2udENcM5kJrpxJg2d2u5F\\/r06iXVKeKUDqXNmfPxdtPvhb71\\/JktawYneHFIXnnTrN0cSAZBU8nElMAJzjlqzrQuMJue7g+NKa32p\\/c4FC2VcRP4zuzjdzZ07oQua8YE8IKZEUyY3GP6\\/dC8hOssWVNhHAIP2u2bfhB0EZe4IKgqNWdOmo6ff\\/7L9\\/aytkLffPauxZKxa9ckVyZuc\\/wcDF0sFixSBFm9z9YHfNHDoDknlIoKiEEHTPz6Gb9pbPW3GCNmBihOK414ZgM+0p1KY4yYgIiAGmMXOOs2n56DoD99+p7lnBGRVRPLoPWBH332C4O6mBuhi8ViFe5E8Ahi0G7ImXaC9vP5ymy4+e388KR748pFiag3BFtlzaYEP7x\\/u1HpH15\\/Q2IoeO9JV4tVVTe7OzLdqfTNZ+\\/aX97\\/K1kMr7aqRLzwq099cbDUNaWlFGKMiAjqhGKFURjmnluhyxgpRcEJRQzVVal4EDTGuFJsimIgyumhShdxSWg6tIJSaZwfFEO3Qn\\/89D1LKdF1HUUrCrSN52xDqTgY2qeeXAs+tKiCF6NzjtMdNv4a9Pnz5zjvWcTIqO0gFR5NTvj+k8\\/sdHNxC1pqpdZV58qZw1fjZI82y0egmax15ZwGoyrM3IHQanYTQ0VhbHB+R3Y3CIooeAc+QFVOXct5t9t2ugX94d\\/+ZGaGcw7nHFRlFjq+9\\/hzO18vOYDfW29XV1fksmpar46QVUG7z7j+Ci1XsZDMAMOL4bVysqHsHqz0g+UVvZvQSwvdmNxf0rnEaw+m+yu97CMaWswqBkgttFKZtHu1Aq\\/f6aPHAqvbBUERlGk33lrQDlK6GkoTHF6VRjxnkwnfPv3EXheLN1vqj1\\/6igRxSC0E1cGJwz1KATU0ZYLBbA9P2gh1GFRlGgKPuu0F7W5Qg4Bj6h3fffjpvS9qb\\/m+lYzUwmm720F3J9Q7R1B4ONrf9DVoMCPo3bX8zlDMaMRxfnJMaF2VNbM7avn\\/2\\/gPOKu8+QyX\\/c8AAAAASUVORK5CYII=\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":82.7,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":53,"perimeter_of_sign":279.33,"nested_area":55.08,"occupied_area":7.42,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":82.7,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1394}},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"3.73226"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"159.3376272"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"8.798895"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"61.9526007"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":6.4925},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":214.3427184},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"4.4064"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"210.46068"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"7.155"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"36.9145"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0101722354866},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":10.1722354866},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0008079121537500002},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.8079121537500001},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.0077062390050000006},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":7.7062390050000005},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.01583819094"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"15.83819094"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00768677679"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"7.68677679"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0102922578"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"10.2922578"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00082121952"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.82121952"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":10.66496633907},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":41.31},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"41.8608"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"7.4215901261118"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":839.9479243344199,"totalDenseWeight_before_formula":81.39876995780716},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":923.942716767862},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":53,"totalDenseWeight":89.53864695358789},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":53,"sign_depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":9.08,"height":14.27,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":14.59,"height":14.27,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":13.62,"height":14.27,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":2.59,"height":14.27,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":9.08,"height":14.27,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":11.03,"height":14.27,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":15.24,"height":14.59,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":13.62,"height":14.59,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":13.62,"height":14.59,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":28.22,"height":3.57,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":20.43,"height":2.92,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":12.97,"height":3.89,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":9.73,"height":3.57,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":5.51,"height":7.78,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-15","width":24.97,"height":2.92,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-16","width":26.92,"height":2.92,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-17","width":7.46,"height":6.16,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-18","width":15.57,"height":5.51,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-19","width":12.65,"height":4.22,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-20","width":24.32,"height":8.43,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-21","width":12,"height":6.49,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-22","width":3.89,"height":5.51,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-23","width":15.89,"height":9.73,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-24","width":12.32,"height":7.78,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-25","width":11.03,"height":3.57,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-26","width":8.43,"height":3.24,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-27","width":33.41,"height":11.03,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-28","width":6.81,"height":6.81,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-29","width":5.19,"height":4.86,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-30","width":7.14,"height":14.27,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-31","width":16.54,"height":10.05,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-32","width":24.65,"height":15.24,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-33","width":19.46,"height":18.49,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-34","width":23.68,"height":14.27,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-35","width":4.54,"height":9.73,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-36","width":4.22,"height":6.81,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-37","width":10.05,"height":21.41,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-38","width":15.24,"height":13.3,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-39","width":12.32,"height":11.68,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-40","width":4.54,"height":4.54,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-41","width":6.49,"height":29.19,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-42","width":2.27,"height":8.76,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-43","width":27.89,"height":24.32,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-44","width":14.92,"height":20.76,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-45","width":8.76,"height":19.14,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-46","width":1.62,"height":30.16,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-47","width":12,"height":15.89,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-48","width":11.68,"height":15.24,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-49","width":15.24,"height":21.41,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-50","width":6.16,"height":14.27,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-51","width":10.38,"height":23.35,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-52","width":3.89,"height":42.81,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:25] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-53","width":5.51,"height":30.16,"depth":"1"},"timestamp":"2026-04-07 04:41:25"} 
[2026-04-07 04:41:26] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775536886_899ec59055251f6c14961be8b8787d3c","bins_packed":[{"bin_data":{"w":33.71,"h":43.11,"d":9.1,"id":"unique","used_space":81.9787,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":43.11,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/161d20a1c1bad631d23cd1403df66fa1/1775536886-9731-9777075.svg","items":[{"id":"item-27","w":33.71,"h":11.33,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/161d20a1c1bad631d23cd1403df66fa1/1775536886-9689-7340771.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-10","w":28.52,"h":3.87,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/161d20a1c1bad631d23cd1403df66fa1/1775536886-9691-5626446.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-43","w":28.19,"h":24.62,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/161d20a1c1bad631d23cd1403df66fa1/1775536886-9691-2067078.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-40","w":4.84,"h":4.84,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/161d20a1c1bad631d23cd1403df66fa1/1775536886-9692-1762701.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-35","w":4.84,"h":10.03,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/161d20a1c1bad631d23cd1403df66fa1/1775536886-9692-2650177.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels 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aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-07 04:41:26"} 
[2026-04-07 04:41:26] local.INFO: Box added from packed bin {"data":{"length":9.1,"width":33.71,"height":43.11,"denseWeight":89.53864695358789},"timestamp":"2026-04-07 04:41:26"} 
[2026-04-07 04:41:27] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":11.1,"width":35.71,"height":45.36},"quantity":1,"denseWeight":89.53864695358789}],"cheapestShippingCost":961.9,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":11.1,"width":35.71,"height":45.36},"denseWeight":89.53864695358789,"volumetricWeight":59,"higherWeight":89.53864695358789,"quantity":1}],"totalHigherWeight":89.53864695358789,"DS":0,"rate":1167.2547533178242,"tariffAndDS":1167.2547533178242,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2067.50756424966,"totalShipmentCostFormula":"((tariffAndDS (1167.2547533178) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2067.51","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":11.1,"width":35.71,"height":45.36},"denseWeight":89.53864695358789,"volumetricWeight":59,"higherWeight":89.53864695358789,"quantity":1}],"totalHigherWeight":89.53864695358789,"DS":0,"rate":677.5621950730908,"tariffAndDS":677.5621950730908,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1277.9272833358516,"totalShipmentCostFormula":"((tariffAndDS (677.56219507309) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1277.93","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":11.1,"width":35.71,"height":45.36},"denseWeight":89.53864695358789,"volumetricWeight":59,"higherWeight":89.53864695358789,"quantity":1}],"totalHigherWeight":89.53864695358789,"DS":0,"rate":"846.90","tariffAndDS":846.9,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":961.9,"totalShipmentCostFormula":"(((tariffAndDS (846.9) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 961.9","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Height exceeds 38.19 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":11.1,"width":35.71,"height":45.36},"denseWeight":89.53864695358789,"volumetricWeight":59,"higherWeight":89.53864695358789,"quantity":1}],"totalHigherWeight":89.53864695358789,"DS":0,"rate":585,"tariffAndDS":585,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1128.68,"totalShipmentCostFormula":"((tariffAndDS (585) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1128.68","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":11.1,"width":35.71,"height":45.36},"denseWeight":89.53864695358789,"volumetricWeight":59,"higherWeight":89.53864695358789,"quantity":1}],"totalHigherWeight":89.53864695358789,"DS":0,"rate":911.5034259875247,"tariffAndDS":911.5034259875247,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1554.2956419939271,"totalShipmentCostFormula":"(( tariffAndDS (911.50342598752) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1554.2956419939","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":11.1,"width":35.71,"height":45.36},"denseWeight":89.53864695358789,"volumetricWeight":59,"higherWeight":89.53864695358789,"quantity":1}],"totalHigherWeight":89.53864695358789,"DS":0,"rate":1345.3864695358789,"tariffAndDS":1345.3864695358789,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1345.3864695358789,"totalShipmentCostFormula":"((tariffAndDS (1345.3864695359) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1345.3864695359","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-04-07 04:41:27"} 
[2026-04-07 04:41:27] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 04:41:27"} 
[2026-04-07 04:41:27] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 04:41:27"} 
[2026-04-07 04:41:27] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":82.7,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud mounted","combined_production_cost_usd":930.0,"total_production_cost":1540.0,"totalDenseWeight":89.53864695358789,"totalVolumetricWeight":59,"bin_packing_result":{"response":{"id":"1775536886_899ec59055251f6c14961be8b8787d3c","bins_packed":[{"bin_data":{"w":33.71,"h":43.11,"d":9.1,"id":"unique","used_space":81.9787,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":43.11,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/161d20a1c1bad631d23cd1403df66fa1/1775536886-9731-9777075.svg","items":[{"id":"item-27","w":33.71,"h":11.33,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/161d20a1c1bad631d23cd1403df66fa1/1775536886-9689-7340771.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting 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Special","boxWeights":[{"size":{"length":11.1,"width":35.71,"height":45.36},"denseWeight":89.53864695358789,"volumetricWeight":59,"higherWeight":89.53864695358789,"quantity":1}],"totalHigherWeight":89.53864695358789,"DS":0,"rate":585,"tariffAndDS":585,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1128.68,"totalShipmentCostFormula":"((tariffAndDS (585) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1128.68","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx 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Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":11.1,"width":35.71,"height":45.36},"denseWeight":89.53864695358789,"volumetricWeight":59,"higherWeight":89.53864695358789,"quantity":1}],"totalHigherWeight":89.53864695358789,"DS":0,"rate":1345.3864695358789,"tariffAndDS":1345.3864695358789,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1345.3864695358789,"totalShipmentCostFormula":"((tariffAndDS (1345.3864695359) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1345.3864695359","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 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IP65.","sequence_no":7},{"material_id":8,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":9,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":10,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":10},{"variable_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":13,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite 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Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":41.8608,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":7.4215901261118,"result":0,"sign_material":"Wood Lar 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(2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":89.53864695358789,"result":923.942716767862,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":82.7,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":53,"perimeter_of_sign":279.33,"nested_area":55.08,"occupied_area":7.42,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":82.7,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1394},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1394},"timestamp":"2026-04-07 04:41:27"} 
[2026-04-07 04:41:27] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 04:41:27"} 
[2026-04-07 04:41:29] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":82.7,"sign_width":"120","dimensions":[{"id":"b73bc5d0-0681-499e-967c-239d9688ea22","height":14.27,"width":9.08},{"id":"da8b6ac6-6657-454d-a875-0ff6cfdd0e08","height":14.27,"width":14.59},{"id":"7217c473-d117-4a99-adc1-ef3a7698fc0c","height":14.27,"width":13.62},{"id":"1f67e35d-cd41-432f-ba1d-6f2c94b6c26a","height":14.27,"width":2.59},{"id":"32728e3d-2a64-4a47-bacb-783b83394c59","height":14.27,"width":9.08},{"id":"00354361-b8cb-4668-b486-72be3bc5cc6a","height":14.27,"width":11.03},{"id":"1460f798-2769-4b18-ac84-10abd0776422","height":14.59,"width":15.24},{"id":"d1197644-0f21-49ab-8cc9-41fbfbeb573c","height":14.59,"width":13.62},{"id":"31d6e1e3-3bd0-4cfb-b0e2-aac0e84b0dd7","height":14.59,"width":13.62},{"id":"591310c0-5f2a-49b3-87cf-9899f99db278","height":3.57,"width":28.22},{"id":"27a6f5a6-f143-4705-a6da-c2c709ecec4e","height":2.92,"width":20.43},{"id":"be6af786-496f-44d3-85f6-91bdc0fd91e0","height":3.89,"width":12.97},{"id":"9d396a8f-2f99-475b-8fdc-428b492e70fe","height":3.57,"width":9.73},{"id":"59cafbdc-77cc-4c42-a4c9-93dd8e0b1b2a","height":7.78,"width":5.51},{"id":"64c4a441-26ee-4f92-bbab-2680a6f6b633","height":2.92,"width":24.97},{"id":"98045a64-83c4-4cee-a1a8-bf676de6ecc4","height":2.92,"width":26.92},{"id":"a24a1580-2485-4cc2-8052-a17e5b186e22","height":6.16,"width":7.46},{"id":"0ccac137-4ae5-4ef3-bff0-0077c901a3c8","height":5.51,"width":15.57},{"id":"06060884-71bc-4e72-936c-5fe78e9474df","height":4.22,"width":12.65},{"id":"b249a021-bbab-4f5c-b964-734d7c8b57c1","height":8.43,"width":24.32},{"id":"72ee78b9-902f-4801-a633-208b8d95902d","height":6.49,"width":12},{"id":"231e3897-ebf2-4e80-a87e-3b90010a3ae0","height":5.51,"width":3.89},{"id":"d401cf2d-ee8c-4a83-9ad0-3dac9e57ec4e","height":9.73,"width":15.89},{"id":"5dbd6923-7444-4dcd-8837-8efd4d565c23","height":7.78,"width":12.32},{"id":"55539405-2bc0-4a0f-b4b6-904bd06f7636","height":3.57,"width":11.03},{"id":"41aabefd-821d-4e9b-bdba-df477cbacce0","height":3.24,"width":8.43},{"id":"883bf021-f638-49b4-acb1-20ae17c195cc","height":11.03,"width":33.41},{"id":"1762b5bb-ec3c-4bb4-9ba9-061c21e17e97","height":6.81,"width":6.81},{"id":"2bb291ae-5f80-4680-8358-8d9a6263590b","height":4.86,"width":5.19},{"id":"b68f12ee-ebc5-483c-b8f0-dde8bc3ccf55","height":14.27,"width":7.14},{"id":"228c331d-ae82-475d-b5c1-d1daaeee7076","height":10.05,"width":16.54},{"id":"293594e8-b1f5-4322-88ec-39603f3374a2","height":15.24,"width":24.65},{"id":"0d367e9c-3647-479c-b22b-6ef9107a9821","height":18.49,"width":19.46},{"id":"ada5026d-1b07-4bdf-af66-df147451f77e","height":14.27,"width":23.68},{"id":"56d4cef6-870d-4c2a-b8f9-a32d83d7060d","height":9.73,"width":4.54},{"id":"c04c4b5e-c4c7-4857-96d7-9ddd94e04bf0","height":6.81,"width":4.22},{"id":"13332c0b-ff3e-4e81-a28a-16442429dc67","height":21.41,"width":10.05},{"id":"5888562b-2ae6-4261-b435-4e3ae9e4f198","height":13.3,"width":15.24},{"id":"91fa6ed3-107c-48ae-99e8-556e65a5cc78","height":11.68,"width":12.32},{"id":"4b9e46ed-22de-4d61-915d-b3a7940296d9","height":4.54,"width":4.54},{"id":"349e3429-0825-4ba2-8f17-1c45fa88a239","height":29.19,"width":6.49},{"id":"6d0f5e44-bc56-4b65-8369-bd10931a5065","height":8.76,"width":2.27},{"id":"dcb883da-1e12-494a-aac3-9515a34198dd","height":24.32,"width":27.89},{"id":"666f4fd3-955a-401f-84c8-aade56171e46","height":20.76,"width":14.92},{"id":"b524d015-d4c5-4630-8f08-0d7eb22a4c79","height":19.14,"width":8.76},{"id":"7e3daf92-4b0f-448e-a246-03dd0a8d1a84","height":30.16,"width":1.62},{"id":"532da7d3-4e07-4f5b-92f5-5cfd2282ccc7","height":15.89,"width":12},{"id":"20300c60-a7f5-42bf-892b-cd1ea8e8f0ba","height":15.24,"width":11.68},{"id":"2e814341-4399-42b7-8c7c-61a38abb0606","height":21.41,"width":15.24},{"id":"8687d41f-4012-4412-9ec7-917cd95c09db","height":14.27,"width":6.16},{"id":"6f61b657-7ae2-458f-a7fe-b375bfba6b12","height":23.35,"width":10.38},{"id":"9aac22e8-2ea2-4ec9-a483-0023c7b61485","height":42.81,"width":3.89},{"id":"e4c512c1-3706-41de-9469-ce8474826b43","height":30.16,"width":5.51}]},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":82.7,"sign_width":"120","dimensions":[{"id":"b73bc5d0-0681-499e-967c-239d9688ea22","height":14.27,"width":9.08},{"id":"da8b6ac6-6657-454d-a875-0ff6cfdd0e08","height":14.27,"width":14.59},{"id":"7217c473-d117-4a99-adc1-ef3a7698fc0c","height":14.27,"width":13.62},{"id":"1f67e35d-cd41-432f-ba1d-6f2c94b6c26a","height":14.27,"width":2.59},{"id":"32728e3d-2a64-4a47-bacb-783b83394c59","height":14.27,"width":9.08},{"id":"00354361-b8cb-4668-b486-72be3bc5cc6a","height":14.27,"width":11.03},{"id":"1460f798-2769-4b18-ac84-10abd0776422","height":14.59,"width":15.24},{"id":"d1197644-0f21-49ab-8cc9-41fbfbeb573c","height":14.59,"width":13.62},{"id":"31d6e1e3-3bd0-4cfb-b0e2-aac0e84b0dd7","height":14.59,"width":13.62},{"id":"591310c0-5f2a-49b3-87cf-9899f99db278","height":3.57,"width":28.22},{"id":"27a6f5a6-f143-4705-a6da-c2c709ecec4e","height":2.92,"width":20.43},{"id":"be6af786-496f-44d3-85f6-91bdc0fd91e0","height":3.89,"width":12.97},{"id":"9d396a8f-2f99-475b-8fdc-428b492e70fe","height":3.57,"width":9.73},{"id":"59cafbdc-77cc-4c42-a4c9-93dd8e0b1b2a","height":7.78,"width":5.51},{"id":"64c4a441-26ee-4f92-bbab-2680a6f6b633","height":2.92,"width":24.97},{"id":"98045a64-83c4-4cee-a1a8-bf676de6ecc4","height":2.92,"width":26.92},{"id":"a24a1580-2485-4cc2-8052-a17e5b186e22","height":6.16,"width":7.46},{"id":"0ccac137-4ae5-4ef3-bff0-0077c901a3c8","height":5.51,"width":15.57},{"id":"06060884-71bc-4e72-936c-5fe78e9474df","height":4.22,"width":12.65},{"id":"b249a021-bbab-4f5c-b964-734d7c8b57c1","height":8.43,"width":24.32},{"id":"72ee78b9-902f-4801-a633-208b8d95902d","height":6.49,"width":12},{"id":"231e3897-ebf2-4e80-a87e-3b90010a3ae0","height":5.51,"width":3.89},{"id":"d401cf2d-ee8c-4a83-9ad0-3dac9e57ec4e","height":9.73,"width":15.89},{"id":"5dbd6923-7444-4dcd-8837-8efd4d565c23","height":7.78,"width":12.32},{"id":"55539405-2bc0-4a0f-b4b6-904bd06f7636","height":3.57,"width":11.03},{"id":"41aabefd-821d-4e9b-bdba-df477cbacce0","height":3.24,"width":8.43},{"id":"883bf021-f638-49b4-acb1-20ae17c195cc","height":11.03,"width":33.41},{"id":"1762b5bb-ec3c-4bb4-9ba9-061c21e17e97","height":6.81,"width":6.81},{"id":"2bb291ae-5f80-4680-8358-8d9a6263590b","height":4.86,"width":5.19},{"id":"b68f12ee-ebc5-483c-b8f0-dde8bc3ccf55","height":14.27,"width":7.14},{"id":"228c331d-ae82-475d-b5c1-d1daaeee7076","height":10.05,"width":16.54},{"id":"293594e8-b1f5-4322-88ec-39603f3374a2","height":15.24,"width":24.65},{"id":"0d367e9c-3647-479c-b22b-6ef9107a9821","height":18.49,"width":19.46},{"id":"ada5026d-1b07-4bdf-af66-df147451f77e","height":14.27,"width":23.68},{"id":"56d4cef6-870d-4c2a-b8f9-a32d83d7060d","height":9.73,"width":4.54},{"id":"c04c4b5e-c4c7-4857-96d7-9ddd94e04bf0","height":6.81,"width":4.22},{"id":"13332c0b-ff3e-4e81-a28a-16442429dc67","height":21.41,"width":10.05},{"id":"5888562b-2ae6-4261-b435-4e3ae9e4f198","height":13.3,"width":15.24},{"id":"91fa6ed3-107c-48ae-99e8-556e65a5cc78","height":11.68,"width":12.32},{"id":"4b9e46ed-22de-4d61-915d-b3a7940296d9","height":4.54,"width":4.54},{"id":"349e3429-0825-4ba2-8f17-1c45fa88a239","height":29.19,"width":6.49},{"id":"6d0f5e44-bc56-4b65-8369-bd10931a5065","height":8.76,"width":2.27},{"id":"dcb883da-1e12-494a-aac3-9515a34198dd","height":24.32,"width":27.89},{"id":"666f4fd3-955a-401f-84c8-aade56171e46","height":20.76,"width":14.92},{"id":"b524d015-d4c5-4630-8f08-0d7eb22a4c79","height":19.14,"width":8.76},{"id":"7e3daf92-4b0f-448e-a246-03dd0a8d1a84","height":30.16,"width":1.62},{"id":"532da7d3-4e07-4f5b-92f5-5cfd2282ccc7","height":15.89,"width":12},{"id":"20300c60-a7f5-42bf-892b-cd1ea8e8f0ba","height":15.24,"width":11.68},{"id":"2e814341-4399-42b7-8c7c-61a38abb0606","height":21.41,"width":15.24},{"id":"8687d41f-4012-4412-9ec7-917cd95c09db","height":14.27,"width":6.16},{"id":"6f61b657-7ae2-458f-a7fe-b375bfba6b12","height":23.35,"width":10.38},{"id":"9aac22e8-2ea2-4ec9-a483-0023c7b61485","height":42.81,"width":3.89},{"id":"e4c512c1-3706-41de-9469-ce8474826b43","height":30.16,"width":5.51}]}},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"b73bc5d0-0681-499e-967c-239d9688ea22","height":14.27,"width":9.08},{"id":"da8b6ac6-6657-454d-a875-0ff6cfdd0e08","height":14.27,"width":14.59},{"id":"7217c473-d117-4a99-adc1-ef3a7698fc0c","height":14.27,"width":13.62},{"id":"1f67e35d-cd41-432f-ba1d-6f2c94b6c26a","height":14.27,"width":2.59},{"id":"32728e3d-2a64-4a47-bacb-783b83394c59","height":14.27,"width":9.08},{"id":"00354361-b8cb-4668-b486-72be3bc5cc6a","height":14.27,"width":11.03},{"id":"1460f798-2769-4b18-ac84-10abd0776422","height":14.59,"width":15.24},{"id":"d1197644-0f21-49ab-8cc9-41fbfbeb573c","height":14.59,"width":13.62},{"id":"31d6e1e3-3bd0-4cfb-b0e2-aac0e84b0dd7","height":14.59,"width":13.62},{"id":"591310c0-5f2a-49b3-87cf-9899f99db278","height":3.57,"width":28.22},{"id":"27a6f5a6-f143-4705-a6da-c2c709ecec4e","height":2.92,"width":20.43},{"id":"be6af786-496f-44d3-85f6-91bdc0fd91e0","height":3.89,"width":12.97},{"id":"9d396a8f-2f99-475b-8fdc-428b492e70fe","height":3.57,"width":9.73},{"id":"59cafbdc-77cc-4c42-a4c9-93dd8e0b1b2a","height":7.78,"width":5.51},{"id":"64c4a441-26ee-4f92-bbab-2680a6f6b633","height":2.92,"width":24.97},{"id":"98045a64-83c4-4cee-a1a8-bf676de6ecc4","height":2.92,"width":26.92},{"id":"a24a1580-2485-4cc2-8052-a17e5b186e22","height":6.16,"width":7.46},{"id":"0ccac137-4ae5-4ef3-bff0-0077c901a3c8","height":5.51,"width":15.57},{"id":"06060884-71bc-4e72-936c-5fe78e9474df","height":4.22,"width":12.65},{"id":"b249a021-bbab-4f5c-b964-734d7c8b57c1","height":8.43,"width":24.32},{"id":"72ee78b9-902f-4801-a633-208b8d95902d","height":6.49,"width":12},{"id":"231e3897-ebf2-4e80-a87e-3b90010a3ae0","height":5.51,"width":3.89},{"id":"d401cf2d-ee8c-4a83-9ad0-3dac9e57ec4e","height":9.73,"width":15.89},{"id":"5dbd6923-7444-4dcd-8837-8efd4d565c23","height":7.78,"width":12.32},{"id":"55539405-2bc0-4a0f-b4b6-904bd06f7636","height":3.57,"width":11.03},{"id":"41aabefd-821d-4e9b-bdba-df477cbacce0","height":3.24,"width":8.43},{"id":"883bf021-f638-49b4-acb1-20ae17c195cc","height":11.03,"width":33.41},{"id":"1762b5bb-ec3c-4bb4-9ba9-061c21e17e97","height":6.81,"width":6.81},{"id":"2bb291ae-5f80-4680-8358-8d9a6263590b","height":4.86,"width":5.19},{"id":"b68f12ee-ebc5-483c-b8f0-dde8bc3ccf55","height":14.27,"width":7.14},{"id":"228c331d-ae82-475d-b5c1-d1daaeee7076","height":10.05,"width":16.54},{"id":"293594e8-b1f5-4322-88ec-39603f3374a2","height":15.24,"width":24.65},{"id":"0d367e9c-3647-479c-b22b-6ef9107a9821","height":18.49,"width":19.46},{"id":"ada5026d-1b07-4bdf-af66-df147451f77e","height":14.27,"width":23.68},{"id":"56d4cef6-870d-4c2a-b8f9-a32d83d7060d","height":9.73,"width":4.54},{"id":"c04c4b5e-c4c7-4857-96d7-9ddd94e04bf0","height":6.81,"width":4.22},{"id":"13332c0b-ff3e-4e81-a28a-16442429dc67","height":21.41,"width":10.05},{"id":"5888562b-2ae6-4261-b435-4e3ae9e4f198","height":13.3,"width":15.24},{"id":"91fa6ed3-107c-48ae-99e8-556e65a5cc78","height":11.68,"width":12.32},{"id":"4b9e46ed-22de-4d61-915d-b3a7940296d9","height":4.54,"width":4.54},{"id":"349e3429-0825-4ba2-8f17-1c45fa88a239","height":29.19,"width":6.49},{"id":"6d0f5e44-bc56-4b65-8369-bd10931a5065","height":8.76,"width":2.27},{"id":"dcb883da-1e12-494a-aac3-9515a34198dd","height":24.32,"width":27.89},{"id":"666f4fd3-955a-401f-84c8-aade56171e46","height":20.76,"width":14.92},{"id":"b524d015-d4c5-4630-8f08-0d7eb22a4c79","height":19.14,"width":8.76},{"id":"7e3daf92-4b0f-448e-a246-03dd0a8d1a84","height":30.16,"width":1.62},{"id":"532da7d3-4e07-4f5b-92f5-5cfd2282ccc7","height":15.89,"width":12},{"id":"20300c60-a7f5-42bf-892b-cd1ea8e8f0ba","height":15.24,"width":11.68},{"id":"2e814341-4399-42b7-8c7c-61a38abb0606","height":21.41,"width":15.24},{"id":"8687d41f-4012-4412-9ec7-917cd95c09db","height":14.27,"width":6.16},{"id":"6f61b657-7ae2-458f-a7fe-b375bfba6b12","height":23.35,"width":10.38},{"id":"9aac22e8-2ea2-4ec9-a483-0023c7b61485","height":42.81,"width":3.89},{"id":"e4c512c1-3706-41de-9469-ce8474826b43","height":30.16,"width":5.51}],"sign_height_raw":82.7,"sign_width_raw":"120"},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":83.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"b73bc5d0-0681-499e-967c-239d9688ea22","height":14.27,"width":9.08,"ceilHeight":15.0,"ceilWidth":10.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":23,"sign_type_id":1,"heightOrWidth":"15.00","return":2,"price":132,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"da8b6ac6-6657-454d-a875-0ff6cfdd0e08","height":14.27,"width":14.59,"ceilHeight":15.0,"ceilWidth":15.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":23,"sign_type_id":1,"heightOrWidth":"15.00","return":2,"price":132,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"7217c473-d117-4a99-adc1-ef3a7698fc0c","height":14.27,"width":13.62,"ceilHeight":15.0,"ceilWidth":14.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":23,"sign_type_id":1,"heightOrWidth":"15.00","return":2,"price":132,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"1f67e35d-cd41-432f-ba1d-6f2c94b6c26a","height":14.27,"width":2.59,"ceilHeight":15.0,"ceilWidth":3.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":23,"sign_type_id":1,"heightOrWidth":"15.00","return":2,"price":132,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"32728e3d-2a64-4a47-bacb-783b83394c59","height":14.27,"width":9.08,"ceilHeight":15.0,"ceilWidth":10.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":23,"sign_type_id":1,"heightOrWidth":"15.00","return":2,"price":132,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"00354361-b8cb-4668-b486-72be3bc5cc6a","height":14.27,"width":11.03,"ceilHeight":15.0,"ceilWidth":12.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":23,"sign_type_id":1,"heightOrWidth":"15.00","return":2,"price":132,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"1460f798-2769-4b18-ac84-10abd0776422","height":14.59,"width":15.24,"ceilHeight":15.0,"ceilWidth":16.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":25,"sign_type_id":1,"heightOrWidth":"16.00","return":2,"price":151,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"d1197644-0f21-49ab-8cc9-41fbfbeb573c","height":14.59,"width":13.62,"ceilHeight":15.0,"ceilWidth":14.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":23,"sign_type_id":1,"heightOrWidth":"15.00","return":2,"price":132,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"31d6e1e3-3bd0-4cfb-b0e2-aac0e84b0dd7","height":14.59,"width":13.62,"ceilHeight":15.0,"ceilWidth":14.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":23,"sign_type_id":1,"heightOrWidth":"15.00","return":2,"price":132,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"591310c0-5f2a-49b3-87cf-9899f99db278","height":3.57,"width":28.22,"ceilHeight":4.0,"ceilWidth":29.0,"biggerDimension":29.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":51,"sign_type_id":1,"heightOrWidth":"29.00","return":2,"price":345,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"27a6f5a6-f143-4705-a6da-c2c709ecec4e","height":2.92,"width":20.43,"ceilHeight":3.0,"ceilWidth":21.0,"biggerDimension":21.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":35,"sign_type_id":1,"heightOrWidth":"21.00","return":2,"price":223,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"be6af786-496f-44d3-85f6-91bdc0fd91e0","height":3.89,"width":12.97,"ceilHeight":4.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"9d396a8f-2f99-475b-8fdc-428b492e70fe","height":3.57,"width":9.73,"ceilHeight":4.0,"ceilWidth":10.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":13,"sign_type_id":1,"heightOrWidth":"10.00","return":2,"price":82,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"59cafbdc-77cc-4c42-a4c9-93dd8e0b1b2a","height":7.78,"width":5.51,"ceilHeight":8.0,"ceilWidth":6.0,"biggerDimension":8.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":9,"sign_type_id":1,"heightOrWidth":"8.00","return":2,"price":69,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"64c4a441-26ee-4f92-bbab-2680a6f6b633","height":2.92,"width":24.97,"ceilHeight":3.0,"ceilWidth":25.0,"biggerDimension":25.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":43,"sign_type_id":1,"heightOrWidth":"25.00","return":2,"price":278,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"98045a64-83c4-4cee-a1a8-bf676de6ecc4","height":2.92,"width":26.92,"ceilHeight":3.0,"ceilWidth":27.0,"biggerDimension":27.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":47,"sign_type_id":1,"heightOrWidth":"27.00","return":2,"price":314,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"a24a1580-2485-4cc2-8052-a17e5b186e22","height":6.16,"width":7.46,"ceilHeight":7.0,"ceilWidth":8.0,"biggerDimension":8.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":9,"sign_type_id":1,"heightOrWidth":"8.00","return":2,"price":69,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"0ccac137-4ae5-4ef3-bff0-0077c901a3c8","height":5.51,"width":15.57,"ceilHeight":6.0,"ceilWidth":16.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":25,"sign_type_id":1,"heightOrWidth":"16.00","return":2,"price":151,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"06060884-71bc-4e72-936c-5fe78e9474df","height":4.22,"width":12.65,"ceilHeight":5.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"b249a021-bbab-4f5c-b964-734d7c8b57c1","height":8.43,"width":24.32,"ceilHeight":9.0,"ceilWidth":25.0,"biggerDimension":25.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":43,"sign_type_id":1,"heightOrWidth":"25.00","return":2,"price":278,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"72ee78b9-902f-4801-a633-208b8d95902d","height":6.49,"width":12,"ceilHeight":7.0,"ceilWidth":12.0,"biggerDimension":12.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":17,"sign_type_id":1,"heightOrWidth":"12.00","return":2,"price":101,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"231e3897-ebf2-4e80-a87e-3b90010a3ae0","height":5.51,"width":3.89,"ceilHeight":6.0,"ceilWidth":4.0,"biggerDimension":6.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":5,"sign_type_id":1,"heightOrWidth":"6.00","return":2,"price":64,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"d401cf2d-ee8c-4a83-9ad0-3dac9e57ec4e","height":9.73,"width":15.89,"ceilHeight":10.0,"ceilWidth":16.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":25,"sign_type_id":1,"heightOrWidth":"16.00","return":2,"price":151,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"5dbd6923-7444-4dcd-8837-8efd4d565c23","height":7.78,"width":12.32,"ceilHeight":8.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"55539405-2bc0-4a0f-b4b6-904bd06f7636","height":3.57,"width":11.03,"ceilHeight":4.0,"ceilWidth":12.0,"biggerDimension":12.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":17,"sign_type_id":1,"heightOrWidth":"12.00","return":2,"price":101,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"41aabefd-821d-4e9b-bdba-df477cbacce0","height":3.24,"width":8.43,"ceilHeight":4.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"883bf021-f638-49b4-acb1-20ae17c195cc","height":11.03,"width":33.41,"ceilHeight":12.0,"ceilWidth":34.0,"biggerDimension":34.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":61,"sign_type_id":1,"heightOrWidth":"34.00","return":2,"price":450,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"1762b5bb-ec3c-4bb4-9ba9-061c21e17e97","height":6.81,"width":6.81,"ceilHeight":7.0,"ceilWidth":7.0,"biggerDimension":7.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":7,"sign_type_id":1,"heightOrWidth":"7.00","return":2,"price":67,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"2bb291ae-5f80-4680-8358-8d9a6263590b","height":4.86,"width":5.19,"ceilHeight":5.0,"ceilWidth":6.0,"biggerDimension":6.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":5,"sign_type_id":1,"heightOrWidth":"6.00","return":2,"price":64,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"b68f12ee-ebc5-483c-b8f0-dde8bc3ccf55","height":14.27,"width":7.14,"ceilHeight":15.0,"ceilWidth":8.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":23,"sign_type_id":1,"heightOrWidth":"15.00","return":2,"price":132,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"228c331d-ae82-475d-b5c1-d1daaeee7076","height":10.05,"width":16.54,"ceilHeight":11.0,"ceilWidth":17.0,"biggerDimension":17.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":27,"sign_type_id":1,"heightOrWidth":"17.00","return":2,"price":163,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"293594e8-b1f5-4322-88ec-39603f3374a2","height":15.24,"width":24.65,"ceilHeight":16.0,"ceilWidth":25.0,"biggerDimension":25.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":43,"sign_type_id":1,"heightOrWidth":"25.00","return":2,"price":278,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"0d367e9c-3647-479c-b22b-6ef9107a9821","height":18.49,"width":19.46,"ceilHeight":19.0,"ceilWidth":20.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":33,"sign_type_id":1,"heightOrWidth":"20.00","return":2,"price":199,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"ada5026d-1b07-4bdf-af66-df147451f77e","height":14.27,"width":23.68,"ceilHeight":15.0,"ceilWidth":24.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"56d4cef6-870d-4c2a-b8f9-a32d83d7060d","height":9.73,"width":4.54,"ceilHeight":10.0,"ceilWidth":5.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":13,"sign_type_id":1,"heightOrWidth":"10.00","return":2,"price":82,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"c04c4b5e-c4c7-4857-96d7-9ddd94e04bf0","height":6.81,"width":4.22,"ceilHeight":7.0,"ceilWidth":5.0,"biggerDimension":7.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":7,"sign_type_id":1,"heightOrWidth":"7.00","return":2,"price":67,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"13332c0b-ff3e-4e81-a28a-16442429dc67","height":21.41,"width":10.05,"ceilHeight":22.0,"ceilWidth":11.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"5888562b-2ae6-4261-b435-4e3ae9e4f198","height":13.3,"width":15.24,"ceilHeight":14.0,"ceilWidth":16.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":25,"sign_type_id":1,"heightOrWidth":"16.00","return":2,"price":151,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"91fa6ed3-107c-48ae-99e8-556e65a5cc78","height":11.68,"width":12.32,"ceilHeight":12.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"4b9e46ed-22de-4d61-915d-b3a7940296d9","height":4.54,"width":4.54,"ceilHeight":5.0,"ceilWidth":5.0,"biggerDimension":5.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":3,"sign_type_id":1,"heightOrWidth":"5.00","return":2,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"349e3429-0825-4ba2-8f17-1c45fa88a239","height":29.19,"width":6.49,"ceilHeight":30.0,"ceilWidth":7.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":53,"sign_type_id":1,"heightOrWidth":"30.00","return":2,"price":361,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"6d0f5e44-bc56-4b65-8369-bd10931a5065","height":8.76,"width":2.27,"ceilHeight":9.0,"ceilWidth":3.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"dcb883da-1e12-494a-aac3-9515a34198dd","height":24.32,"width":27.89,"ceilHeight":25.0,"ceilWidth":28.0,"biggerDimension":28.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":49,"sign_type_id":1,"heightOrWidth":"28.00","return":2,"price":329,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"666f4fd3-955a-401f-84c8-aade56171e46","height":20.76,"width":14.92,"ceilHeight":21.0,"ceilWidth":15.0,"biggerDimension":21.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":35,"sign_type_id":1,"heightOrWidth":"21.00","return":2,"price":223,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"b524d015-d4c5-4630-8f08-0d7eb22a4c79","height":19.14,"width":8.76,"ceilHeight":20.0,"ceilWidth":9.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":33,"sign_type_id":1,"heightOrWidth":"20.00","return":2,"price":199,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"7e3daf92-4b0f-448e-a246-03dd0a8d1a84","height":30.16,"width":1.62,"ceilHeight":31.0,"ceilWidth":2.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"532da7d3-4e07-4f5b-92f5-5cfd2282ccc7","height":15.89,"width":12,"ceilHeight":16.0,"ceilWidth":12.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":25,"sign_type_id":1,"heightOrWidth":"16.00","return":2,"price":151,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"20300c60-a7f5-42bf-892b-cd1ea8e8f0ba","height":15.24,"width":11.68,"ceilHeight":16.0,"ceilWidth":12.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":25,"sign_type_id":1,"heightOrWidth":"16.00","return":2,"price":151,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"2e814341-4399-42b7-8c7c-61a38abb0606","height":21.41,"width":15.24,"ceilHeight":22.0,"ceilWidth":16.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"8687d41f-4012-4412-9ec7-917cd95c09db","height":14.27,"width":6.16,"ceilHeight":15.0,"ceilWidth":7.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":23,"sign_type_id":1,"heightOrWidth":"15.00","return":2,"price":132,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"6f61b657-7ae2-458f-a7fe-b375bfba6b12","height":23.35,"width":10.38,"ceilHeight":24.0,"ceilWidth":11.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"9aac22e8-2ea2-4ec9-a483-0023c7b61485","height":42.81,"width":3.89,"ceilHeight":43.0,"ceilWidth":4.0,"biggerDimension":43.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"e4c512c1-3706-41de-9469-ce8474826b43","height":30.16,"width":5.51,"ceilHeight":31.0,"ceilWidth":6.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":53,"baseProductionCost":9586,"result":[{"id":"b73bc5d0-0681-499e-967c-239d9688ea22","height":14.27,"width":9.08,"depth":2,"price":132},{"id":"da8b6ac6-6657-454d-a875-0ff6cfdd0e08","height":14.27,"width":14.59,"depth":2,"price":132},{"id":"7217c473-d117-4a99-adc1-ef3a7698fc0c","height":14.27,"width":13.62,"depth":2,"price":132},{"id":"1f67e35d-cd41-432f-ba1d-6f2c94b6c26a","height":14.27,"width":2.59,"depth":2,"price":132},{"id":"32728e3d-2a64-4a47-bacb-783b83394c59","height":14.27,"width":9.08,"depth":2,"price":132},{"id":"00354361-b8cb-4668-b486-72be3bc5cc6a","height":14.27,"width":11.03,"depth":2,"price":132},{"id":"1460f798-2769-4b18-ac84-10abd0776422","height":14.59,"width":15.24,"depth":2,"price":151},{"id":"d1197644-0f21-49ab-8cc9-41fbfbeb573c","height":14.59,"width":13.62,"depth":2,"price":132},{"id":"31d6e1e3-3bd0-4cfb-b0e2-aac0e84b0dd7","height":14.59,"width":13.62,"depth":2,"price":132},{"id":"591310c0-5f2a-49b3-87cf-9899f99db278","height":3.57,"width":28.22,"depth":2,"price":345},{"id":"27a6f5a6-f143-4705-a6da-c2c709ecec4e","height":2.92,"width":20.43,"depth":2,"price":223},{"id":"be6af786-496f-44d3-85f6-91bdc0fd91e0","height":3.89,"width":12.97,"depth":2,"price":111},{"id":"9d396a8f-2f99-475b-8fdc-428b492e70fe","height":3.57,"width":9.73,"depth":2,"price":82},{"id":"59cafbdc-77cc-4c42-a4c9-93dd8e0b1b2a","height":7.78,"width":5.51,"depth":2,"price":69},{"id":"64c4a441-26ee-4f92-bbab-2680a6f6b633","height":2.92,"width":24.97,"depth":2,"price":278},{"id":"98045a64-83c4-4cee-a1a8-bf676de6ecc4","height":2.92,"width":26.92,"depth":2,"price":314},{"id":"a24a1580-2485-4cc2-8052-a17e5b186e22","height":6.16,"width":7.46,"depth":2,"price":69},{"id":"0ccac137-4ae5-4ef3-bff0-0077c901a3c8","height":5.51,"width":15.57,"depth":2,"price":151},{"id":"06060884-71bc-4e72-936c-5fe78e9474df","height":4.22,"width":12.65,"depth":2,"price":111},{"id":"b249a021-bbab-4f5c-b964-734d7c8b57c1","height":8.43,"width":24.32,"depth":2,"price":278},{"id":"72ee78b9-902f-4801-a633-208b8d95902d","height":6.49,"width":12,"depth":2,"price":101},{"id":"231e3897-ebf2-4e80-a87e-3b90010a3ae0","height":5.51,"width":3.89,"depth":2,"price":64},{"id":"d401cf2d-ee8c-4a83-9ad0-3dac9e57ec4e","height":9.73,"width":15.89,"depth":2,"price":151},{"id":"5dbd6923-7444-4dcd-8837-8efd4d565c23","height":7.78,"width":12.32,"depth":2,"price":111},{"id":"55539405-2bc0-4a0f-b4b6-904bd06f7636","height":3.57,"width":11.03,"depth":2,"price":101},{"id":"41aabefd-821d-4e9b-bdba-df477cbacce0","height":3.24,"width":8.43,"depth":2,"price":72},{"id":"883bf021-f638-49b4-acb1-20ae17c195cc","height":11.03,"width":33.41,"depth":2,"price":450},{"id":"1762b5bb-ec3c-4bb4-9ba9-061c21e17e97","height":6.81,"width":6.81,"depth":2,"price":67},{"id":"2bb291ae-5f80-4680-8358-8d9a6263590b","height":4.86,"width":5.19,"depth":2,"price":64},{"id":"b68f12ee-ebc5-483c-b8f0-dde8bc3ccf55","height":14.27,"width":7.14,"depth":2,"price":132},{"id":"228c331d-ae82-475d-b5c1-d1daaeee7076","height":10.05,"width":16.54,"depth":2,"price":163},{"id":"293594e8-b1f5-4322-88ec-39603f3374a2","height":15.24,"width":24.65,"depth":2,"price":278},{"id":"0d367e9c-3647-479c-b22b-6ef9107a9821","height":18.49,"width":19.46,"depth":2,"price":199},{"id":"ada5026d-1b07-4bdf-af66-df147451f77e","height":14.27,"width":23.68,"depth":2,"price":264},{"id":"56d4cef6-870d-4c2a-b8f9-a32d83d7060d","height":9.73,"width":4.54,"depth":2,"price":82},{"id":"c04c4b5e-c4c7-4857-96d7-9ddd94e04bf0","height":6.81,"width":4.22,"depth":2,"price":67},{"id":"13332c0b-ff3e-4e81-a28a-16442429dc67","height":21.41,"width":10.05,"depth":2,"price":236},{"id":"5888562b-2ae6-4261-b435-4e3ae9e4f198","height":13.3,"width":15.24,"depth":2,"price":151},{"id":"91fa6ed3-107c-48ae-99e8-556e65a5cc78","height":11.68,"width":12.32,"depth":2,"price":111},{"id":"4b9e46ed-22de-4d61-915d-b3a7940296d9","height":4.54,"width":4.54,"depth":2,"price":80},{"id":"349e3429-0825-4ba2-8f17-1c45fa88a239","height":29.19,"width":6.49,"depth":2,"price":361},{"id":"6d0f5e44-bc56-4b65-8369-bd10931a5065","height":8.76,"width":2.27,"depth":2,"price":72},{"id":"dcb883da-1e12-494a-aac3-9515a34198dd","height":24.32,"width":27.89,"depth":2,"price":329},{"id":"666f4fd3-955a-401f-84c8-aade56171e46","height":20.76,"width":14.92,"depth":2,"price":223},{"id":"b524d015-d4c5-4630-8f08-0d7eb22a4c79","height":19.14,"width":8.76,"depth":2,"price":199},{"id":"7e3daf92-4b0f-448e-a246-03dd0a8d1a84","height":30.16,"width":1.62,"depth":2,"price":392},{"id":"532da7d3-4e07-4f5b-92f5-5cfd2282ccc7","height":15.89,"width":12,"depth":2,"price":151},{"id":"20300c60-a7f5-42bf-892b-cd1ea8e8f0ba","height":15.24,"width":11.68,"depth":2,"price":151},{"id":"2e814341-4399-42b7-8c7c-61a38abb0606","height":21.41,"width":15.24,"depth":2,"price":236},{"id":"8687d41f-4012-4412-9ec7-917cd95c09db","height":14.27,"width":6.16,"depth":2,"price":132},{"id":"6f61b657-7ae2-458f-a7fe-b375bfba6b12","height":23.35,"width":10.38,"depth":2,"price":264},{"id":"9aac22e8-2ea2-4ec9-a483-0023c7b61485","height":42.81,"width":3.89,"depth":2,"price":502},{"id":"e4c512c1-3706-41de-9469-ce8474826b43","height":30.16,"width":5.51,"depth":2,"price":392}]},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":83.0},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Total Production Cost and Tax {"data":{"productionCost":9734.47,"taxFactor":0.0887,"tax":863.4474889999999},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Box Calculation Details {"data":{"breadth":89.0,"boxDepth":8,"oneBoxCapacity":-35.0,"noOfBoxes":-3.0,"noOfFullBoxes":-4.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-35.0,"widthOfHalfBox":-20.0},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":522.4748201438849,"shippingWeightInKG":236.95003181128567},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":236.95003181128567,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":10,"min":"206","max":"240","rate":"200","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":200,"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":9586,"PSUCost":148.47,"tax":863.4474889999999,"shippingRate":200,"miscellaenous":0,"signPrice":10797.917489},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":82.7,"sign_depth":2,"totalCost":10797.917489,"TATDays":7,"baseProductionCost":9586,"productionCost":9734.47,"PSUCost":148.47,"tax":863.4474889999999,"shippingCost":200,"uniqueReturns_count":2,"objects_count":53},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"b73bc5d0-0681-499e-967c-239d9688ea22","height":14.27,"width":9.08},{"id":"da8b6ac6-6657-454d-a875-0ff6cfdd0e08","height":14.27,"width":14.59},{"id":"7217c473-d117-4a99-adc1-ef3a7698fc0c","height":14.27,"width":13.62},{"id":"1f67e35d-cd41-432f-ba1d-6f2c94b6c26a","height":14.27,"width":2.59},{"id":"32728e3d-2a64-4a47-bacb-783b83394c59","height":14.27,"width":9.08},{"id":"00354361-b8cb-4668-b486-72be3bc5cc6a","height":14.27,"width":11.03},{"id":"1460f798-2769-4b18-ac84-10abd0776422","height":14.59,"width":15.24},{"id":"d1197644-0f21-49ab-8cc9-41fbfbeb573c","height":14.59,"width":13.62},{"id":"31d6e1e3-3bd0-4cfb-b0e2-aac0e84b0dd7","height":14.59,"width":13.62},{"id":"591310c0-5f2a-49b3-87cf-9899f99db278","height":3.57,"width":28.22},{"id":"27a6f5a6-f143-4705-a6da-c2c709ecec4e","height":2.92,"width":20.43},{"id":"be6af786-496f-44d3-85f6-91bdc0fd91e0","height":3.89,"width":12.97},{"id":"9d396a8f-2f99-475b-8fdc-428b492e70fe","height":3.57,"width":9.73},{"id":"59cafbdc-77cc-4c42-a4c9-93dd8e0b1b2a","height":7.78,"width":5.51},{"id":"64c4a441-26ee-4f92-bbab-2680a6f6b633","height":2.92,"width":24.97},{"id":"98045a64-83c4-4cee-a1a8-bf676de6ecc4","height":2.92,"width":26.92},{"id":"a24a1580-2485-4cc2-8052-a17e5b186e22","height":6.16,"width":7.46},{"id":"0ccac137-4ae5-4ef3-bff0-0077c901a3c8","height":5.51,"width":15.57},{"id":"06060884-71bc-4e72-936c-5fe78e9474df","height":4.22,"width":12.65},{"id":"b249a021-bbab-4f5c-b964-734d7c8b57c1","height":8.43,"width":24.32},{"id":"72ee78b9-902f-4801-a633-208b8d95902d","height":6.49,"width":12},{"id":"231e3897-ebf2-4e80-a87e-3b90010a3ae0","height":5.51,"width":3.89},{"id":"d401cf2d-ee8c-4a83-9ad0-3dac9e57ec4e","height":9.73,"width":15.89},{"id":"5dbd6923-7444-4dcd-8837-8efd4d565c23","height":7.78,"width":12.32},{"id":"55539405-2bc0-4a0f-b4b6-904bd06f7636","height":3.57,"width":11.03},{"id":"41aabefd-821d-4e9b-bdba-df477cbacce0","height":3.24,"width":8.43},{"id":"883bf021-f638-49b4-acb1-20ae17c195cc","height":11.03,"width":33.41},{"id":"1762b5bb-ec3c-4bb4-9ba9-061c21e17e97","height":6.81,"width":6.81},{"id":"2bb291ae-5f80-4680-8358-8d9a6263590b","height":4.86,"width":5.19},{"id":"b68f12ee-ebc5-483c-b8f0-dde8bc3ccf55","height":14.27,"width":7.14},{"id":"228c331d-ae82-475d-b5c1-d1daaeee7076","height":10.05,"width":16.54},{"id":"293594e8-b1f5-4322-88ec-39603f3374a2","height":15.24,"width":24.65},{"id":"0d367e9c-3647-479c-b22b-6ef9107a9821","height":18.49,"width":19.46},{"id":"ada5026d-1b07-4bdf-af66-df147451f77e","height":14.27,"width":23.68},{"id":"56d4cef6-870d-4c2a-b8f9-a32d83d7060d","height":9.73,"width":4.54},{"id":"c04c4b5e-c4c7-4857-96d7-9ddd94e04bf0","height":6.81,"width":4.22},{"id":"13332c0b-ff3e-4e81-a28a-16442429dc67","height":21.41,"width":10.05},{"id":"5888562b-2ae6-4261-b435-4e3ae9e4f198","height":13.3,"width":15.24},{"id":"91fa6ed3-107c-48ae-99e8-556e65a5cc78","height":11.68,"width":12.32},{"id":"4b9e46ed-22de-4d61-915d-b3a7940296d9","height":4.54,"width":4.54},{"id":"349e3429-0825-4ba2-8f17-1c45fa88a239","height":29.19,"width":6.49},{"id":"6d0f5e44-bc56-4b65-8369-bd10931a5065","height":8.76,"width":2.27},{"id":"dcb883da-1e12-494a-aac3-9515a34198dd","height":24.32,"width":27.89},{"id":"666f4fd3-955a-401f-84c8-aade56171e46","height":20.76,"width":14.92},{"id":"b524d015-d4c5-4630-8f08-0d7eb22a4c79","height":19.14,"width":8.76},{"id":"7e3daf92-4b0f-448e-a246-03dd0a8d1a84","height":30.16,"width":1.62},{"id":"532da7d3-4e07-4f5b-92f5-5cfd2282ccc7","height":15.89,"width":12},{"id":"20300c60-a7f5-42bf-892b-cd1ea8e8f0ba","height":15.24,"width":11.68},{"id":"2e814341-4399-42b7-8c7c-61a38abb0606","height":21.41,"width":15.24},{"id":"8687d41f-4012-4412-9ec7-917cd95c09db","height":14.27,"width":6.16},{"id":"6f61b657-7ae2-458f-a7fe-b375bfba6b12","height":23.35,"width":10.38},{"id":"9aac22e8-2ea2-4ec9-a483-0023c7b61485","height":42.81,"width":3.89},{"id":"e4c512c1-3706-41de-9469-ce8474826b43","height":30.16,"width":5.51}],"sign_height_raw":82.7,"sign_width_raw":"120"},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":83.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"b73bc5d0-0681-499e-967c-239d9688ea22","height":14.27,"width":9.08,"ceilHeight":15.0,"ceilWidth":10.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":24,"sign_type_id":1,"heightOrWidth":"15.00","return":3,"price":139,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"da8b6ac6-6657-454d-a875-0ff6cfdd0e08","height":14.27,"width":14.59,"ceilHeight":15.0,"ceilWidth":15.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":24,"sign_type_id":1,"heightOrWidth":"15.00","return":3,"price":139,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"7217c473-d117-4a99-adc1-ef3a7698fc0c","height":14.27,"width":13.62,"ceilHeight":15.0,"ceilWidth":14.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":24,"sign_type_id":1,"heightOrWidth":"15.00","return":3,"price":139,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"1f67e35d-cd41-432f-ba1d-6f2c94b6c26a","height":14.27,"width":2.59,"ceilHeight":15.0,"ceilWidth":3.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":24,"sign_type_id":1,"heightOrWidth":"15.00","return":3,"price":139,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"32728e3d-2a64-4a47-bacb-783b83394c59","height":14.27,"width":9.08,"ceilHeight":15.0,"ceilWidth":10.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":24,"sign_type_id":1,"heightOrWidth":"15.00","return":3,"price":139,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"00354361-b8cb-4668-b486-72be3bc5cc6a","height":14.27,"width":11.03,"ceilHeight":15.0,"ceilWidth":12.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":24,"sign_type_id":1,"heightOrWidth":"15.00","return":3,"price":139,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"1460f798-2769-4b18-ac84-10abd0776422","height":14.59,"width":15.24,"ceilHeight":15.0,"ceilWidth":16.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":26,"sign_type_id":1,"heightOrWidth":"16.00","return":3,"price":159,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"d1197644-0f21-49ab-8cc9-41fbfbeb573c","height":14.59,"width":13.62,"ceilHeight":15.0,"ceilWidth":14.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":24,"sign_type_id":1,"heightOrWidth":"15.00","return":3,"price":139,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"31d6e1e3-3bd0-4cfb-b0e2-aac0e84b0dd7","height":14.59,"width":13.62,"ceilHeight":15.0,"ceilWidth":14.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":24,"sign_type_id":1,"heightOrWidth":"15.00","return":3,"price":139,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"591310c0-5f2a-49b3-87cf-9899f99db278","height":3.57,"width":28.22,"ceilHeight":4.0,"ceilWidth":29.0,"biggerDimension":29.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":52,"sign_type_id":1,"heightOrWidth":"29.00","return":3,"price":362,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"27a6f5a6-f143-4705-a6da-c2c709ecec4e","height":2.92,"width":20.43,"ceilHeight":3.0,"ceilWidth":21.0,"biggerDimension":21.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":36,"sign_type_id":1,"heightOrWidth":"21.00","return":3,"price":234,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"be6af786-496f-44d3-85f6-91bdc0fd91e0","height":3.89,"width":12.97,"ceilHeight":4.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"9d396a8f-2f99-475b-8fdc-428b492e70fe","height":3.57,"width":9.73,"ceilHeight":4.0,"ceilWidth":10.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":14,"sign_type_id":1,"heightOrWidth":"10.00","return":3,"price":86,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"59cafbdc-77cc-4c42-a4c9-93dd8e0b1b2a","height":7.78,"width":5.51,"ceilHeight":8.0,"ceilWidth":6.0,"biggerDimension":8.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":10,"sign_type_id":1,"heightOrWidth":"8.00","return":3,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"64c4a441-26ee-4f92-bbab-2680a6f6b633","height":2.92,"width":24.97,"ceilHeight":3.0,"ceilWidth":25.0,"biggerDimension":25.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":44,"sign_type_id":1,"heightOrWidth":"25.00","return":3,"price":292,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"98045a64-83c4-4cee-a1a8-bf676de6ecc4","height":2.92,"width":26.92,"ceilHeight":3.0,"ceilWidth":27.0,"biggerDimension":27.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":48,"sign_type_id":1,"heightOrWidth":"27.00","return":3,"price":330,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"a24a1580-2485-4cc2-8052-a17e5b186e22","height":6.16,"width":7.46,"ceilHeight":7.0,"ceilWidth":8.0,"biggerDimension":8.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":10,"sign_type_id":1,"heightOrWidth":"8.00","return":3,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"0ccac137-4ae5-4ef3-bff0-0077c901a3c8","height":5.51,"width":15.57,"ceilHeight":6.0,"ceilWidth":16.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":26,"sign_type_id":1,"heightOrWidth":"16.00","return":3,"price":159,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"06060884-71bc-4e72-936c-5fe78e9474df","height":4.22,"width":12.65,"ceilHeight":5.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"b249a021-bbab-4f5c-b964-734d7c8b57c1","height":8.43,"width":24.32,"ceilHeight":9.0,"ceilWidth":25.0,"biggerDimension":25.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":44,"sign_type_id":1,"heightOrWidth":"25.00","return":3,"price":292,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"72ee78b9-902f-4801-a633-208b8d95902d","height":6.49,"width":12,"ceilHeight":7.0,"ceilWidth":12.0,"biggerDimension":12.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":18,"sign_type_id":1,"heightOrWidth":"12.00","return":3,"price":106,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"231e3897-ebf2-4e80-a87e-3b90010a3ae0","height":5.51,"width":3.89,"ceilHeight":6.0,"ceilWidth":4.0,"biggerDimension":6.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":6,"sign_type_id":1,"heightOrWidth":"6.00","return":3,"price":67,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"d401cf2d-ee8c-4a83-9ad0-3dac9e57ec4e","height":9.73,"width":15.89,"ceilHeight":10.0,"ceilWidth":16.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":26,"sign_type_id":1,"heightOrWidth":"16.00","return":3,"price":159,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"5dbd6923-7444-4dcd-8837-8efd4d565c23","height":7.78,"width":12.32,"ceilHeight":8.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"55539405-2bc0-4a0f-b4b6-904bd06f7636","height":3.57,"width":11.03,"ceilHeight":4.0,"ceilWidth":12.0,"biggerDimension":12.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":18,"sign_type_id":1,"heightOrWidth":"12.00","return":3,"price":106,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"41aabefd-821d-4e9b-bdba-df477cbacce0","height":3.24,"width":8.43,"ceilHeight":4.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"883bf021-f638-49b4-acb1-20ae17c195cc","height":11.03,"width":33.41,"ceilHeight":12.0,"ceilWidth":34.0,"biggerDimension":34.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":62,"sign_type_id":1,"heightOrWidth":"34.00","return":3,"price":472,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"1762b5bb-ec3c-4bb4-9ba9-061c21e17e97","height":6.81,"width":6.81,"ceilHeight":7.0,"ceilWidth":7.0,"biggerDimension":7.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":8,"sign_type_id":1,"heightOrWidth":"7.00","return":3,"price":69,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"2bb291ae-5f80-4680-8358-8d9a6263590b","height":4.86,"width":5.19,"ceilHeight":5.0,"ceilWidth":6.0,"biggerDimension":6.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":6,"sign_type_id":1,"heightOrWidth":"6.00","return":3,"price":67,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"b68f12ee-ebc5-483c-b8f0-dde8bc3ccf55","height":14.27,"width":7.14,"ceilHeight":15.0,"ceilWidth":8.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":24,"sign_type_id":1,"heightOrWidth":"15.00","return":3,"price":139,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"228c331d-ae82-475d-b5c1-d1daaeee7076","height":10.05,"width":16.54,"ceilHeight":11.0,"ceilWidth":17.0,"biggerDimension":17.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":28,"sign_type_id":1,"heightOrWidth":"17.00","return":3,"price":171,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"293594e8-b1f5-4322-88ec-39603f3374a2","height":15.24,"width":24.65,"ceilHeight":16.0,"ceilWidth":25.0,"biggerDimension":25.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":44,"sign_type_id":1,"heightOrWidth":"25.00","return":3,"price":292,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"0d367e9c-3647-479c-b22b-6ef9107a9821","height":18.49,"width":19.46,"ceilHeight":19.0,"ceilWidth":20.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":34,"sign_type_id":1,"heightOrWidth":"20.00","return":3,"price":209,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"ada5026d-1b07-4bdf-af66-df147451f77e","height":14.27,"width":23.68,"ceilHeight":15.0,"ceilWidth":24.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"56d4cef6-870d-4c2a-b8f9-a32d83d7060d","height":9.73,"width":4.54,"ceilHeight":10.0,"ceilWidth":5.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":14,"sign_type_id":1,"heightOrWidth":"10.00","return":3,"price":86,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"c04c4b5e-c4c7-4857-96d7-9ddd94e04bf0","height":6.81,"width":4.22,"ceilHeight":7.0,"ceilWidth":5.0,"biggerDimension":7.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":8,"sign_type_id":1,"heightOrWidth":"7.00","return":3,"price":69,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"13332c0b-ff3e-4e81-a28a-16442429dc67","height":21.41,"width":10.05,"ceilHeight":22.0,"ceilWidth":11.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"5888562b-2ae6-4261-b435-4e3ae9e4f198","height":13.3,"width":15.24,"ceilHeight":14.0,"ceilWidth":16.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":26,"sign_type_id":1,"heightOrWidth":"16.00","return":3,"price":159,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"91fa6ed3-107c-48ae-99e8-556e65a5cc78","height":11.68,"width":12.32,"ceilHeight":12.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"4b9e46ed-22de-4d61-915d-b3a7940296d9","height":4.54,"width":4.54,"ceilHeight":5.0,"ceilWidth":5.0,"biggerDimension":5.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":4,"sign_type_id":1,"heightOrWidth":"5.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"349e3429-0825-4ba2-8f17-1c45fa88a239","height":29.19,"width":6.49,"ceilHeight":30.0,"ceilWidth":7.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":54,"sign_type_id":1,"heightOrWidth":"30.00","return":3,"price":379,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"6d0f5e44-bc56-4b65-8369-bd10931a5065","height":8.76,"width":2.27,"ceilHeight":9.0,"ceilWidth":3.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"dcb883da-1e12-494a-aac3-9515a34198dd","height":24.32,"width":27.89,"ceilHeight":25.0,"ceilWidth":28.0,"biggerDimension":28.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":50,"sign_type_id":1,"heightOrWidth":"28.00","return":3,"price":346,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"666f4fd3-955a-401f-84c8-aade56171e46","height":20.76,"width":14.92,"ceilHeight":21.0,"ceilWidth":15.0,"biggerDimension":21.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":36,"sign_type_id":1,"heightOrWidth":"21.00","return":3,"price":234,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"b524d015-d4c5-4630-8f08-0d7eb22a4c79","height":19.14,"width":8.76,"ceilHeight":20.0,"ceilWidth":9.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":34,"sign_type_id":1,"heightOrWidth":"20.00","return":3,"price":209,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"7e3daf92-4b0f-448e-a246-03dd0a8d1a84","height":30.16,"width":1.62,"ceilHeight":31.0,"ceilWidth":2.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"532da7d3-4e07-4f5b-92f5-5cfd2282ccc7","height":15.89,"width":12,"ceilHeight":16.0,"ceilWidth":12.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":26,"sign_type_id":1,"heightOrWidth":"16.00","return":3,"price":159,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"20300c60-a7f5-42bf-892b-cd1ea8e8f0ba","height":15.24,"width":11.68,"ceilHeight":16.0,"ceilWidth":12.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":26,"sign_type_id":1,"heightOrWidth":"16.00","return":3,"price":159,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"2e814341-4399-42b7-8c7c-61a38abb0606","height":21.41,"width":15.24,"ceilHeight":22.0,"ceilWidth":16.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"8687d41f-4012-4412-9ec7-917cd95c09db","height":14.27,"width":6.16,"ceilHeight":15.0,"ceilWidth":7.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":24,"sign_type_id":1,"heightOrWidth":"15.00","return":3,"price":139,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"6f61b657-7ae2-458f-a7fe-b375bfba6b12","height":23.35,"width":10.38,"ceilHeight":24.0,"ceilWidth":11.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"9aac22e8-2ea2-4ec9-a483-0023c7b61485","height":42.81,"width":3.89,"ceilHeight":43.0,"ceilWidth":4.0,"biggerDimension":43.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Dimension Calculation {"data":{"dim_id":"e4c512c1-3706-41de-9469-ce8474826b43","height":30.16,"width":5.51,"ceilHeight":31.0,"ceilWidth":6.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":53,"baseProductionCost":10042,"result":[{"id":"b73bc5d0-0681-499e-967c-239d9688ea22","height":14.27,"width":9.08,"depth":3,"price":139},{"id":"da8b6ac6-6657-454d-a875-0ff6cfdd0e08","height":14.27,"width":14.59,"depth":3,"price":139},{"id":"7217c473-d117-4a99-adc1-ef3a7698fc0c","height":14.27,"width":13.62,"depth":3,"price":139},{"id":"1f67e35d-cd41-432f-ba1d-6f2c94b6c26a","height":14.27,"width":2.59,"depth":3,"price":139},{"id":"32728e3d-2a64-4a47-bacb-783b83394c59","height":14.27,"width":9.08,"depth":3,"price":139},{"id":"00354361-b8cb-4668-b486-72be3bc5cc6a","height":14.27,"width":11.03,"depth":3,"price":139},{"id":"1460f798-2769-4b18-ac84-10abd0776422","height":14.59,"width":15.24,"depth":3,"price":159},{"id":"d1197644-0f21-49ab-8cc9-41fbfbeb573c","height":14.59,"width":13.62,"depth":3,"price":139},{"id":"31d6e1e3-3bd0-4cfb-b0e2-aac0e84b0dd7","height":14.59,"width":13.62,"depth":3,"price":139},{"id":"591310c0-5f2a-49b3-87cf-9899f99db278","height":3.57,"width":28.22,"depth":3,"price":362},{"id":"27a6f5a6-f143-4705-a6da-c2c709ecec4e","height":2.92,"width":20.43,"depth":3,"price":234},{"id":"be6af786-496f-44d3-85f6-91bdc0fd91e0","height":3.89,"width":12.97,"depth":3,"price":117},{"id":"9d396a8f-2f99-475b-8fdc-428b492e70fe","height":3.57,"width":9.73,"depth":3,"price":86},{"id":"59cafbdc-77cc-4c42-a4c9-93dd8e0b1b2a","height":7.78,"width":5.51,"depth":3,"price":72},{"id":"64c4a441-26ee-4f92-bbab-2680a6f6b633","height":2.92,"width":24.97,"depth":3,"price":292},{"id":"98045a64-83c4-4cee-a1a8-bf676de6ecc4","height":2.92,"width":26.92,"depth":3,"price":330},{"id":"a24a1580-2485-4cc2-8052-a17e5b186e22","height":6.16,"width":7.46,"depth":3,"price":72},{"id":"0ccac137-4ae5-4ef3-bff0-0077c901a3c8","height":5.51,"width":15.57,"depth":3,"price":159},{"id":"06060884-71bc-4e72-936c-5fe78e9474df","height":4.22,"width":12.65,"depth":3,"price":117},{"id":"b249a021-bbab-4f5c-b964-734d7c8b57c1","height":8.43,"width":24.32,"depth":3,"price":292},{"id":"72ee78b9-902f-4801-a633-208b8d95902d","height":6.49,"width":12,"depth":3,"price":106},{"id":"231e3897-ebf2-4e80-a87e-3b90010a3ae0","height":5.51,"width":3.89,"depth":3,"price":67},{"id":"d401cf2d-ee8c-4a83-9ad0-3dac9e57ec4e","height":9.73,"width":15.89,"depth":3,"price":159},{"id":"5dbd6923-7444-4dcd-8837-8efd4d565c23","height":7.78,"width":12.32,"depth":3,"price":117},{"id":"55539405-2bc0-4a0f-b4b6-904bd06f7636","height":3.57,"width":11.03,"depth":3,"price":106},{"id":"41aabefd-821d-4e9b-bdba-df477cbacce0","height":3.24,"width":8.43,"depth":3,"price":76},{"id":"883bf021-f638-49b4-acb1-20ae17c195cc","height":11.03,"width":33.41,"depth":3,"price":472},{"id":"1762b5bb-ec3c-4bb4-9ba9-061c21e17e97","height":6.81,"width":6.81,"depth":3,"price":69},{"id":"2bb291ae-5f80-4680-8358-8d9a6263590b","height":4.86,"width":5.19,"depth":3,"price":67},{"id":"b68f12ee-ebc5-483c-b8f0-dde8bc3ccf55","height":14.27,"width":7.14,"depth":3,"price":139},{"id":"228c331d-ae82-475d-b5c1-d1daaeee7076","height":10.05,"width":16.54,"depth":3,"price":171},{"id":"293594e8-b1f5-4322-88ec-39603f3374a2","height":15.24,"width":24.65,"depth":3,"price":292},{"id":"0d367e9c-3647-479c-b22b-6ef9107a9821","height":18.49,"width":19.46,"depth":3,"price":209},{"id":"ada5026d-1b07-4bdf-af66-df147451f77e","height":14.27,"width":23.68,"depth":3,"price":277},{"id":"56d4cef6-870d-4c2a-b8f9-a32d83d7060d","height":9.73,"width":4.54,"depth":3,"price":86},{"id":"c04c4b5e-c4c7-4857-96d7-9ddd94e04bf0","height":6.81,"width":4.22,"depth":3,"price":69},{"id":"13332c0b-ff3e-4e81-a28a-16442429dc67","height":21.41,"width":10.05,"depth":3,"price":248},{"id":"5888562b-2ae6-4261-b435-4e3ae9e4f198","height":13.3,"width":15.24,"depth":3,"price":159},{"id":"91fa6ed3-107c-48ae-99e8-556e65a5cc78","height":11.68,"width":12.32,"depth":3,"price":117},{"id":"4b9e46ed-22de-4d61-915d-b3a7940296d9","height":4.54,"width":4.54,"depth":3,"price":80},{"id":"349e3429-0825-4ba2-8f17-1c45fa88a239","height":29.19,"width":6.49,"depth":3,"price":379},{"id":"6d0f5e44-bc56-4b65-8369-bd10931a5065","height":8.76,"width":2.27,"depth":3,"price":76},{"id":"dcb883da-1e12-494a-aac3-9515a34198dd","height":24.32,"width":27.89,"depth":3,"price":346},{"id":"666f4fd3-955a-401f-84c8-aade56171e46","height":20.76,"width":14.92,"depth":3,"price":234},{"id":"b524d015-d4c5-4630-8f08-0d7eb22a4c79","height":19.14,"width":8.76,"depth":3,"price":209},{"id":"7e3daf92-4b0f-448e-a246-03dd0a8d1a84","height":30.16,"width":1.62,"depth":3,"price":412},{"id":"532da7d3-4e07-4f5b-92f5-5cfd2282ccc7","height":15.89,"width":12,"depth":3,"price":159},{"id":"20300c60-a7f5-42bf-892b-cd1ea8e8f0ba","height":15.24,"width":11.68,"depth":3,"price":159},{"id":"2e814341-4399-42b7-8c7c-61a38abb0606","height":21.41,"width":15.24,"depth":3,"price":248},{"id":"8687d41f-4012-4412-9ec7-917cd95c09db","height":14.27,"width":6.16,"depth":3,"price":139},{"id":"6f61b657-7ae2-458f-a7fe-b375bfba6b12","height":23.35,"width":10.38,"depth":3,"price":277},{"id":"9aac22e8-2ea2-4ec9-a483-0023c7b61485","height":42.81,"width":3.89,"depth":3,"price":502},{"id":"e4c512c1-3706-41de-9469-ce8474826b43","height":30.16,"width":5.51,"depth":3,"price":412}]},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":83.0},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Total Production Cost and Tax {"data":{"productionCost":10190.47,"taxFactor":0.0887,"tax":903.894689},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Box Calculation Details {"data":{"breadth":89.0,"boxDepth":8,"oneBoxCapacity":-35.0,"noOfBoxes":-3.0,"noOfFullBoxes":-4.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-35.0,"widthOfHalfBox":-20.0},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":522.4748201438849,"shippingWeightInKG":236.95003181128567},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":236.95003181128567,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":10,"min":"206","max":"240","rate":"200","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":200,"defaultShippingRate":null},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":10042,"PSUCost":148.47,"tax":903.894689,"shippingRate":200,"miscellaenous":0,"signPrice":11294.364689},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":82.7,"sign_depth":3,"totalCost":11294.364689,"TATDays":7,"baseProductionCost":10042,"productionCost":10190.47,"PSUCost":148.47,"tax":903.894689,"shippingCost":200,"uniqueReturns_count":2,"objects_count":53},"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:29] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 04:41:29"} 
[2026-04-07 04:41:30] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":82.7,"sign_width":"120","shipping_weight":89.53864695358789,"shape":"rectangular","dimensions":[{"id":"b73bc5d0-0681-499e-967c-239d9688ea22","height":14.27,"width":9.08},{"id":"da8b6ac6-6657-454d-a875-0ff6cfdd0e08","height":14.27,"width":14.59},{"id":"7217c473-d117-4a99-adc1-ef3a7698fc0c","height":14.27,"width":13.62},{"id":"1f67e35d-cd41-432f-ba1d-6f2c94b6c26a","height":14.27,"width":2.59},{"id":"32728e3d-2a64-4a47-bacb-783b83394c59","height":14.27,"width":9.08},{"id":"00354361-b8cb-4668-b486-72be3bc5cc6a","height":14.27,"width":11.03},{"id":"1460f798-2769-4b18-ac84-10abd0776422","height":14.59,"width":15.24},{"id":"d1197644-0f21-49ab-8cc9-41fbfbeb573c","height":14.59,"width":13.62},{"id":"31d6e1e3-3bd0-4cfb-b0e2-aac0e84b0dd7","height":14.59,"width":13.62},{"id":"591310c0-5f2a-49b3-87cf-9899f99db278","height":3.57,"width":28.22},{"id":"27a6f5a6-f143-4705-a6da-c2c709ecec4e","height":2.92,"width":20.43},{"id":"be6af786-496f-44d3-85f6-91bdc0fd91e0","height":3.89,"width":12.97},{"id":"9d396a8f-2f99-475b-8fdc-428b492e70fe","height":3.57,"width":9.73},{"id":"59cafbdc-77cc-4c42-a4c9-93dd8e0b1b2a","height":7.78,"width":5.51},{"id":"64c4a441-26ee-4f92-bbab-2680a6f6b633","height":2.92,"width":24.97},{"id":"98045a64-83c4-4cee-a1a8-bf676de6ecc4","height":2.92,"width":26.92},{"id":"a24a1580-2485-4cc2-8052-a17e5b186e22","height":6.16,"width":7.46},{"id":"0ccac137-4ae5-4ef3-bff0-0077c901a3c8","height":5.51,"width":15.57},{"id":"06060884-71bc-4e72-936c-5fe78e9474df","height":4.22,"width":12.65},{"id":"b249a021-bbab-4f5c-b964-734d7c8b57c1","height":8.43,"width":24.32},{"id":"72ee78b9-902f-4801-a633-208b8d95902d","height":6.49,"width":12},{"id":"231e3897-ebf2-4e80-a87e-3b90010a3ae0","height":5.51,"width":3.89},{"id":"d401cf2d-ee8c-4a83-9ad0-3dac9e57ec4e","height":9.73,"width":15.89},{"id":"5dbd6923-7444-4dcd-8837-8efd4d565c23","height":7.78,"width":12.32},{"id":"55539405-2bc0-4a0f-b4b6-904bd06f7636","height":3.57,"width":11.03},{"id":"41aabefd-821d-4e9b-bdba-df477cbacce0","height":3.24,"width":8.43},{"id":"883bf021-f638-49b4-acb1-20ae17c195cc","height":11.03,"width":33.41},{"id":"1762b5bb-ec3c-4bb4-9ba9-061c21e17e97","height":6.81,"width":6.81},{"id":"2bb291ae-5f80-4680-8358-8d9a6263590b","height":4.86,"width":5.19},{"id":"b68f12ee-ebc5-483c-b8f0-dde8bc3ccf55","height":14.27,"width":7.14},{"id":"228c331d-ae82-475d-b5c1-d1daaeee7076","height":10.05,"width":16.54},{"id":"293594e8-b1f5-4322-88ec-39603f3374a2","height":15.24,"width":24.65},{"id":"0d367e9c-3647-479c-b22b-6ef9107a9821","height":18.49,"width":19.46},{"id":"ada5026d-1b07-4bdf-af66-df147451f77e","height":14.27,"width":23.68},{"id":"56d4cef6-870d-4c2a-b8f9-a32d83d7060d","height":9.73,"width":4.54},{"id":"c04c4b5e-c4c7-4857-96d7-9ddd94e04bf0","height":6.81,"width":4.22},{"id":"13332c0b-ff3e-4e81-a28a-16442429dc67","height":21.41,"width":10.05},{"id":"5888562b-2ae6-4261-b435-4e3ae9e4f198","height":13.3,"width":15.24},{"id":"91fa6ed3-107c-48ae-99e8-556e65a5cc78","height":11.68,"width":12.32},{"id":"4b9e46ed-22de-4d61-915d-b3a7940296d9","height":4.54,"width":4.54},{"id":"349e3429-0825-4ba2-8f17-1c45fa88a239","height":29.19,"width":6.49},{"id":"6d0f5e44-bc56-4b65-8369-bd10931a5065","height":8.76,"width":2.27},{"id":"dcb883da-1e12-494a-aac3-9515a34198dd","height":24.32,"width":27.89},{"id":"666f4fd3-955a-401f-84c8-aade56171e46","height":20.76,"width":14.92},{"id":"b524d015-d4c5-4630-8f08-0d7eb22a4c79","height":19.14,"width":8.76},{"id":"7e3daf92-4b0f-448e-a246-03dd0a8d1a84","height":30.16,"width":1.62},{"id":"532da7d3-4e07-4f5b-92f5-5cfd2282ccc7","height":15.89,"width":12},{"id":"20300c60-a7f5-42bf-892b-cd1ea8e8f0ba","height":15.24,"width":11.68},{"id":"2e814341-4399-42b7-8c7c-61a38abb0606","height":21.41,"width":15.24},{"id":"8687d41f-4012-4412-9ec7-917cd95c09db","height":14.27,"width":6.16},{"id":"6f61b657-7ae2-458f-a7fe-b375bfba6b12","height":23.35,"width":10.38},{"id":"9aac22e8-2ea2-4ec9-a483-0023c7b61485","height":42.81,"width":3.89},{"id":"e4c512c1-3706-41de-9469-ce8474826b43","height":30.16,"width":5.51}]}},"timestamp":"2026-04-07 04:41:30"} 
[2026-04-07 04:41:30] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 04:41:30"} 
[2026-04-07 04:41:30] local.INFO: Input Parameters {"data":{"dimensions_count":53,"shape":"rectangular"},"timestamp":"2026-04-07 04:41:30"} 
[2026-04-07 04:41:30] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 04:41:30"} 
[2026-04-07 04:41:30] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 04:41:30"} 
[2026-04-07 04:41:30] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 04:41:30"} 
[2026-04-07 04:41:30] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 04:41:30"} 
[2026-04-07 04:41:30] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 04:41:30"} 
[2026-04-07 04:41:30] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 04:41:30"} 
[2026-04-07 04:41:30] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":4728.85,"dimensions_count":53},"timestamp":"2026-04-07 04:41:30"} 
[2026-04-07 04:48:03] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php6675.tmp"}},"file_present":true},"timestamp":"2026-04-07 04:48:03"} 
[2026-04-07 04:48:03] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-07 04:48:03"} 
[2026-04-07 04:48:04] local.ERROR: Concurrent API Failed {"data":{"type":"prominent_color_detection","status":500,"body":"{\"error\":\"Image vectorization failed\"}"},"timestamp":"2026-04-07 04:48:04"} 
[2026-04-07 04:48:04] local.ERROR: Concurrent API Failed {"data":{"type":"light_color_detection","status":500,"body":"{\"error\":\"Image vectorization failed\"}"},"timestamp":"2026-04-07 04:48:04"} 
[2026-04-07 04:48:04] local.ERROR: Concurrent API Failed {"data":{"type":"extra_light_color_detection","status":500,"body":"{\"error\":\"Image vectorization failed\"}"},"timestamp":"2026-04-07 04:48:04"} 
[2026-04-07 04:48:04] local.INFO: All concurrent APIs failed or empty. Falling back. {"data":[],"timestamp":"2026-04-07 04:48:04"} 
[2026-04-07 04:48:05] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":9.999996},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2025-09-18 125240_enhanced.jpg","query_param":"banner_width_ft","query_value":9.999996,"file_size":3040},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Detected Objects from Image-to-Text API 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","scaled_width":34.5,"scaled_height":37.5,"exact_perimeter":264.85,"approximate_perimeter":228.6,"convex_hull_perimeter":111.21,"perimeter_pixels":353.14,"approximation_points":12,"original_contour_points":144,"shape_analysis":{"perimeter_to_area_ratio":0.4523,"compactness":0.1049,"aspect_ratio":1.09}}]},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Nested area calculated {"data":{"nestedArea":3891.375},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Mapped objects from Image-to-Text API 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"}]},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Number of letters detected {"data":{"noOfLetters":6},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":842.12,"perimeter_in_feet":70.18},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[280.97,192.09,279.84,405.28,337.78,585.56],"actualFilledAreaSum":2081.52},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":14.45},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Average character height calculated {"data":{"avgCharHeight":24.875},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":160.0,"originalHeight":90.0,"ratio":1.7777777777777777},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":67.5},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Image to Text processing completed 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JMnY/L3N9sE/fz+EgK9lKIblJZKXJNGhZeSGG/6e0XubSBkj+3+230QE7xyVUzquQymROU4EEaErSECPKWcNnUV/vU6WpIIBxkkO2lQY2IFDB+hUkbSWYWbEoiQpKrxBrCLDw+eQpRlSmeIRU0BVUadEFEH4XQFPV8BRUOHUEZzjOMGYZYAAAgUVZoqIR4EUbwZEFIcACmZ0OXH8D3oceJ417QlDAAAAAElFTkSuQmCC"},{"id":"e3a7d7a2-46cb-48b6-b1df-5528432f1f17","height":37.5,"width":34.5,"perimeter":264.85,"area":585.56,"image":"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"}],"no_of_letters":6,"perimeter_of_sign":70.18,"nested_area":27.02,"occupied_area":14.45,"avg_char_height":24.875,"widthOfSign":"120","otherDimensionOfSign":67.5,"width_of_smaller_line":20},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1395,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":67.5,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":6,"perimeter_of_sign":70.18,"nested_area":27.02,"occupied_area":14.45,"avg_char_height":"Greater than 24 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Jf7qflE+F8KoCSy+rY19sXmKAwKFIbUA3a4wg\\/2UE\\/6KI91WHvTGj55+yeRp7dt5aqr3mZ4jyQBSwzXa6hUIMoJIYUyQqeCAmjDlSvfzvef+D7BECcOjFkCx6qcJMnY\\/L3N9sE\\/fz+EgK9lKIblJZKXJNGhZeSGG\\/6e0XubSBkj+3+230QE7xyVUzquQymROU4EEaErSECPKWcNnUV\\/vU6WpIIBxkkO2lQY2IFDB+hUkbSWYWbEoiQpKrxBrCLDw+eQpRlSmeIRU0BVUadEFEH4XQFPV8BRUOHUEZzjOMGYZYAAAgUVZoqIR4EUbwZEFIcACmZ0OXH8D3oceJ417QlDAAAAAElFTkSuQmCC\"},{\"id\":\"e3a7d7a2-46cb-48b6-b1df-5528432f1f17\",\"height\":37.5,\"width\":34.5,\"perimeter\":264.85,\"area\":585.56,\"image\":\"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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":67.5,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":6,"perimeter_of_sign":70.18,"nested_area":27.02,"occupied_area":14.45,"avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":67.5,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1395}},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"9.08905"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"119.3884104"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"2.21067"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"15.5652222"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":12.643749999999999},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":105.1477896},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"2.1616"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"103.24342"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"0.81"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"4.179"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0067262619644},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":6.7262619644},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0005342216858333334},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.5342216858333333},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.005095653003333333},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":5.095653003333333},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.010472803293333"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"10.472803293333"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00508278386"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"5.08278386"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0068056252"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"6.8056252"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00054302101333333"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.54302101333333"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":7.0520740040466},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":20.265},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"20.5352"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"5.1980765673468"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":461.7412862242796,"totalDenseWeight_before_formula":54.161606937367026},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":507.91541484670756},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":6,"totalDenseWeight":59.57776763110373},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":6,"sign_depth":"1"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":25.5,"height":21.75,"depth":"1"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":21,"height":21.75,"depth":"1"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":21.75,"height":22.5,"depth":"1"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":22.5,"height":23.25,"depth":"1"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":25.5,"height":22.5,"depth":"1"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:05] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":34.5,"height":37.5,"depth":"1"},"timestamp":"2026-04-07 04:48:05"} 
[2026-04-07 04:48:06] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775537286_1ca42f7ed8808db8d75963d6fe474f39","bins_packed":[{"bin_data":{"w":34.79,"h":37.79,"d":7.8,"id":"unique","used_space":50.4788,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":37.79,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/738b5208e410d2b0715f342ed22b1b9e/1775537286-6458-6477861.svg","items":[{"id":"item-5","w":25.8,"h":22.8,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/738b5208e410d2b0715f342ed22b1b9e/1775537286-6453-9956088.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":22.05,"h":22.8,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/738b5208e410d2b0715f342ed22b1b9e/1775537286-6455-6185253.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":25.8,"h":22.05,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/738b5208e410d2b0715f342ed22b1b9e/1775537286-6456-8271522.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":21.3,"h":22.05,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/738b5208e410d2b0715f342ed22b1b9e/1775537286-6456-3703349.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":22.8,"h":23.55,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/738b5208e410d2b0715f342ed22b1b9e/1775537286-6457-7238944.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":34.8,"h":37.8,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/738b5208e410d2b0715f342ed22b1b9e/1775537286-6457-8909071.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-07 04:48:06"} 
[2026-04-07 04:48:06] local.INFO: Box added from packed bin {"data":{"length":7.8,"width":34.79,"height":37.79,"denseWeight":59.57776763110373},"timestamp":"2026-04-07 04:48:06"} 
[2026-04-07 04:48:06] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":9.8,"width":36.79,"height":40.04},"quantity":1,"denseWeight":59.57776763110373}],"cheapestShippingCost":594.15,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":9.8,"width":36.79,"height":40.04},"denseWeight":59.57776763110373,"volumetricWeight":47.5,"higherWeight":59.57776763110373,"quantity":1}],"totalHigherWeight":59.57776763110373,"DS":0,"rate":772.0707550542581,"tariffAndDS":772.0707550542581,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1285.196885449486,"totalShipmentCostFormula":"((tariffAndDS (772.07075505426) + overlengthSurcharge (25) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1285.2","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":9.8,"width":36.79,"height":40.04},"denseWeight":59.57776763110373,"volumetricWeight":47.5,"higherWeight":59.57776763110373,"quantity":1}],"totalHigherWeight":59.57776763110373,"DS":0,"rate":436.2192590596793,"tariffAndDS":436.2192590596793,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":743.6699333078269,"totalShipmentCostFormula":"((tariffAndDS (436.21925905968) + overlengthSurcharge (25) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 743.67","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":9.8,"width":36.79,"height":40.04},"denseWeight":59.57776763110373,"volumetricWeight":47.5,"higherWeight":59.57776763110373,"quantity":1}],"totalHigherWeight":59.57776763110373,"DS":0,"rate":"564.15","tariffAndDS":564.15,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":594.15,"totalShipmentCostFormula":"(((tariffAndDS (564.15) + overlengthSurcharge (30) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 594.15","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Height exceeds 38.19 in)"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":9.8,"width":36.79,"height":40.04},"denseWeight":59.57776763110373,"volumetricWeight":47.5,"higherWeight":59.57776763110373,"quantity":1}],"totalHigherWeight":59.57776763110373,"DS":0,"rate":390,"tariffAndDS":390,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":669.146,"totalShipmentCostFormula":"((tariffAndDS (390) + overlengthSurcharge (25) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 669.15","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":9.8,"width":36.79,"height":40.04},"denseWeight":59.57776763110373,"volumetricWeight":47.5,"higherWeight":59.57776763110373,"quantity":1}],"totalHigherWeight":59.57776763110373,"DS":0,"rate":606.5016744846359,"tariffAndDS":606.5016744846359,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1034.206655331201,"totalShipmentCostFormula":"(( tariffAndDS (606.50167448464) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1034.2066553312","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":154,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":9.8,"width":36.79,"height":40.04},"denseWeight":59.57776763110373,"volumetricWeight":47.5,"higherWeight":59.57776763110373,"quantity":1}],"totalHigherWeight":59.57776763110373,"DS":59.57776763110373,"rate":522.22,"tariffAndDS":581.7977676311037,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":992.5198005081386,"totalShipmentCostFormula":"(((tariffAndDS (581.7977676311) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 992.51980050814","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":9.8,"width":36.79,"height":40.04},"denseWeight":59.57776763110373,"volumetricWeight":47.5,"higherWeight":59.57776763110373,"quantity":1}],"totalHigherWeight":59.57776763110373,"DS":0,"rate":1045.7776763110373,"tariffAndDS":1045.7776763110373,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1045.7776763110373,"totalShipmentCostFormula":"((tariffAndDS (1045.777676311) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1045.777676311","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","overBreachSurcharge":154,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":9.8,"width":36.79,"height":40.04},"denseWeight":59.57776763110373,"volumetricWeight":47.5,"higherWeight":59.57776763110373,"quantity":1}],"totalHigherWeight":59.57776763110373,"DS":59.57776763110373,"rate":522.22,"tariffAndDS":581.7977676311037,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":992.5198005081386,"totalShipmentCostFormula":"(((tariffAndDS (581.7977676311) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 992.51980050814","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_heavy_saver_k0f572","overBreachSurcharge":154,"career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":9.8,"width":36.79,"height":40.04},"denseWeight":59.57776763110373,"volumetricWeight":47.5,"higherWeight":59.57776763110373,"quantity":1}],"totalHigherWeight":59.57776763110373,"DS":59.57776763110373,"rate":597.5799999999999,"tariffAndDS":657.1577676311036,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1120.7825205081383,"totalShipmentCostFormula":"(((tariffAndDS (657.1577676311) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1120.7825205081","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"10":{"career":"ups_pakistan_small","overBreachSurcharge":154,"career_name":"UPS 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[2026-04-07 04:48:06] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 04:48:06"} 
[2026-04-07 04:48:06] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 04:48:06"} 
[2026-04-07 04:48:06] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":67.5,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":20.265,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":20.5352,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":5.1980765673468,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":59.57776763110373,"result":507.91541484670756,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":67.5,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":6,"perimeter_of_sign":70.18,"nested_area":27.02,"occupied_area":14.45,"avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":67.5,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1395},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1395},"timestamp":"2026-04-07 04:48:06"} 
[2026-04-07 04:48:06] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 04:48:06"} 
[2026-04-07 04:48:07] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":67.5,"sign_width":"120","dimensions":[{"id":"994925cf-4458-408b-a06f-068301860e0d","height":21.75,"width":25.5},{"id":"87045746-1a05-47e7-8bbc-f5ef7e93e0a3","height":21.75,"width":21},{"id":"4335e9ab-fa02-4fda-a8be-00c061fe91a2","height":22.5,"width":21.75},{"id":"9e3a0c5b-fc4f-4324-b5f8-8ea090c8988e","height":23.25,"width":22.5},{"id":"39fdefdd-8514-47a6-aeb0-d627db8e240c","height":22.5,"width":25.5},{"id":"e3a7d7a2-46cb-48b6-b1df-5528432f1f17","height":37.5,"width":34.5}]},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":67.5,"sign_width":"120","dimensions":[{"id":"994925cf-4458-408b-a06f-068301860e0d","height":21.75,"width":25.5},{"id":"87045746-1a05-47e7-8bbc-f5ef7e93e0a3","height":21.75,"width":21},{"id":"4335e9ab-fa02-4fda-a8be-00c061fe91a2","height":22.5,"width":21.75},{"id":"9e3a0c5b-fc4f-4324-b5f8-8ea090c8988e","height":23.25,"width":22.5},{"id":"39fdefdd-8514-47a6-aeb0-d627db8e240c","height":22.5,"width":25.5},{"id":"e3a7d7a2-46cb-48b6-b1df-5528432f1f17","height":37.5,"width":34.5}]}},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"994925cf-4458-408b-a06f-068301860e0d","height":21.75,"width":25.5},{"id":"87045746-1a05-47e7-8bbc-f5ef7e93e0a3","height":21.75,"width":21},{"id":"4335e9ab-fa02-4fda-a8be-00c061fe91a2","height":22.5,"width":21.75},{"id":"9e3a0c5b-fc4f-4324-b5f8-8ea090c8988e","height":23.25,"width":22.5},{"id":"39fdefdd-8514-47a6-aeb0-d627db8e240c","height":22.5,"width":25.5},{"id":"e3a7d7a2-46cb-48b6-b1df-5528432f1f17","height":37.5,"width":34.5}],"sign_height_raw":67.5,"sign_width_raw":"120"},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":68.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Dimension Calculation {"data":{"dim_id":"994925cf-4458-408b-a06f-068301860e0d","height":21.75,"width":25.5,"ceilHeight":22.0,"ceilWidth":26.0,"biggerDimension":26.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":45,"sign_type_id":1,"heightOrWidth":"26.00","return":2,"price":299,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Dimension Calculation {"data":{"dim_id":"87045746-1a05-47e7-8bbc-f5ef7e93e0a3","height":21.75,"width":21,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Dimension Calculation {"data":{"dim_id":"4335e9ab-fa02-4fda-a8be-00c061fe91a2","height":22.5,"width":21.75,"ceilHeight":23.0,"ceilWidth":22.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Dimension Calculation {"data":{"dim_id":"9e3a0c5b-fc4f-4324-b5f8-8ea090c8988e","height":23.25,"width":22.5,"ceilHeight":24.0,"ceilWidth":23.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Dimension Calculation {"data":{"dim_id":"39fdefdd-8514-47a6-aeb0-d627db8e240c","height":22.5,"width":25.5,"ceilHeight":23.0,"ceilWidth":26.0,"biggerDimension":26.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":45,"sign_type_id":1,"heightOrWidth":"26.00","return":2,"price":299,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Dimension Calculation {"data":{"dim_id":"e3a7d7a2-46cb-48b6-b1df-5528432f1f17","height":37.5,"width":34.5,"ceilHeight":38.0,"ceilWidth":35.0,"biggerDimension":38.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":null},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":6,"baseProductionCost":1850,"result":[{"id":"994925cf-4458-408b-a06f-068301860e0d","height":21.75,"width":25.5,"depth":2,"price":299},{"id":"87045746-1a05-47e7-8bbc-f5ef7e93e0a3","height":21.75,"width":21,"depth":2,"price":236},{"id":"4335e9ab-fa02-4fda-a8be-00c061fe91a2","height":22.5,"width":21.75,"depth":2,"price":250},{"id":"9e3a0c5b-fc4f-4324-b5f8-8ea090c8988e","height":23.25,"width":22.5,"depth":2,"price":264},{"id":"39fdefdd-8514-47a6-aeb0-d627db8e240c","height":22.5,"width":25.5,"depth":2,"price":299},{"id":"e3a7d7a2-46cb-48b6-b1df-5528432f1f17","height":37.5,"width":34.5,"depth":2,"price":502}]},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":68.0},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1998.47,"taxFactor":0.0887,"tax":177.264289},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Box Calculation Details {"data":{"breadth":74.0,"boxDepth":8,"oneBoxCapacity":-5.0,"noOfBoxes":-24.0,"noOfFullBoxes":-25.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-5.0,"widthOfHalfBox":-5.0},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":-102.2158273381295,"shippingWeightInKG":-46.356384280330836},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":-46.356384280330836,"shippingRateFound":false,"shippingRateRow":null},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1850,"PSUCost":148.47,"tax":177.264289,"shippingRate":null,"miscellaenous":0,"signPrice":2175.734289},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":67.5,"sign_depth":2,"totalCost":2175.734289,"TATDays":7,"baseProductionCost":1850,"productionCost":1998.47,"PSUCost":148.47,"tax":177.264289,"shippingCost":null,"uniqueReturns_count":2,"objects_count":6},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"994925cf-4458-408b-a06f-068301860e0d","height":21.75,"width":25.5},{"id":"87045746-1a05-47e7-8bbc-f5ef7e93e0a3","height":21.75,"width":21},{"id":"4335e9ab-fa02-4fda-a8be-00c061fe91a2","height":22.5,"width":21.75},{"id":"9e3a0c5b-fc4f-4324-b5f8-8ea090c8988e","height":23.25,"width":22.5},{"id":"39fdefdd-8514-47a6-aeb0-d627db8e240c","height":22.5,"width":25.5},{"id":"e3a7d7a2-46cb-48b6-b1df-5528432f1f17","height":37.5,"width":34.5}],"sign_height_raw":67.5,"sign_width_raw":"120"},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":68.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Dimension Calculation {"data":{"dim_id":"994925cf-4458-408b-a06f-068301860e0d","height":21.75,"width":25.5,"ceilHeight":22.0,"ceilWidth":26.0,"biggerDimension":26.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":46,"sign_type_id":1,"heightOrWidth":"26.00","return":3,"price":314,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Dimension Calculation {"data":{"dim_id":"87045746-1a05-47e7-8bbc-f5ef7e93e0a3","height":21.75,"width":21,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Dimension Calculation {"data":{"dim_id":"4335e9ab-fa02-4fda-a8be-00c061fe91a2","height":22.5,"width":21.75,"ceilHeight":23.0,"ceilWidth":22.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Dimension Calculation {"data":{"dim_id":"9e3a0c5b-fc4f-4324-b5f8-8ea090c8988e","height":23.25,"width":22.5,"ceilHeight":24.0,"ceilWidth":23.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Dimension Calculation {"data":{"dim_id":"39fdefdd-8514-47a6-aeb0-d627db8e240c","height":22.5,"width":25.5,"ceilHeight":23.0,"ceilWidth":26.0,"biggerDimension":26.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":46,"sign_type_id":1,"heightOrWidth":"26.00","return":3,"price":314,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Dimension Calculation {"data":{"dim_id":"e3a7d7a2-46cb-48b6-b1df-5528432f1f17","height":37.5,"width":34.5,"ceilHeight":38.0,"ceilWidth":35.0,"biggerDimension":38.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":null},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":6,"baseProductionCost":1917,"result":[{"id":"994925cf-4458-408b-a06f-068301860e0d","height":21.75,"width":25.5,"depth":3,"price":314},{"id":"87045746-1a05-47e7-8bbc-f5ef7e93e0a3","height":21.75,"width":21,"depth":3,"price":248},{"id":"4335e9ab-fa02-4fda-a8be-00c061fe91a2","height":22.5,"width":21.75,"depth":3,"price":262},{"id":"9e3a0c5b-fc4f-4324-b5f8-8ea090c8988e","height":23.25,"width":22.5,"depth":3,"price":277},{"id":"39fdefdd-8514-47a6-aeb0-d627db8e240c","height":22.5,"width":25.5,"depth":3,"price":314},{"id":"e3a7d7a2-46cb-48b6-b1df-5528432f1f17","height":37.5,"width":34.5,"depth":3,"price":502}]},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":68.0},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2065.47,"taxFactor":0.0887,"tax":183.20718899999997},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Box Calculation Details {"data":{"breadth":74.0,"boxDepth":8,"oneBoxCapacity":-5.0,"noOfBoxes":-24.0,"noOfFullBoxes":-25.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-5.0,"widthOfHalfBox":-5.0},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":-102.2158273381295,"shippingWeightInKG":-46.356384280330836},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":-46.356384280330836,"shippingRateFound":false,"shippingRateRow":null},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1917,"PSUCost":148.47,"tax":183.20718899999997,"shippingRate":null,"miscellaenous":0,"signPrice":2248.677189},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":67.5,"sign_depth":3,"totalCost":2248.677189,"TATDays":7,"baseProductionCost":1917,"productionCost":2065.47,"PSUCost":148.47,"tax":183.20718899999997,"shippingCost":null,"uniqueReturns_count":2,"objects_count":6},"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:07] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 04:48:07"} 
[2026-04-07 04:48:08] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":67.5,"sign_width":"120","shipping_weight":59.57776763110373,"shape":"rectangular","dimensions":[{"id":"994925cf-4458-408b-a06f-068301860e0d","height":21.75,"width":25.5},{"id":"87045746-1a05-47e7-8bbc-f5ef7e93e0a3","height":21.75,"width":21},{"id":"4335e9ab-fa02-4fda-a8be-00c061fe91a2","height":22.5,"width":21.75},{"id":"9e3a0c5b-fc4f-4324-b5f8-8ea090c8988e","height":23.25,"width":22.5},{"id":"39fdefdd-8514-47a6-aeb0-d627db8e240c","height":22.5,"width":25.5},{"id":"e3a7d7a2-46cb-48b6-b1df-5528432f1f17","height":37.5,"width":34.5}]}},"timestamp":"2026-04-07 04:48:08"} 
[2026-04-07 04:48:08] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 04:48:08"} 
[2026-04-07 04:48:08] local.INFO: Input Parameters {"data":{"dimensions_count":6,"shape":"rectangular"},"timestamp":"2026-04-07 04:48:08"} 
[2026-04-07 04:48:08] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 04:48:08"} 
[2026-04-07 04:48:08] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 04:48:08"} 
[2026-04-07 04:48:08] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 04:48:08"} 
[2026-04-07 04:48:08] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 04:48:08"} 
[2026-04-07 04:48:08] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 04:48:08"} 
[2026-04-07 04:48:08] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 04:48:08"} 
[2026-04-07 04:48:08] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1044.75,"dimensions_count":6},"timestamp":"2026-04-07 04:48:08"} 
[2026-04-07 05:10:24] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpDB48.tmp"}},"file_present":true},"timestamp":"2026-04-07 05:10:24"} 
[2026-04-07 05:10:24] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-07 05:10:24"} 
[2026-04-07 05:10:25] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":8},"timestamp":"2026-04-07 05:10:25"} 
[2026-04-07 05:10:25] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":8},"timestamp":"2026-04-07 05:10:25"} 
[2026-04-07 05:10:25] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":8},"timestamp":"2026-04-07 05:10:25"} 
[2026-04-07 05:10:25] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":8},"timestamp":"2026-04-07 05:10:25"} 
[2026-04-07 05:10:25] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-07 05:10:25"} 
[2026-04-07 05:10:25] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2025-10-28 100019.png","query_param":"width","query_value":"120","file_size":37443},"timestamp":"2026-04-07 05:10:25"} 
[2026-04-07 05:10:25] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":8,"objects":[{"index":0,"position":{"x":361,"y":44,"width":87,"height":73},"scaled_width":23.2,"scaled_height":19.47,"actual_filled_area":268.52,"bounding_box_area":451,"exact_perimeter":110.52,"approximate_perimeter":100.97,"convex_hull_perimeter":74.9,"perimeter_pixels":414.45079348883297,"original_contour_points":126,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.19,"compactness":0.2763,"perimeter_to_area_ratio":0.4116},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":222,"y":44,"width":132,"height":70},"scaled_width":35.2,"scaled_height":18.67,"actual_filled_area":264.21,"bounding_box_area":657,"exact_perimeter":133.79,"approximate_perimeter":128.1,"convex_hull_perimeter":99.54,"perimeter_pixels":501.72287142747535,"original_contour_points":156,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.89,"compactness":0.1855,"perimeter_to_area_ratio":0.5064},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":2,"y":42,"width":69,"height":74},"scaled_width":18.4,"scaled_height":19.73,"actual_filled_area":151.11,"bounding_box_area":363,"exact_perimeter":100.54,"approximate_perimeter":90.5,"convex_hull_perimeter":61.58,"perimeter_pixels":377.0193359837567,"original_contour_points":176,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.1879,"perimeter_to_area_ratio":0.6653},"image_base64":"data:image/png;base64,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05:10:25"} 
[2026-04-07 05:10:25] local.INFO: Nested area calculated {"data":{"nestedArea":2277.5822},"timestamp":"2026-04-07 05:10:25"} 
[2026-04-07 05:10:25] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"f35697f9-6326-438e-b180-f1b82c0cd472","height":18.67,"width":35.2,"perimeter":133.79,"area":264.21,"image":"data:image/png;base64,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"},{"id":"e2d72ef1-52a0-43df-8a4a-b635f4708e06","height":18.67,"width":15.73,"perimeter":67.99,"area":96.64,"image":"data:image/png;base64,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"},{"id":"afee00be-660e-40d9-b062-734c08ba463c","height":18.4,"width":16.8,"perimeter":115.99,"area":177.21,"image":"data:image/png;base64,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"},{"id":"03caf9cc-4a3c-48a9-be0b-339734382b01","height":19.73,"width":18.4,"perimeter":100.54,"area":151.11,"image":"data:image/png;base64,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"},{"id":"53865b67-3295-4e9f-9719-cca612857333","height":8.27,"width":8,"perimeter":51.64,"area":36.98,"image":"data:image/png;base64,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"},{"id":"88943d06-9c01-4579-8a6d-515a6e762897","height":8.27,"width":8,"perimeter":44.4,"area":31.72,"image":"data:image/png;base64,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"},{"id":"a37e6c1e-2b58-4c8c-9a66-81e2c924d2a7","height":8.27,"width":8.53,"perimeter":32.06,"area":21.8,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-07 05:10:25"} 
[2026-04-07 05:10:25] local.INFO: Number of letters detected {"data":{"noOfLetters":8},"timestamp":"2026-04-07 05:10:25"} 
[2026-04-07 05:10:25] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":656.9300000000001,"perimeter_in_feet":54.74},"timestamp":"2026-04-07 05:10:25"} 
[2026-04-07 05:10:25] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[268.52,264.21,96.64,177.21,151.11,36.98,31.72,21.8],"actualFilledAreaSum":1048.19},"timestamp":"2026-04-07 05:10:25"} 
[2026-04-07 05:10:25] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":7.28},"timestamp":"2026-04-07 05:10:25"} 
[2026-04-07 05:10:25] local.INFO: Average character height calculated {"data":{"avgCharHeight":14.96875},"timestamp":"2026-04-07 05:10:25"} 
[2026-04-07 05:10:25] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":450.0,"originalHeight":119.0,"ratio":3.7815126050420167},"timestamp":"2026-04-07 05:10:25"} 
[2026-04-07 05:10:25] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":31.73},"timestamp":"2026-04-07 05:10:25"} 
[2026-04-07 05:10:25] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"11520\" height=\"3046.4\" viewBox=\"0 0 450 119\">
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6+yKelEJOZ9hiEt77zqdb4j0lWuAEbjYlEXYeV8Zo1Mx7sMVnuk6YzXX3uV9fVVUjthOp3mQrUtM86jimrMyGE3T1JISZg1Dcb1QTybG9u/f0kzd5BNrmioyYhfiAEJICkhoszGM5JVjO1ReI9Gj7UCqclScSbHzYAudZK5fna6NEcn3nelK+9e7WqIeTHn6ftCyF2pXSOD1QHQcPH8GV599RVQzYXfuqbni+4zQoppvt9y0gQkHEgOEqxX1rbWKYretRP2YRudUqJts7CdCM7leFslIqKoJlQjohE05pSOuY0zHeZ9WLcjXdDGIk38Xa4oaLv8O/HQ3CmbM5N497VXeOHZp9m9fJHCRax0dtosd+j8GVSy/VIgqtLEhKqlJfDZm27mGgUjWdiHE5jUQa0oGJuhzX5ZUMWa0CoaW2Lb2W0iWAsE8hZ36GKrZ+FngaSu7CBd2HfFtSsQfOD/HxLU0iF30iLx6nPP8syTj/H2m7+l38vaX5Yl41GiqhqsycWQOfcFNFeBQiSmSBUSzjtiipw8eVNXLbpGwp4LvK5nGLLDTClirWU6ndJOKqQweF/mrTlcxUgCM3dCc+1u84NqJKSEiMUaEG27wqTJO0ENuYps8ufVZnRPTc5UsDmADpoRP9/F84d2TD0e8+6773LuvXf49a+fJMW6Y3bVhNDS1gHnCjQJk8mM9bVN2rZlMp3inCNq3hSD1SGz0QwVS9EbcN8DDyLlteGTLBxkjBGJMeO9mqOOZHO4ZK3FuAzmt21DHAtvvvEaBwdjgjqsK8E6xLicGscu4RDBGWgnI4zkOdu2zdwR5zq6gS5LY2nJ55s75hgS3g1RFdq2paoqqqpiNNrn0qVL7O5dZnN9SEptxqQ1IBpIc8eNsL29zem33qEsS9Y3t5hMJiQMRVly/sIOm8duYHdvzL//V/8WFjb+Ggk707yysCF1cIcuBKA2V29CyHYwhcCZd97k7bffBvGECCoWjBB1zgfpED5RbAgYTbQdJjEX9pxi5pwjxkiMS3ucUiKEQIiKs/2OFizLmJl8HfQsMdSkFEgxV90Nc/+SFfTC+UtsbR0jamJvbw8jDltYqjriix7TacX2iZN8+StfRczaR2q1hpFevnSB7WPbiNv42LtgQWXQjsprzfL9/P+qugYLbchF1qJwTKuGaTXCl0NSzlwWRduU0qIEBTBwOV4nRUxH2BFNC6y8auL7Eqq5AsQgSA8yE1VIGjKdwQjeCIW1tKEGTR03BeYmZ27erc3fU9c13pWUgwGXLu/StMqtt9/B7t6Uh7/zXTAfAhscHlb4xS9+zslTN1BPz2hR9hG79ZFCX1AZ5j9wLuDD5aygCdqGtolY67K2iuJF6PvMQtKUBR1RkiRsx3BSVWLbgjE56+uoU6aL02OKeGdIKVOL598JGRQLUUnErLlzM5OUECJtzAtaFAWkhHTs2BzzL5OZfr/P7u4uRVnifcHuzj5l2Wd9Y4WzZ8/zhw8/wpcf+griP7o6E+sdff6Zp/nlL37G9rFNLl04wx/+0XdQ3VORD9fyRTSSf1zKsXZHksyaljBiads2w52d9rVtroY3lVDX9UKwc1stHfE9pUTTBJzz5GhcF0WCzKiKeOsIKaIxodLRFYygMZFUUA3UbYSUsvlxjgKIHUs2aSBprmnOfcC8AK2qHBwcZEqxL4g5zKINiZ4x3HzLbTz88MMfA6EB1anWkwN+/OO/ZFZNODiARx/9FarK17/xTVT3VWT9AwW+cJDZGQUsShBD27YYddlhSqJua6SrkMxms4VAq9mkq4TnyMSRKzwY6VhLQFEg1uVAMMYcypmcjUqEJrS0MaIxkgDXEYCkW6yV4RrQ0NaRFFrqtiGmFu0oElmzWSCESZcRompOjVJKTCYT1jY3OHFinXPnL7K9fZz/8B//E4OtbT5Om0g9GfHLX/2Cs+fOsLIypFd6JrMpjz/xK7CGP/rOANWxiqxcda7OQWbeXRsDDkNrlTpl0otqpNWWumopS4tYi0ZwrsR7Tzseg5rud2bnmrp6YUoxz5t8LqjGRB3avN1t5gQGTawOhoiNpDaQhI4rqJm1KnMqcszR8ZzgYy1Fv6AsS6pZk5HelLNSEdtRjXKeOq0bjh8/jvUFb51+h5CUH/3Jn/HHf/pn2OEaH4cFpe2unj3zDn/x5/+dzY1V9vd3SUEZDofMZlOeeuxXCIaHv/vIB86RPYIRqiZgTEEdu2ih7FG3bdZio/QHq6gKdQO+HBIijA9qgloKioz1GyWllhByGJbJlg5vekTNqXzpHKRMLUghgkI1rRdJo7EGTUpoAylke11VFd773HcjwurqKnVdczCa4GY1Bwdjjt9wA7PphMFwJbO5xDKezDDGsrp1gkujGWIjX3zoW3z161/nns99ETtYRWT140UTLvLn/+O/EZoRpR1SmkDflzSzCaX1aFvxdz/9G244fhzVkV5t3mxGsjnMiIRCm5TUERQwQtnrZ5PRtDQhMGsVNFMYjBS0yaKaOl6G7UIzcpwbDV5MTgS7jFCMYFRz9tlRzzJVGLRVlISqwTiDMyV1Pa+cGGIMuYjbtYQYY9g6dixrs2asfTKdMZ1WrG9u0RsMOXfhEvd87l6+/gff4vNffIBysMYHbfWrarVe0sd/8RPefP0lbj11I+P9PURbVoZr7O3NEBQxPYaDgp//3d9x4sZTVzUnXZtHDr2MdNFDSjmD7LqyqqrqyDo2t1MYj4jN1F9nGY+m2fGkLm2XDGSrdhxpDYDL9rNDDkE6h7aET+f9NqqHqGoitFGzaRFLExtM1XTwgs+OMEIg49eQHfTW1hbf/f4PKHp9vnj/g/T6K1AO+TAHdnVBj3V06V1+9pOfQlKm0zHrG6u8+fp5bjl1Ezsp4b1dhJ4vv/QCzzz5FCdueD9vcJHUpJRIktAY0RQzqVoyF6RtGxJgrQMxzGY1IUJMUIfIcLBCVCWlTGK3gIhHicSkmOQXCYbIss1DVVAi0tUpk6ZM9rEGFajbSNvWmcwTu24EzfSJzK7Kjm88GrO2tk6/HNB0Za0bbzzJN7/9bTAF0vvkVODY1vzl//oLRqN9trY3Of/eGY5vbuALx97eLs4aCm+pm8CsatnYWOPFF57j8/fdTz27qGX/+OK7F1F8irkvxiikkNCYOqa/ZGugCWMUVXDOc+z4cVY3tokKo8ksU8k6fp+1HS1CIylojmrm+YYsOYDz6ol2OPOSU52joPF4zMH+LilAiKljARRoiGjK+HuMCeeWlZW2bZnNag4ODhjtHbB6/MZPKmfadl/feuMVnnjiCU4e36CtKzY21zh79gw3n7qJ8++dZWtrCw2BtqmwUrK1vcmZs2d49pmnue3WO47MdySpiV26fljTDzd6pgitJlZW17jv/i/zwENfx/dXcuF3jkvOO3OzOMnZnFuEZUdiMp2bHrpKblcy756n2t9nd+ci//W//GdiWyEIzhe02hxaJGXQURcI5AyxFHb2DvjNcy/wre9/chrwe+++zc9+8lMK65jNZqTQMhz0mRzsYxGGK/1M2g+5druyscFsMibUFS++8BseeeQRNOzpPKVfUBkAUsoJh3SV8pywKUVRQoqkaJhOZ6gUiPUUm5+9RsjvcuxffF37qxsc7FxEIvjCEcjkyFwAMDm6SYkYW3quYDAYEBKcPn2ab33cFPyK0Va7+tijv+T5555lY6VHVY3w1lBVFcPhkIODAwa9PlU1zRC1E0iRpmrolZ693cs8+w/PHAkFu4Jv3oaHuwMOv59MJsSgGNc5SLFYd+3QscNjuL5J2VsBYwlJUQwqhtCZJWMMIQR6vR7eCrNqQtM0iAhnz56lnUw/0fdOpiNC0+C9Z39/n+3tbabjSeaTVzW+sBzs7eC6DuXSF8wmIwb9kl6vwBvhySceZ+784VCFdjzOAs0F6oQR11F6wRY+p911yGSdukGvzoT8vQ/r+3zpgYeoWyXGHJpWsyZv3Y59C2ScvdfLLSveMxqNuHz5cmalavVxsvEjY31ziwceeIAf/OAHnSaPWV1dy3z1rl7rvaeuZ0gHQzdNzWwyZtArQSOXL5zn8oXzizkNLEO/Ocx5+DWHWaMeRvIM14rIcuVQDMdvPAliEeMIKYd2g8GAqqmX8LB2VMKudOdLRxUqXnzxRQ5r18cdIiuysbXF1772Ne6//wFSgrZjbrmyYDKZYH0maGbcKFAUOaO1YnAuF1EuXDzP6VefVpizBZSFFqeurKcqaJIji5BSInHU1FzrYaSUm2+5jf5wmBFFFcQaer1e5nmkgDOyYF/NcZ6yLBERXn75JerJ6BN9t/hN2Tp5E3/wzW+xubGdy53i6JUDmjpQFD1c0euq9plv4rwhxGx+RIT33ntv+Vs+6IuWnV0Z5gyatfsw2eV6jdX1DW48dSrj6V3WmEk4FtXcK6MaCaHtrg3G5la90Xif1199GdXxJ3pokXW57c67uPcLX8T4gjbmDol+f0DUtODcqIA4S4iR6WyWn9MJly5dWsy1EPbhykwWqHSvZUFAVXPyckX9/HqMu+++O+PZNhenJ5MJZVkCqWsyjVmjXO6hbJqqK7cFXnj+Hzhalf8dh1i+cN/9OF8ymdVUdcvK2gazaQ3GLtksXVfxvNEVYHdvbzGNAY4IOYZEjHrEXqtm4aaFRncdA9dpJI3cfffd9Ab9RQEhpjazXSXRNFUm32tOnZ0zNE2VAbEUePOt12jHex/+JR8yxG/L9vFjJDE0bcxdGN5Rtc2iAgQsMHRrLdbnUt9stmTEHjEjhxOFBaUXUNP1o5tl9nc9hzUbcvKmU2xvby8KFYPBgKbKLdVN02RMm5xBAouIwXnDxfPnePGl59B08RNvyNmsBpVFt1tVNXhfoGIXoFiMseN95zEvls+HAY4eV2EPgUCLpv75p69oULqOwxc91tfXFwXjleFaV8TIP7bnC1JKVFVFCpHCeYb9kn7ZYzwe89uXX4FPyE7VcFl393dIkh2v7xVMp+NFqOmcwxpPCIHZbEYIaUHpGwwGi3ky/iaZq5yIeO/wPtu9GFvEmo5WkBYtFqra2cvrN1KMPPiVr+KKkpCUaVXjfI9ZHTFSMJ3kToKe7+GsxSqkuoU2YhVefO5Fzr57Fm33fnfttspjj/+c1dU+USsmkxHWZhL/dDSmcOUiker1egyHQ+q6zgSnfn8xTRf6ZSDoaEwdFo4xxriIRKLO+xevn80GsO6E3HvvvfT7fUKAyXiG9SW+KDG+6A6FyXQHYiK2gdC2xLphfWWVFCK/furpBe7ycUdsLupo/yLnzp9hb/cSxsDqsA+iCw7M4lwrbNfg6nK7YYTjx48v5lokNUcEG+Mixr7eQv2wMVjd4LZb76BuAhzy/Nnk2SPmLSc7LSlFjm1vEtuaxx9/lLdfeRltRx9bu401PPPUE+xcutzJIi0QSmNMZwHigtNyOHqr65qTJ08u58qXObfadDcvaQwLRpQ5eqyQ/R015Pcy1PLgg19ldXWd4WAVEUvbRkK8Iv63GRhyLl/39nZyF3Az4+knH6WdjT/e16U9ff7XT/HY3z9KDA2b66toTEzGIzQmhv1yweYSMQuSUex2lveeG264gdvufkhgYbOXjfzzlTl8XNzh//+g4+auxxCzJnfedQ+3f+ZORtMZRdnLhxRoRz9ePGc+JMZYwdrco25sYtj3vPzS8zzz9KNUB+9+oHZre1lVL+vrL/2Gv/nxX3LxwjkkKfmYlTmJKMfSzthFA9jcWc5lc+rUKba3thbzvq8Pck7NPSzQbE50cZ1XvD+NURQ97r33Czz29/+XlVtvwhc9Uqw7Jle+Z857QSFqYHWtD+oIbcVsNOKnf/vXALz926f1lrvvAgzj/R36RYntl1x45y2eefpJXnrhWc68c5q11RVGo11G+7tYIwxX16hnE2IbjvASE+CwxK6m+9nP3ov1y0AiC1tN143bbcWOrjsX9tHsUkE+PVtuXMnd93yeze0TVE2i8AZJFhW6GurcpqZMnyD/uzjQlBgOeuzvnOP//O8fU/ZW2Dp+jNvv+AzD4YCmrnnttd/y5uuvMB4fICjWKN4IPefRmM+omnMU5yBYUsnVo+5UuJRynvKFL9zHvBEXriDDLxOa5fvrnpd/xPD9LdF2X+/70gO89NyzWGfR1HUymHwk0rIrJ4+YWuKsoo3gY+TY1hZ7uxdZ24g8+dgr/ObXTzEYDHL7XwogSs/lbuTS95lORgz7A6wTRqMR9XS28GUhKqUztClhrcd7T1AwxnLq9s8gxbIG2dlsS0pQFj1UhaIoaNt2sUUOO0Z4f5Hhug/n+eMf/SliHVXdsrq2wcFoQttEin6fZlYR6kCvKNAYsVYoCsewX+ALw6waUZaOejZme2sNITCd7DMZ7dFUE2I7y90SGqhmUwb9Eo2RtsptI8YYCt+jbrITLMseKcLBaExVZ5reIz/4IcjRrrMF1+9K53dlGAXdWVLegLqjmeV1HiIDaWcX9Q+//V1+8pO/Ylo3rKytoallMp5Rlj2cs6S4PJyr+yWQEiq66P1RYFiWC7ZVx3xb9GMlMYS6YXn+a+o2fgddWMt4WiGmYH1jFbElNxw/xle+9k3irD7y3AvNnk+2dJLLg2uvZrs/Vc0GXFHy8MPf47Zbb+fyzl7GKCJUVXOkerOgQ1/xyjy5iKaANbmnMp/QlqkcKbSZ1hFbUtBM+jwUQ8eYCJrLdNiC3dEI1+szaRq+891H6G1s49ZuPBKyHcogP/yVG5tyB1Y+veDadMF+3CF2TQN5+NcAAAP/SURBVIbbW3zvB4/QX1llVjXUbYvzJQlDVdWkpDhbHFGkxct0B9oYS4wtMbUkDcQYCCH/vhAy8yp3STg0zWHnTPoPUambwGBlFcQzayJ33f05vvTgVxH7fsZVdpAJUsz1R01XYNh07RZJUbc81ujTNCPzIbIqWl/Ud98+zROP/YqDnSmrwxViqIlR6Zc98uk5+XzAHGEtd6qdc7gXJiVDydqZCDWSzzZRk48+mkdg1mKsEGIkKByMJ6xubHLjyVP863/z70gfkIMs8Oz3bTMO8ay7L3HO5UpyWS7A8U99FAXf/f73uOeeexiurXdpcpsPZLSeqqqPtJ4cLoR8oEmco5tYMB34lrJpVZPLcmIMxufTHs6ev0ivP+SRH/6I4zfdii2vTopfhH7axdbA0e0GOTpJyxofGj+1OPvKIbIuqrv6jW98C28db7z6EpPRmLLnO+xEc9lMWLCyRE1HL54rlWHeIqKaS4CSunMmJPMPrfE4ZxcHOyYU6Srst3/mTh586Ct89r4vfShhs1PPfHBKwqJSdJVsRTt4teyVhLqhSZbJbErSSN38I8pMv+chsimadhUVLl68yP7BAeI9UQRX9HC+6DjjGfeZZ5epa03xziGSTzoWI10jF90pmYYo+cQgXxZICDTVjCYknCiFKXjkh3/CN/7o+x9ZxHcA+6OK7WM3sbdzETUDdidTer5kVrU455nWhjaWrKysUdDD2II2ffo2+/AQsyna7OmPbMHf/+rnvPDib4izmrX1Vap6mpOVlEhxfpiNJxKp65o2adcG4vHOY1OiaRrqpiWGQFn22Z+MqPci3pcYa8GV3HzbXTzw5Yf4xre/j8hHd5k5gLvv+izT6RRDpCwtbTvJ1OmueJCsp25jpnWF3DV7y22fufYS/B2HFBuiOtYTNx6nt9LnxReeQyVS1QFnTcaai05JjKHX67OyvsFkMkG1a6sO85yiZFAOcc4xGU8Zrm/Qj7kPdjhc5aabb+HLD36N+x/6eO18sGRAfuyhOtKmmmGtwxUf3Y72aYx2claTNrz44gs8/tgvuXTubNZsss+ZzWZMp1OstYuDxa7skFtmzS4vhuTa4x133MnDD3+Pu++7H3C/E9/7n6Swfl9D9ZKOdy7yzum3ePrpp/nNr/+Bqm04trlFOeiT2kAdWgqbTzrWEGliINQNbcoE9CTwmc/cxQMPfpnPf+4LrK6t4cseUtz4O8vun7Ww50P1khIC1XjM2XPneOH55/nNc89x+dIljLVMJxOc9/R7PdbW17nhxAlOnjrFqZMnWVtf54477kB6PXKc/slPsvwXIezD4/WXHlXXHarrnaMoS4wIMSVC29KGkE87Brxz3Hr3V//Fyeifxfh/sBcew3KaihgAAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":222,"y":44,"width":132,"height":70},"scaled_width":35.2,"scaled_height":18.67,"actual_filled_area":264.21,"bounding_box_area":657,"exact_perimeter":133.79,"approximate_perimeter":128.1,"convex_hull_perimeter":99.54,"perimeter_pixels":501.72287142747535,"original_contour_points":156,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.89,"compactness":0.1855,"perimeter_to_area_ratio":0.5064},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":155,"y":44,"width":59,"height":70},"scaled_width":15.73,"scaled_height":18.67,"actual_filled_area":96.64,"bounding_box_area":293,"exact_perimeter":67.99,"approximate_perimeter":66.69,"convex_hull_perimeter":59.28,"perimeter_pixels":254.97056274847725,"original_contour_points":21,"approximation_points":6,"shape_analysis":{"aspect_ratio":1.19,"compactness":0.2627,"perimeter_to_area_ratio":0.7035},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":81,"y":44,"width":63,"height":69},"scaled_width":16.8,"scaled_height":18.4,"actual_filled_area":177.21,"bounding_box_area":309,"exact_perimeter":115.99,"approximate_perimeter":114.72,"convex_hull_perimeter":68.65,"perimeter_pixels":434.9705627484772,"original_contour_points":27,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.1,"compactness":0.1655,"perimeter_to_area_ratio":0.6545},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":2,"y":42,"width":69,"height":74},"scaled_width":18.4,"scaled_height":19.73,"actual_filled_area":151.11,"bounding_box_area":363,"exact_perimeter":100.54,"approximate_perimeter":90.5,"convex_hull_perimeter":61.58,"perimeter_pixels":377.0193359837567,"original_contour_points":176,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.1879,"perimeter_to_area_ratio":0.6653},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEkAAABOCAYAAABsdjtkAAAABmJLR0QA/wD/AP+gvaeTAAAb70lEQVR4nO2c2bNc13Xef3s45/R8RwwECBAiAJIgARIEB1HiIJm25cSOU3l0kkql8hJXnvMPpSpVrlT8YNlSZFm0JFIixXkESZCYAQIXd759b8/n7L1XHvbpBiCAFEkRBK3yqupq4Fb3OWd/vfZa314T/Kv8TlG38+YhXxeVJBA8RVEQQkAphbUWbQwo/Vtf8HjvERGSbP5re/av7UbFYEWs1aAUw16HpaUl1tZX6GxuMRgM2NzcZHNzk16vx2g0wjlHCIEsy0jTlHq9ztTUFLOzs8zNzTE7O0u93qRaa5EmGWmWobKZW7KeWwqSSEfwBVKMWF1d5sSJDzn+3ntcvvwJIkKtVmHUHyHiEVEoJWht0RpAA4Gi8Ih4QgARD2iMUVibYoyh3pzmjt27OHjwXvbddTfz8/OYag2UQenGV7K+WwKS5Kuysb5Oe2ON48ff5dInFzl//iz9fpdGrUK9XsV7z3DQp1lrIBIIQRAJiID3Duc83jtqtToghCCAAAqRACgCoG2CF4WIIk1T5ua2ceDgPRw+/CB79u5DpbXfG6yvDCSRroR8xPrqMufOneHDD45z9sxp2u11allKVknQCIXLCcGRGkuaWUaDIeIDIYT4QEphjEFHdUJEJvfQWqOUQkQIIeAFvNKIAgngvYBo0mqNVnOGerPFU08+w76799Oa24HStS+13q8EJAlbsrW2xttvv8lbb74et1PwWKupVSzBFRQuR1yB4NEarDYYY8iMxfvrDfcYpDEg49fkfiLxO8GTVKrE/akJAbwLiNIok2Fsiojm/geO8O3Hv8u+/QewWQOl0y+07t8LpFBsiRLHqY8/4OWXX+ajjz7Eu4JWvQYEet0trBZCcCBS2pKoId57nC+oJRkhBCQEBNBKgVIoIIigAB8NEiiF0dH4Swj4EPBKoYwuNU8jQQEadILSFqUS2lsdavUpHnvs2zz19PeZ33UnSlc+99q/NEji12Sw1eZv//b/8snF86wuLWOtppIZCB6thEqa4Hx+nSaEsUZohRIwWkWDHAIuBJQIohRGKUQpKmlK4T3iPV5k8vfx50WbSBm0RnwEVWEIAYrCk6U1lE3Y6g7p5zkHDh7i2R/8Gw4feQiTTn2u9dsvBZCsygdvvsbPf/FP+JGnGPXIUk2WGKwB5x0qeHzhAQ8iKNEEBVppBErvIwQJaKXQSYItt5f3kQ955+iVvAiiTcIYrDHx/wiFC4hWIEIQjwmgtGBRKC30Om0qtTozU03qocbi0iV++pMf0d5qMxqsSFqpotRnG/YvDJIMF+WNF3/Fiy88z9lzJ5lqThOCw1qNUkzInqI0uorStowBjtsmLlwo8hwIk+trHbeOtgaTXH08EUEphVKKQDTcIoI2ClEBCVJShfgZRXxPU0tejNB5gkkzinzE+XOnEC0MBz2OPfwoIl35LKC+0HbzgxV59Tcv8NOf/D0b68vsvXM36+vrWGuBgHcOgsdYRWoMSilQcTESFB4hjMFSkQfVqhVCcHgveF8QnVwANEoJzgUgoJRBa9DaopQgUoKjIxjaxy2t/RgkQBQ2zRgNC0ZeMDZFpxmiDUWItOK7T32fP372T2nOzKPUzb3f59YkKdry0q9+zovP/5xed4vpRoN8NMAawehACA6RAqXGC1EIHilR8YzduSrBU4Ch0+2htcIYi7EppuRB3gdEAlkl41p+JAKhfEcUISomGh2voyKdCD4CXYyGJGmKVQbnBcFhjcZ7R38w4N23X6dazXjm6WcR6cvNgPpcmlQMVuXt11/lZz/7MStXLrFtrkWiheWVRRqNRiTHJQh6DEJweO/L7VF+QEW3jjblr20I6qpLv9b2jF95nsfvlNcfb7tIEYQgDhHBKk1iDQRBfEFwHgBjErQyKGMJaHIfcBKwSUpSqdLtjag3pnjm6e/z/T/+M5SdvgGT36lJ4jbl5Rdf4IVfPMfq0gLVzBCKnFwKmrUaqAAS7Y42GhHBubhtlDIorVGUfEdpRDT4+OsHJRgbNUXpkgaI4LxE1SNQrTYnAI0NesTbYIxC/KjkX4rgBYXgQqldWmOtpigc3uUoazGYePwRDy6nYhWb66u88/Yb7Ny586b26TNBCq4tx995k3ffeYPlxU9oVBOqqaXX2USrwNzcDL1BFyeR4wjRhhSFxxhDmlVQykRD65nYgWh0AwFhzx27mZ6Z5c5du9m56w5mpqYxicUXjtwV5MMR/eGA9voGi8tLLC5cYWVtlV63R+GGTE3XQYMPHiVECiECyqC1YjgckqYpJrEUuQcVSNKEEAr6Wz2qzWma9YyN9WVOfHicu+8+cAMOnwqSSEdG/Q7P//I5Ln1ynnqtgvIF+bBPs1Fl2OvS62yy1e/gvWfPnj2sbrTxTqjWG2RphaWVVYKHaqOJVgYvikqlzq5duzh27FGOPvIoptICTDQ7CCq5kbuI7wg+IN4x7A9YXl3h7OkzfHLpPG++/RuajQqZNfR7XfLBiCy18XlLbWq320y3ppidmWJjY4Nhf0S91oRKii8GZNUm7Y02b7zyEnv27EVkU5S6+hyfoUmBX/78n+h22hSjHjYxGDwQEPHo0h03Gw2E6Pq11pAYur0+W1tD6s0ZBIPCUG00uf/+wzz51FPM774zcif9+WJCyjSv+5yEXO7afz9u2OHp7z3Fz372Y06fPEVmq2RVjdUKm6QEX1Cpx+3qvWd1dRmAmakplDJsLC8xv/MOOt1NWo0qhRdef+1ljh49dt39bwqSGy3LlfOnefnFX0HIkVCgUGgTTVAI4boDaJKmrLU3yUeORnOaSqXFlZU1rChQhoePPsLRhx9l7959VFrTKNX8QtTjBtCuOXuJdOWv7z3Eyfff40f/8EMWr1yiUskYFDn9Tg9rutRrVTJr49lQQnQo4kiMxigo8gEzU9P0+jlnT53kvXffQvJVUWn8EW8KkkkNL/76eYpRj0pmqaYJiYVEG1xweA9GayREA9rrDchzR2tqliAGL5qs2uTOO/fz0NFHuO+Bw8zv2P07me2XAqy8pkhX/ufhB3nn1Zf40T/8Hb1OJ4ZRvMP5yLOq1SoEYTDoo4G5mRny0YAs1Sg8Sgm1asKvf/0Cx7793ck9bgCp6F2WS2dOc+L94zRqVcTn5UXGzDka3jTN8N7TaDToLC3SaEyzY8cdnD7/CT7k3H3wAf7sL/6SAwcPocyNbvVWgbW5dkH+6j+1ePXVX3P61AlqqWXU79HrbZEaQ62akWVVQuHKk0GgklicyzEaqtUma8tLnD99Eik2RCUz6gaQbCXln5/7R4p8iE403o0QAiF3mDQF4hYzxjByBS4INq1gbMLlhUXywnHs0e/y1Pf+iLvvPfx7b60vKlNzdymRTanVK6yvr7O2tIAEwSYZqEgvEmtRSjPs92lO1eiPhmgCxloGgx5T0zO89NKL7Dt4CJjQwCiSL8rqwmXOnj6JMYp+v4tz+YSjoAJKW1AmUvvCMxzkpGmFPHcsr61zz6H7+cGf/dvbAtBYlJpSu/fu56//+/9g2/wOEpuSJBm1Wg2IwTmjE4wxJTkFYxSJ0VAS4k8uXmRjZQX4LZAInhPvv0tiNL7IQTwKMCoyZKMTrLUli/bkbkRSqRBEo03Gnr3f4pmn/4Rt23dzrQu9HaLMjMpqTf78L/8D89t30OsPcV5hbRLXkliqtQa94QhjM5RN0Dah0ZxibW0NaxIuXrwI/DZI4nn1lRfxRU5qNKk2ZDrFiqFWaRBcjEUbq8jzIfVWHSeQB8XIGb775J9y+NhT2NrO2wrQWFSyTe27+17+5Af/jqmZ7TRbMwxGnumpGTY3N/FeaExtJ6nMINTIc02nN2Rmdjv79++fXGdik6S4IhfPniIvRniXo8ton88j/1HWoJRGqYA1FtEelGFjY4N6axsz0zt4+pln6W90bgsgnyamukO53mU5+vBjPPezn7B9toULQmt6hmazyepmn+6wD2jm5rdz6PABvnXgILt276U1NQNc69205sMPP2Q0GuG9xyiwWqNtJI2i4ik8SECCQ7SUYda4FZ9++mlMrUa9cXvs0GeJqdZ58ulnOHfuDP2tDdqdHvloQGeQU23Nsv/OfXzrW/u56+797N51J6bRRKmZmzBuEU6fPl0aMkFpifGbGEaMZzOJkUQnHgkBtFBvNZmf285DDx9D6W8eQABKT6swXJZHH/8O/+dv/jfb5mfZOT/PHbv3cOC+I9yxazezO3aAtteBM5YJSINej7W1tUmauYxOlKduj+gYMlVKYU2KMqC0JXfCsWPHsNXq17PiLym6sl1tLJ2SQ0ce5sjhQ8zMzHDPoUOQ1H6nk5mAtLy4ROFGaPEkVoMEQvDY1KJF41HRi6EIylOeSPHec+De+8Amt3aVX4G0Zuf5q//8X2lMt76Q97UAZ068KpcuXcAqTe4cSRKdXggBm1pEFDpAGAfo8aAhaMeu3fuYmZm7qZp+08QkX+4ZLYAEx9rqKlqDL0ZIkoF4gjiGwyGgEVEEEZwE0BqtweiEu+7eT9JsfaWL+aaJBqjX6ywsLExCpWmaMhgMAHDOldHCGF5N00qkBj6gjOXgPfcx6vRu6yJutViIQAyHQwgSOZEErAZrNQEVtUYpRBmU0SCmDMYrZmbmqLT2fuO32u8jGiDPc/r9/uTgOo4XJcZOcvKT4Dtm8lWtDHPz22/j4389Em2SD4z6gwiS1hOQIjgxcRirPgJKx5yX1pqkUsVW67fz+b8WsUBpY3wJiuCcA66mcELwMQ8WABU1zaQJWZZdm3z9gxUNRPIoAVMyyCAOo8GHIoZJJCb8pMyRhTLAntisTAL+YcsEJGMMSl0tmrLWTv4d4y2xesNai7omeHBt3dAfqsTqRK1BKwKxtkeRoJUFiWDosrAqtQnaGpSGgODFYYz5rOv/QUg8lhjNyAcSncYiA50wGg7JkgxRZeZUxWIsX+b7gwp0Oh0wX6p651+URJ4kgSTLKIZ9UlGIBqWSaH9cGR5BEVRBUBoXPMoD2iFudJuXcOtFQySTjUZjwq7HRQnee0J5kEXF90nFWgj4wkVt+gMXDfEkPzc3N3H9Y540LvRUdlxyN2bfOpbI4Gm312/rAr4O0QAiih3b7wA0ok1M5mkdaxhLpj3O2KqygkSpWPO4srSIuLU/aBc38eW7du2agHFtGntcdudDmJS+KPEoiSnjixfOMer/yznghqIrvc4VyYern/uHtQAH7n1cXTz9hpiy8cVLABOLyL0IRgShtENB0MpMyr/OnvmYbqd9SxZ0K2RjZZF333uLRq1O0b0kAEnjzs8XmWw0GiWhVBPDDVe3loiggkyYlIrMk+UrCwz6XWS0LCrb/o2OBvjBirz3ztucPfURxWjIwidnOXLkCFtXPpDm3Dwq3XHT559st+npWXbs2EmlUgPR0asZTZKlKK3RBtLMkqYJSoN4hxJPvVbln3/2E0j1za7/jRJdsZw5+QHd9jqJCqwvX+blX/+Cf/zRD3ntV8+zeuFtEVkTGa1ctxUnmqSMYc+ePbz2mxepNRv0+/3Jh6I26ZIexEOJqBjlNgiXLl6gu7SIhA1R+psZxhXZkIsnTzDob2GNQ0lOcMLa5jrGWjbbq3zw4XEO3HeIg/ccis7IZCjVuKbrziTcf/9hBvmILMtwzk3Ob9dW9BvGsaXo9Qb9LbJE808//UnsgvnGSsE7b7zMsNsm0QHcACn6ZCbQrKWkGlYXL/Hab17iFz//Z376/37Meln0NQFJ6Zbat28fu3fvptvvUalW0SahCLE5b/wa2yYtMRuXWEOjXuWt11/j0smTiO9+4+iAuEVZvHCaSxfPITJESw4yQkuOCgXFoIfCMTfbwijPuXNneOPN1yiKAvitWoBqs8nRo0dZX1+nUqnhnIvFEeoqXzKa8qWxSrN9fpaV5UWarTovPP9LVi5/goThNwqo7uYab7z2MhJyUhsrdrUUJMpTTaC3tcHK0gL5sE81y0iMQAjUqhnw2wUTWnP//fdTrVZxEii8m4RIjDGT1zhkklhNCI7RaEi9WuXixfO8/vrrhDy/HVjcVHqds3LmzClOffwR1Urs95VQoEMBUoBzTDWrNGtV8tGQfDQguIKp6SbjiOJ1ICk9q3bu3MmRI0cYjUZUKpVrCs8pX3oS2tVa0+l0aLUa5MWQEAJnT5/htVdeQcTLqMhvq0Ztts/Kxx+f4J133yIv+mgTGPa3UASUeFw+ZHVlCSRQzRLwrmx1Fe666y6a0zFVdoPfTrIqhx88SuE8reY0wrhZRl89/AZBhXixcb1StZqRj7ZYX13goxPv8dw//pBUFTh3e2xUr3tRVlcWuXDmJBfOnKJZrSKuYDjoYxV4AkVR0Gg28S6wsdmh0x+gjEUpw1RrBohZ6RtAUtku9dCxx7lz335WNjaxlSr9Qc4wz8mSCkbFOsPUaIyUhtxoXDFkdqaGpseFM29x+cw7/OYXf48pvn42Ptg6JxdPfcTbL7/A6Q/eplmxhHzAsNshTS3DImcwHOGVxluL05rNwYjWzHaUrbLa7nHkwccQF9nMzatvk4xjj3ybhYUF0AnTs3P4fEjuCirWYrXC5UVsJG40KILHuWiH6lWDNpZhZ4UTxzsk2rF6/hWZu+sASt3aXn7xm4J2nHzvbV596VcsXblIvZ6gfB6rYJSgyrbBIIrcFzSqTbqDApRmMMwZdB0PPnSMRmsGnbQ+vUTZZjtVGC7K++8d5/yZEzQbVbROkGJ88BVQHmNjT7Ue10YrRa2ekVXrFMOCjfVlfvyjH3LkwYd55PEe+dY5SSpVVPrVV8KJdGRt4SK//MVzXDj3MUYLNimbdELsLdEIRgFK8Ag+wGCYMyo8JskYFTm9vufYsWOkWXYVj0+7qcrqPPHEk6wsL9PvblBNFc1Wi5D3yfMBRsccnXM52hoqOhZpIh78iCxNmZ2aYm5ujsuXLnDhwgXu2LOXY48+geRXhCRFqbnfGyzXXZKiGPHq88/xzrtvM+huMuz38K7Pju1zdLc2CZJDcCgREmPQCILGGM1mp0e11gJjUaLZs+dO9u7Zh7JXa60+HSTVVDJYl/baJr964Tny0SZZpUYvH5B7R7NSoShGpIklAIk1Zf7OMeiNSGyFrFpna6vNVKOFthnt1UV++uO/4603XuHwg0fpr38saVbDpBWwNy+g+m2R0BFCQPKcohjxwbtv8NKLL9DeXGdmZgqrHNVUQVplefEK2lB2j8fvj4oCUyY2VJIiAzBJha2tHs2peR5/4ju0pmeux+KzH2goRafN3/zN/+L8mQ+ZbmUUoy2MLmg2Mvr9LqZsCjbGkKYpSmLaHMrDMRYXIMSNibEZ2iQEFTsKtu/YzfT0NNu3b2dubo5ms0m93kQ3GuVDCLiAGwzodDqsra2xsLDAlStXaK+v0etskCaGfr+H0nFqRXtjlcGgx46d29jaakdOZ6KXHrfWx0rilNwpIGNts8O99x3mP/6X/0Zz/sDnb+VSuqLE5/LII9+BUHBl4SzihLSe4VDYNMEPHdbEHrK47xVpEreed0NmZ7YzGo0YjnI8CqPKbRkCwQUunf+YRZNyJonuNs4oudr4NwZcaz2ZF+C9ZzQakedDWs0aLu+TWBgM+1xprzDVrDO9Yxtbm21QcXyHCzZ2XaIJQAhCUQS0rrDZ6bN9xx0cfvBhGtOzN+DwO/NByqRKwlCc67O+vsywP8QJFP0h1YolyxIatToiwlanTZ4XVCopSZKAC2y2V4HYy5/YBCFHgsIQc31JovEU+HxEETwqxCLWxBgQTT1LGBY5+aBHP3is0ujEYlGYVNHf2iBI7J6qVTIatWn6/S4bGz2q1SqDfIRzglIFKAPY2OEQ4ryBJNU4r7jn0GEeeexxlJ394p2TY40K/RXpdNu89eavCb5PtZrR7WxSswmFDwz7A4rcMzM9TZZlDLod8CFW6RIjm74IZZMgxDZvQxlXQCRglCCU3ZNFbI3PYwsm1ii0ifMAvBvG2gRCTEyUxLbI+7Fb0ihQmuEw0pZavUkI0OsP0eUcAZTGJCnnPlnkz//i3/P9Z/+UtHbzYrTPnVlUlTpPfOcplPK8/uaLbHTatGotqjZlmA9B6bIsULG2toFzOa1WC61j2NeFcXtoBCGgUcrhRE8yxWPREDMOEkFD4tAFkbJNNZS5QPGxbooQfwghdoSXLfFBxR8idz5qb5piTUogDoCxaYUnnnyau+85RGt6/qb9t18MJF1TIh157IknQQsnPjzO5sYKLh+Rak2aVOmNckb9AUYrKtUmeeHRhutCLUHKTIsWFJpQDlgYh4lhXM1yFZBJTCtcnV1S9m8RlJQZ5XG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"},{"id":"f35697f9-6326-438e-b180-f1b82c0cd472","height":18.67,"width":35.2,"perimeter":133.79,"area":264.21,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIgAAABKCAYAAABgmhztAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO2d+7ccxZHnP/moR3ffhyRexhiDDUgIBLbH2OPx2TOzr7Mzs3PO/jPzP+3+sPvTnP1pZ3fnzOwYEAgkhCSEQA8EQgKh+77dVZWZEftDVvfte6+EjY0QSMQ5dbOrqm93V2ZkRGTENyLhe/qevoQMgMpYN1dusDCqML4Ao6Bm7h22f23BFmxsbLG0dBBjanNvfva3l1S3tJ1skmKkqmusMWAMxlokJaz3c++edp/OfUAEY9AE1j90z/vXA7x36i3ePPE7UmzR0GFVEJOZQqF/bVEMogbB8zd/83f38Gd/O0m10ysX3uHsmZN8duMGVV3jnWPSNKQYc1+mhALWGJTMIpr/GTWCryustbx47GeorqoxB+8pk3iArplw7ZOPGW+sUlqd/uReiBgEUDxiLEU5wBcDhlV5z370t5eE86dP8d47b3L9+nUGgwFFUdB1HSKCMQbnHMbkMZ+2qrm/o1EmqUWto6hKfvWrX92zJ5mSBxCNxLYB6cAYLEK+Dmpsz+WKwbJyaxPnB8TQ3cvf/a2kz699yqUPzjNeX6U0SoHgNVGUHuccqkrXdaA9c8xrFtXcz1WJWMvVK5c5/965ey5FLEAKDSk2WEBTIE0PCUhqkRTQ1CExMKorCmcpCnevfvO3kjY3VvTTT65w87MbWKMsLy1QFg7pJmho0NDQbK3jSRRG8CSsSbPWWcEahRiovefGJx/z4fvnQdI9fS4LUNceZwRnhUQiISQE1axcjFGchcJZlITzlhDCPf3h3zaqi8T/+cf/SYwR50sUaLoJQQJ4Ba8UA0syHZE2H9LRSUuUgJCwFqRpYNLwyPIyb732Gs3mBu3mdf29P+AuUbZEjWRLwwjWGqy1uw7XXzNGMQr0Kuh7yqSyoidPvMqNz66BEZrQ0XVd7jNnaboJbTsBBGMT1gnGkVtrsdaAs1gHhfOMhkNS22GA1373KuWgumfPZiHrv+mxl77s3veUSdqWkyffRiRiLcQYERGcczjnSCkRUgRrUCw6nZfGzAxVyH1trUVVcc7SthPePP46G7dWUB3fkwGw8yeqiojc8Ujp3urDbyOpruvFDy9w5aNLjAYVxhi8t/jCYi1Ya/CuxLlss037Mvd1XiDM97Exhu3NDbz3hBBYX1/nzRPHuVdSe5cE2UvTa99LkS+h2PH666+xtnILTZGUIkXhcEVBVCFIwlclviyJAkkNgkWwqDH5sIpqtvnKyiMitG3LwrDGorz15hs0G+v35PFmEmTKAFO7wxgza+eP72mHpPlcb1z7mCuXLzKoCoyFJAFMtudijKSU+r70CIq1fta3tzuqqmI0GrG5tc7i4iIxdaze+oKzZ06huvmNz9CZBJlvb0ffS4/9FELLm28cp5uMWVgYUljT2yCBEDqMAWMdMQlJFF9UM9/S9DDGkYchq52UEt5nv0mMAWuhLD0n3jhOu772jT/jLgkybXd05H475HvKpO1NXV9b4cTx14lhgkqi7SZ4b0kpkVLCFR7vPVESScGXA5JCEiWJogJJ5/s3MpmM6ULD8vIimxtrjAYVg9pz+eIFPrvxCSpr3+hMtbDbmk4pEUIgxjgThVPmsdZSFAXGmO8lSul5/fjvWFn9nKXlRVa/uEnpHYV3qCYGoyFd1zFpG+rhAl0U1jY2SWpQU6CmIIriXUFRlTO/0tQ4jaGlqgqaZsL6+ioHDizxj//7f0Fov9HHtHsv3M4w3WukPujMobKhn3/8EWdOv8PB5SU2129xYHlEMxkjEimKItsfoowWl8E6BqMFjCspqyGD4SIhCSEpgsEaR9sG2jZPTNW8mvHOUJWe0juayTY3b1zj3Jl3UF39xgZgH4PMG0xTqTL/+nsmASRy5t3TfHb9GnXpSKFjNBwAeWDLsuwNVMX7kvF2S9MlnK/ZGnc0ndA2Ee8qUMtwuMBDDz3MI488Akz7Oy+JnRWq0oIENtZXefP110C/OVXv916YMgfsqB5VRXFgLMqDzRwa13X15qecO3eGg8tLbG2us7y0iMSGYV1ijEEwoIayHtK0kagQm8ixF1+gKAqcN0y2t3BGee/cu2xvb1NYw+bmJqPREGstIkKMAeccZVn1YxK4+tFFPrt6BY1fqPEP3/Vl5T4GmbdHpmoln5sZczzQPhFnOXPmDJ99eo2lpQFrtz7lsUcPsnprg6IoSBIIXcC7iuHCMqtrmyyMDqA4/s1f/iVHjh4jNmNQodne4L/915arVy7z0IFFtsebWGuynaeJtk2gCVXBWvDeoggnjr/O3z3+5DfyuPtUzHQFM7+KmZ6nlB54FZMmE06fPkXbtmyurVLVJV1oMJANzSS7/BwxCM6XPPnjp3nu2aNgHM7X+IVFFg4+xBNPPIWIAhbvyv41OOcoiiJLDomkGFCJLAwHnDlzmps3PkXT+l0fhH0MMk97JcWDLj00bOiJE2/w2fUbFEXBZDJhYWGBra0NQChKhwgMByNUDc2kZTAYIaL87Ge/wJY1mhRTDXo0luUXP/8lB5YPMZm0qBocBo15mWytxbkdJ6X3+Xx9bYWzZ88SJpO7/sz7GGSvl2+vR/WBJo289uq/oqmjrtwcYiwSk7IwWiKElroqEYk0TcPyoYMURcXLP/8l2IIkWV0Tsh/k8eee5dHHf0BUpahKbOERjXRdR4xdhlo4ZVA5RsMKSQHrlCuXPqAZb5Pau+sX2eUHsdbiMBhRrEJhHaXzu2yRvSucB4XGa1f1ysVzXL10HkkTkMCg9sQuUFdDqmrA5uY2g7pke3OV4aBCNLG+vslf/dt/TzlcQNSy3SaghHLA2vYYjOU//O3fsh1bJqmlqAqMcwQJjJZGOG8QDYwWSlLcZjQsWBh6rn1yibfeeg1b3l3g1n4JArDHi6qqGX/4AFNZGF7/3b/w0KElkMDCaECIeZaPRiMmkxZvHd576rIihMCgHnLw0CGeee4IqMMYh68HdCoolnK4ABiWHzrEC8eO0caEdY6yrlheXqbrGqqqpGnGpNghMWKJjIYDDhxc5tNPr7L1xc27+tx3tEH2GqoPMqXJTb3x6XVOnTpFVVUMhhVd16BJcNlhwaCqMcbhbIEaS0yKcwXHjr3EY088AcYgCnU5JKVslNb1kNBGFpcf5pVf/gZrPJNJg6oyGAzouo7BYICzlsIaBsOKre0NqsJjVbh18zPOnX0Xla27Nntva4PsdYrN33sQydYlx994HTQx2d5ieXGJlVu3GJQVVVWxtrY2c3KlpLRNACzVoObXv/41GiJgCCHjabwrEVWcKXpm8Tz19LP88IdP0jTdrN+9tThjqesaEWFUD0ghUDjD9tYahYGz754ibN09KMBtPal7Q/wPqt0BIN2KXr/yIR+cP8vS0gIxtBiEynsK73HGY9TiXEFZ1rRdBOcw1vPsM4c58NjjbI23gTzBQkxYY0nJAA5fDiAZRgsH+LNf/JqF0RJVNSAGoa6GxBgZ1QPapkE1cXB5ETRQF5a68mys3+T82VN3bcl7x1jM/OrlQSZTOP7pn/4vbTfBkhgOCrY3NvjBY4+hqsQYOXToEKurq5RVRRChqocsLh/gz371a8BS+Iqui5RFSYy9utacjOb9AHDgBxx76ec89viPcNYTY8T3WXjD4RDvPVXpGQ4qumbCgaVFNDQsjwZceP8s6N1JQ7mjo2zWQT2DPIi2iOqmfvrRh3z4wXs4q0gKVN6TYodzBlLEKgyrmtBFVOkxH47DR17kx0/9FA2JerRIjBFgBj20dooDceAqUM9g8WGee+4I3pd4X5KSztzso9GI0hfErsUZGFQOSR3eJNrtdb64/D4abn3tUuS2EmSeSeadYw8ag4Bw8uTbeAuxbSgLR4odZVmysbqGquK9Z9w2DIdDui7iiwFb45Znj7wAriB34xQYBGVhiRGszXlTmgAc4JAu8dzhFxiOlhmOlgjJ4H1J2wastbMMvYMHlkAjVWHY3FhlUFrePX0Swvhr74HbGqmwgwuZYkNSSjPgsohQlvd36qXqpl69fIGzZ05RFpYUGyS2xNihKVBWGQzUxtxHqkoXhcFoiaeeeZ4jR18AX5MEwDAYDPrPBedgqrmNtSAGxGLLmocee4Kf/uQ5Vlc2OXjwECnqbDUTQuDQgWXqumS8vYkh8aMfPsrKrc+5+dnHrFz/+Gvvh30MMoXqTw/v/eyYgoUeDK9q5J2TJ/Aoa7e+4MDyEkYFZxRryTlCNkuQsqrxZYUvKowtOfbSzwEPSSjqAYr2gU52EvqnZJi7aMGWHH7+GL6owRQksdTDEZJgNBrRdR2acnqFSiSGCVVhUAl8fPUysvHJ16pm7ugH2Zc85dysvf+ZA7ZWb3Lu7DvE0CCpZVh7nMnZb2WR+wJrKcoSX5WYosSWNUsHHuKXr/wGIcdlwBFDVs0z025P9+ksTddAVA49+ROeePInTJqAryoMBTEKqmaWc1OXBc4ZUopUlcMS+ejyB6yv3fpa+2Efg0xVyHwUNz/czurmfmcQ1Vv67ulTdONtpJvwyKFlYjPBGvDO4r3rc15sHzsxxJQw1vPMs8/jhyMwDrWOJDLD13zJN85eBQB1vPKr32BcRVUv0MWEYhg3E4x3pBQoioJRXWGN4p3FWVhbu8XVKxfQ9rOvTYrcdhWzdyUze4wHJIq7desLLp4/DyoU3jKsK9pmjO1zlLOKMWRAuqGLgU6V4eISLxx7CfBYW2JNQdM0OOcQlWkOAbvS+nvSjDGiqEaELvLjo8f40ZM/oWkDvqxR67DG46wnSI6LVVWFtZBSQDWjzy5f+oCNW9e/tr64oyd13km2Nz3wfmYU1XV9//w51tdWiM2EUV0T2gnOmJntAaDITP2GlCjrmqd+8jSP/fAJxtsNOJ8HXTLQ6svXfwJIjwBwZM5zPHfkeTa3GwaDISkliqpEzc4CQjShmpAUEIn4wrKy+jlXLn+Apq8n4fu2su9Ohuhe0ND9SOPVW5w9/U7PFBbvDKqJosyRbWMMonMJUc5hveOhRx7m2EsvgStwrgAsKSrD4TB/sMlMsPdQBO0TrQBQQ1GNIApPPPljHn7kMUQNxnpUzQwn0qWO7WYyS3bLUj/hnOH9C+cYr3z2tfTHbf0gtzvmbZL7VYpo2tJrn3zEpx9fpmsaRgsVIbQMB4MsSX32ZagYoihq3Qz5dfDgQX70k58SmoaqLgEhSU58ShKwKqCxT7rcYZCMYN3py5RCrhFnldHiIkePHqULidFokdQbqr5nwLZtUQO+dBirxBgYDj3Xr33E6sotdHLlTx6kGYPsDdLN+zymXLrjBbQzz+B9RbblxOv/zOJChWpD4aBwO7PWWo91Ba4oWVhcJomw3UyYdC1/8Rd/TuzGFHUJKKhQFQUqCWcNzuQDFdA821UTKgmViKaEpI4kDdAh0oEEXnzxRSQlujaxuHgQQ4Gow/mKsqpJKrQSUAdFbSl94oePP8yJ468Tmj+9hsttUe2wY0YZY1BrMFjkPl69qK7qJ5fOsbWxikqgLh2FmyLqTMaSOoeooRrUBDEsDIaECIeff56DBw9iyxKkmamLWXfp7Ev2r2jM1BXSG68OIGAJUGSP2iuvvMLZd95iY2Obwk/tIAWTa7ZgwPS/dTzZQKlRKblw/n00bKkpFv7ogdvHIPs7Tvv1u+538txXJLx14g02t9YpXfZ8WpMwKtnOMHkAUmpRrZAUqf0QVeXws8+isQFXgElALmVJXykyS40elSdTF6qZ4yCYclEMASMJZ8hM02zz0ktHuXzhDMFGUmxnlRFVNX+umFxDzghN02CcQbXl/Qvv8czhn/1JvTJjkL3xlnnlpRgM0oPK7r/aZCpruvr5NS5fvtjHVxylzz4Mo9m7bMgqtypLJAacscRmQhuErY01Tr/1NqbMKZUYh8WANRjNpiiiCH2FJmt23VezU5q2adqMASkLrAS2N9Y5dGCRrY0V6qrojWabzVsRJKVchXLGd4YQAt4LW1sbXLv2MSqNGvvH1bT1cGf/xhSHmu9PHcb3IRnl7beOk0LHoCopS4/RHV+QtTbP1BhYXl5mfWuT4WDApO3wwKUPzrO+vol1RV6GohhRxIDVHGpxZFVtFdSaXefz71MxWOv68J0iscNKom22sZR9tcSEoKRpkr3pmRCoy5KubYhdi/Ul77/3Lk89/cwf3TW7VIzO6UiZJUz10hCzr3Tj/UIbN29w/r2z1GXBoLJ4EpIEq9I/u2B06i5PaAx4Z7AoC4uLjDfW6SYNRVFQDDxW86w2kgCLn9YFQREFkyRLGc3QQ0tenRjA+4qUWtouUJeehUHNyhfrHDyQEfMhtFnazw2FAsa4fjLnCd20Y7wUXLr8AR9/cgWVsRo7/MpSZJeK+TJSvT9tkLh9TU++/RrjrXWWRyVGBemlR1YtO/1Slp7QdbnuWNfiLJTeISIsDit8WWJsyjNK+/9Uk02RPlCXooDRvmhgb0Mgs3RbawwqicIKHpDU4l12tcW2m6kSFZNV08yOyV+ytbVFWVTEqDSTTaIUXLz4Ho8//sQf1T/7jNSZn4MdphFD/8AZJnc/UTPZ4qPLH1D26QUSs8Rw5EJyBumTqPtAJVCWJU3bYrE9FFCRKEQa0ABWsDiwilFLIoGYXOoShxrBqJ210t9XAxJD/o6iRFNkfXUT5xzdZJwdYb7sjVMzUyt5zASLYbK1zeKjiwRvmKw3LC4s8vmNq6yu3CBNbqobPPKVpvmuvJi9dT9u53KfwuDuh4J2Ormp58+8w6dXr5DimOGgwFmBFGm7hslkkl3cRUFZlllNWIt1jroezkA8qFKVHmcsmgRNoCkbFRaLxWHUZCaJ+b5Rg1ELAhKV2EW6JqdOWKOEtqVrm+y5FaGNCTE2g6LbwGTS0nURsDhbACb/FnIBm/HWNpoCoRtz/dOPOfHGa9j69y5a99G+/5hW2mPe3W52Kg4YYzCYPyBC+e2ndnuTSx9cYHlpyNrGJsQOVQGTsBiM3THSU9pRO6p9cXLrMHMoO0O2BXqjIDOAySwiRrBqSJowYhADpl8GO1NgveI0zcBH02Vxftl/nwoqsktydF2H9sn19N8f2piX5xZSbIldYH3jJtcvf4jqphqz+AdLkTuy1O6gHTOGuV9I05a+d+J33Lj+CQ8/vMDioCJ0YwrrEATnLNblAJ1qIkzdAIa8RAVEc91TUdNH4wyijuxCNzshWujro/ZrwVlAd97uM4AndDnfNve1BbXsTaifSvMU+/KkaO9WyRO3aRrUgLOOECZ0bcfKrc9599RbPP704a/UT/sYZKpCdpx/2k+I/SroO00xcvr0O1R1wXhrjcXFmvXVTWxVw5w6dcbuYGT6mZx6KSv9QMckGDEYo72vyGb/h4LrpQkKSQzGeKSXEEmyA020L+RvFKS3UaQvcqcGUZttFhTbT1aZT2xLCTGKM4bCVjSTBucNvraE2KIamWxv8uHFC7zy6SdfaUWzT08URTFDje0NzO2tG/JdJY2NXjp3hi8+v8HSwoi22yalFmu1j5uAtwZvDcbZbDyqAZtd7UkyI2gfmhdj+/qnHjUFYnI1ZTFZuqTpPjtz15NAVEgCiV4S4bCuRE2JUhDFkMQieDAFxlVgCkRygpYIM0b21vZmgCVGIQZBYo7xeKegkbXVL3jn7bf4KhWK7pjdPx+8u10S1XeaUuLkyZN5iaqRuixpxtuUhcMbcL3jajpJRAQ1+bmVPNBiLNYVGFeAKTKOw+bQv7EesQ7FknomiT2TtEmISQma1Y7Y/H51ORAoeFBPUockSxSLiCWpRdXQxkQ3ZQDJNsd0TLxzSFQseenddR1KwhcOY5SUAufeO0u7sfEHd9U+FTON0k43v4G8zJ0G65z3iHx3jVRtxnr14gVu3vyMQeWJ7RZlWRK6MdZO1WjMXuNkETIOVPF4VxAk33Nkj6g1higZI+PIpbcFnflS9kri+dXfXslsjMEkN3N2ie54sacUY8KY/D2KIiEAgu2N3hQjzhZEjYQQMD57bWMSrDpu3brFW2+fQEOjpvj97vc5Bslbf4SQczC899g5VZNQ0FwGKcZs4X8nyUQuffg+hQNJHVazxT+shqQwQc1c/o8ISSyptweS8XQpqxdPnrGqSpCESkZ6WCCKBxGiSF8iF4wqUQRnHEkVo7qvhazipisSxWejNmnPNAko8N5mp5t0hBiIscW7nEOjYigKjwZLCoLvc3MyY1pUO86dfYff/rv/+Ad1V47F9LrWKrmEgbH9TBAk9caZc7ksY5EZJ8p3b8cpbW/pjWsXuXz5LCLbpLgNYcJwcUCzNWa0MGJ9fZXF5QMY57m1skE5XMBXS1TDRf72P/8XNrcb1NjeeTgHxzSSzyl743J3EG62T6Tobdsc1Et9JDZLmcwUZN9KL00KZ8EkQjOhKA1vHH+Vj65eRGLElCVBOrq2yVKuHKAYYpewBqy3jDc3uX7tCieP/zOqW2rMl0MBPExtDM1LWebsDVXUZKMNQI1hMpngqgr3XdQwpuPipXOEuE3stlkYeEQdTdNQFzWpi4AjJKFrWkJUXHQkIzz/0+dZfuRxDvz4p9+atb6Ga7qyvsGpM+eIqWVhIDjNMEZLn7qXhJQEZx3G5fTR0G3xxvFXef7oS7/3O/ZVGDLOojY7cnTv5kJGmYy3QAWJ370dpz6+epkP3n+P2E0wmqgKh/HQdhOMVbYnLaKG0BnaNqKmIESlLBd59vCLUC3d60fYRaZ4whw79kse/+GPqapFrC17p1pPImjKKjSDmBTvLRIjFy98wAfvn0el+VJbYQbEny/xsHf1MkueItsgw6rEaEDD15vFdTcpji/p9U+vsrb6BTG0lJVDJIOPcZZx02SkOJ6YQLWk8EO6aHnq6ec4dPBRjL37dUm/KtWLB3jm2aOgJU2rOFvg8rYTu3banF6ripIYA4WznHrnbQhfXghvTsX07nXY5eCbMkj2AVpGwxpJgUsXzrN6a4V3T/yDTpouF62PMaOwzH68wxQf4Xv9vRcHkVvNXG8Mvs9cc8bsMuacydu0OpP3WpkagRbyfednJRZyJcJtnLOcPvkG58+cwttI025zcOkQ29sbpJjLSW2tr1EUFdKnO2ZfqMc6z4sv/QJTju7C8P7pJNFw+MjLnHn3PG2ziZExqXeeYQTnc/qsiBBDpCwHqETq0nLp4gUufnCeMFnRYnDotsy/a5mb8R67HWPzHlSDoElZX1vh5NsniJJwtmBzPOnLT3d9tWHBWpexnDOAnMlxjrnz27dgrO6TaLerdrQvNUMtXZcoqmq2CcHGxgbOG5ZGC6ys3GJpcUSjCdGOcTvBW3DeEyQxqEqazpDEEFO2x37wxJM8+uTTmOqrRUG/KXLVIaOyrUeOnuP0ydcJIWb0mmS1IpKDfZpSRsLVQ0rvCLElBuHUybd45oUX7/j5d0SUZdT1fGSXnGuqggPCZJuEUo0cgwIWFyqSOJrxdt7iU32umGiykybrRunzVadzfn9rHRn+KiZHPHsGsH07FZt7VSFkCaJJKHDELvtzKitIiiAFB5ZqRAJ1aWknzex/tydj1EAQZdJGfFEQRFkYDfjZL34J/lteycA4Xjz2Mm8e/1e0i9TOUhQlIn2IIEamdeTbdkLpLeoAVS6cP8uNq5fQtK7GLe+bBNlI3ZP3dTtXej7PG/UNBxWjYc3CsGZUFXgjaGyJzTbeJDxKYYTCQGl11pbWUDmonP2S1lFaKIziEZymXa1J4Y6HFaFyYGgJzQYqExYGjsIp7fYGWxurmBQZ1jVt2+C9x7iCtc0NFMuk7Zg0Xd4uDKgXRjx37AVu13HfJjKmNoePHuWZw0fyNi7O48sa74tdOGPvLZub6zl/pq6Q2HHz5nVOnTyRcSy3od15MTZbuWXpqaoqO8t6MT8tBSGSuTGlAJLomjGDwmNSR2kNC3VFXVV453IgKqW8X73I7HDWUpUlZVHgerynIUsJo/S4CSUFmbWxS3RN6LEWOwdiZq9NEkLbsL25iTMgMdI1EzQlNEWczdvQj8djrM1BuLZtsa4A6/NulIXDeId6y3NHDsN3pA7KxtYG/+mv/xrrCmIQupgISZlMWsq6Zjwez0p6GKu03YTCORZGA179f//C+q3P0bS/QlG/JVlO5jGiGQcxp9enCVSzXZSmZSCM4oxmAK10OflHYg+YEUh5sI1kpxHJ5PBmMmgSJOiuViP5fp90ZnQKtrE44/DW463vgTamB+Cw65iGwi159ybp65jSM7UjO6G0fxYRRdSCOhRH0ryjxdZkzPKBgxx+/gVI340EseXFH5iHH36UIy+8yLhpeqZ3WOdJSSmqXFazrmsmkwmhaYmpofSWSbPJ66/9jjwIu2nPlmT95sp9i9nR99NglC8LXOEx3jHbbJkdtRRiDkZJH6HUaQRzGtHs2yj9e0VJws79OxxJ2PU6pvx/IQohCl1IxDAFWmfkVYxCChGJCaMZ2aWacRQhCCGk/D6xtEFp2ogrBmw1Hc8ceZ6HnngS43/wrVYv8zQYLfDrP/8txtd0Ma86XVHRdpGqqmhDmmkG5ywphbxtq7e8+eZxVm/eRHV3tUQ7/WNMH1iK2bAxsgP5d4Wfg91NnWY+u+jnoonTJOKkfRmJKbCGPvjUSyfBzN43vT5tZcosAlHyIHcxEUKiDXmTnvz5EJLsuy/JIEnzITILi08lhkr/v10iRIiB/L+d0rSJiKUeLPLyz37Jdw1/a8yiOXzkKD959gjrG1t5y7OyYtJ1qLFgc+BxYWGIKwsAmmbMYFiztr7C6XdPoXtCKJlBpgPsIO++uBtvOotEqhIFospsM75EBrzkH9hHMslxh6S673z++vQ87x8LUbL06XopFKdSA9tLo4y/SFNJMtemfk/aNiS6mLEWPfQ4a7YkhC6RkiFFg4hFpa8yqA5DgRrP1nbgqWcO8/DjT2HMQ98Z6TGlcuEAr/zq13QpT0BjPSEKbUi4oqLpWhLKeDymqEq2m+3sv7KWEydOsLm5uevzekeZ9rkf4FP1Bv4AAAL5SURBVLzNAaSczNfD3WBa3nMGAZiGoUUxlj6HxICzO/Uw5piCvo0iPQCnD2LBrusqfRKQ5tjQ1P3fTwC0349Fewm3g3zL4e9c1DhjIqbQP5Ee3tXnpeQcFAPGocYx3csWPKKWl19+BSju4jDePTJm0WytXNInfvQU21urRFGsK+hCZDioaVOibQJb4zE/WF6m6SKTyYSiqvn88xt9duEObnXXvrmguwrY7d0WxDgP1jG1DxO9BNAdEK2xNk9KIyQS+W9CjSBGSBqJGkkaZ/en512/v/1U4gh529CQElESXYwkzWH0qQQSdO7ckICkliRZSqRokJSZQpLt/TGmT2RySDLEqEiygOeZnx7l2WeO8vuinN9mGh18iN/85rcURUVKymAwAiypR5I556iqaobYn2FWDLzxxhusrO5sEOCh71DNBUq8KcFNHVdkSxiLtW7m2s5r65ilgihqMuJ6ykSqSmQup6ZvjTEEDbNpb9WSpp/Xqyxflpi50hNR8yprWhqrKPLM3mHKbFP0MM9sG/XqUFUxKhjjs53lsrrKYQWXVVoUomaTWh0cOXqM0dKhuzl+3wA5Xnr557z66r+y3baMBhVxInRJaNrEwYMLqK9Z3RxjfYkrCkLMO2OdPn2Gv/q3q4iM1dqh8QDjiaNa/BHra18AufgJTBOmACyk/FJl6i6fE8FTjKOCht+ToccchmL+rTaDdlstERViH0ib36fGOEPo80Tma6nNPKvWkPYg7/eKgR1Ul8V6TyQikktMHjjwKH/+m99iTPmdlR4AxiyY9VtX9ee/+BVvvX2crcmYolwgSYcfVWwGwVDgB7kQjarFeUVwHHroMf77//gH/v7vM/rdA/zo6Wf4jVggUpS9r/sO9KeClffC7PZe997PBnEfA/TH7aowzmI29veP7fym0VM/T13XLCwc4n4pJr20dIBjL/+Chx/9AcYqzhlCaBFNGfsz1RBz8ABRh/UjuiDUVQ3cl9m2X4003tKpA9D4796q5Xv6nu4p/X/sxMHyVqtzwwAAAABJRU5ErkJggg=="},{"id":"e2d72ef1-52a0-43df-8a4a-b635f4708e06","height":18.67,"width":15.73,"perimeter":67.99,"area":96.64,"image":"data:image/png;base64,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qAjJWKJFAcFUOan+LeAJ3Wr/daNrzjn5gFYGORHkBLALvuZyLbMVkr5YxQW/AaUdQqlAMmAjYjPuE2v7cftBLDtiUPBGsGxgnL8UgaBna7EfNwwMp8IGtiN03M8yFS/+4UN6hG5YQ4ZQm8VMyp/XO39rlQ58aRVagUqIJJXXsvQHISOWZcleILZY5xNLVEt2dCHGvTUV+TGH0X+46IGXg9yQo9s1Uxr3ipDdozau3wv1MtUOl+be6QIl+MQw2moLbMlPV7Qst99KQ0kRMRwSQedjkBwpCQpIgXksYWijsqISqR+Xw/iGEDCDe27NbEHLGKtNzHssyUY8QiWTIoLPOBu9uCaA4AdhPSe5+MCHO1C33gq8S4OdUF824+W2/NunjCU4xdquGlpYo0kcbEqBO3N69BKuJCXRzVQOKo7xc7nREj2CuIUmtFrKKioS/csJ6uY8EtTOyyLGjOrVLmNNa21Wqbd3SrE8+YC2a6+S5c6oaUUtMlcnqOniSKmozIDWfMW2mC1dBJ79Eioee3rn5CyN09cpGNU27u7jAS07QnD3vmAneHQqnOMF7hGpkqRzEXqkGpzrxU5qVSqod/Un397c+YxS6TFNcoezIJZ6//zrVQcVwFyfFsceNuPvL25o407dFxh44TeZhIw0QaRmQYvg5nGFYXkioDGeohCkRUmY8LSQem8RqTzJsv3lLnwjTtqUthHPZk69m4irUsOO5kTY0zavNDugWhl6NgOMsy37Mk9yp4Lsxu596KM+YX/O9nnzEOwjDuWebK3XEGeT/buiaee77BCLk0M5JbKLjqvHn7lmKBjI95wshUM27vlnsTtA17rqUOXUegK2HaE0xTpvI4MY7HY38U87BwJkBSxCHvrtg//4Ah71AZWUq3LI97te/gjBCRWh2nIrVSzDBxihWur5/z9jBjZozjyDRMzPPCshTmeeb6+cuwbGKgtiZ1us8ylwpIW+hGuRJW5HAoZ7u+JSRASuNJj7SfMCyOAm/fHjgeCjZa1G25kjSfPMj3IkZ7aTEjuaNthxDDKixL5Xg8Uj1FEncpvHnzhmf7K4Zpz5sv7ppvIpgX3GStt0CMIU+trkJb3VVqfdRjuIxNOwiuraoEa2xuLBYCFSqsEq6lRVZdBXMh5R3CgIgyDtdM+yuWm8PX4QwF1/Av3M48N3fneDxSFiOPu7D77ozjyMcff8zLb73C81UrGDkFYOHwxKLmudwL1NbFYKGAsXvf632tzmXAF3nb1Go9UiSZDZABlYGXLz5kmK6/DjE2katVcsu9dtkWl8i2pcRcCm4wThN/+v2P+fAP/xgZ/vBRfvTjZ07X6lv7uc25+JeYQH1E9vsYywJpaGF2AkuB4E5fPXyHVYEqZlCKIRbZs1NQ6dwc7igkMoW3N7d4hWmayGl8JyEAZProG5NpWjNq1a254REdilnIs0f1S0qJaZqilsIjxTi8px3/TW8tiZQZ8ggNBVdtRaO1ICk2dsgTNzc3mEW50uEwN0I9nXZuWs2akpJmyqL8sJQKKfz9akLSeHZrBp9CazojDEhPKFdvdZOtcGUpBckVa9GprJr//Zya3/S2eqDdeyzVOzBK16LuAegavX4qCmfPLMITaKuf4S6BS5hhYhEVNqyy1oq2oKp6EOnr4AW/6W31QI2OaYCrrxGs1S5CLe5Asdowj1rfPfo3rJ0J/SWO0O/FH0+LCx5qjTMi4LkkRG8qeS2UpRXGYvcrbL/prWNrRKwQMUBxKNUoFidH8jTx+edvcJe1bnsadoz6tArczlIFZ8kbb7m/FnqnPDKOI0s15sOCp8rd3RPMwrMRj8v8hLtT2hmylHqRu0Vs8hQTz71d6os1WaOBQyzLQq2R6hungbdvv8BvfuLkFwTGsAm9fYNLDBMPheZrv9R3f/6u3iuRK7A+6ZZ3WGuzWrT8kIMYaTIzIe+fyRm4I9K9ynrGKcMwMNdAw6sbas7t7S2ffPIJP/7PnyDpuhWl6xlu0Se9fMlihy8hVsc9Lsdd8Y90uZGnha8nFB5MbCuO8Od/8ZfAWX1G39ntIATateZGKyllksA8H/jhD/8NUA4LkTdpCNdlP+TpDPm67Mti7/y8Hya+HBdvyFnqTNHdgM33LhZ/3oQqyp98788uiXFx3qNzishaANtPEAlGIrXKP9jvn1G9gjYkq+mVta9379z5MQ+cUoH3+66nXBvSpZ1DYoM06bnyb4eGoJ6dXYELt8GVKsrxePM4Mc44A0hJ47SiRhLal8KQFE1wtduz9HKmrmO8B3SBZueU2ikAe7CnHh49NdA3Zb3e5HZWL6cGGC0Wz3VSp+ZZi0UuJs7NgLqu1y5DOw52Eajd3d2RiAzWUuKMa/XY4Zwz7kJKrdLGHE2JeT6Brut+N/112v8ShbftWjxOIqV28M9rPZv89rm4Pt3vJym3zyG+HgIUd7x6nI1DSUnbUdQYp1cUGZEoEwSvZUMMPXHEeaIm0G7DMNG2l+0Ahnr8owDXtSQBTiUR276XJdAO5bifPF6V2KXc3t97aTipeLD8Q+P23sTR9XvtiLG087ECLRkZfWMxdccVkjT9xL1c6+k409Y1Nwt5BXDp6HaXijUR8mi7jHW2118FIHooRDhrF1GBSEv5r0c9W673gVd1fQQbDLSj47p5cS9oS0mp0s1Tz9b3o5WnZJF6HM57rE8ukR1x1vvdcFSMhFKx9XkxzvrHxo3jYKeVdvr2ezFfOduIflLSNjUcp6LYXudpPbPdOKXpjI6Uh3B6YwhfD9i5RJF1JCjP++qRV63edASCrUeQHXnke3G69dQ/Nn7MI9bQ5xiLjlNT8f127nXrjBGi3wl0jxgqCZHAKWqtFCsx5w72dHlUibOhHo6LrDX593vrdegq4RtInFb2/pzKWv64lkF6UxStf9f43rxQIThNW8VQHDPdKNwLqyJOO6+75Yxuqlax6FXBoZFd+mnitSRiI0YOZOwdeGiQouXdhVNyqvkx3j5n0/fiNuckho+Nbq5BFIlz+950RjVp6cdGEdHVPLs7JpF36gvKAKWVES61MuTIX8qwQwZB6xBJZdr/vWhmUehIV3BTUPdhT8G1HfwXpZ9HRRwnDviYedM92pTxVkF3LnjMExGqszpQwb2+ignWNm0DTnX1amaU5kKeiFEK437Hsw8+4PPPP+NYjWqCVGd/tT8Vpbb1Sk/3pTCtZVW6j8QWeootwoydPq/YJtB6/97FkBwLvQ9C6mnxWysmNJUgZMkMVx+ciLHb7fnud7/LNE24F4YxtQJYY5yGM8dq+5IubF+WMPhVI2JfZpy7+T4rmaR7tpnnL779q5zeN7P9H5gAHixGkncOAAAAAElFTkSuQmCC"},{"id":"03caf9cc-4a3c-48a9-be0b-339734382b01","height":19.73,"width":18.4,"perimeter":100.54,"area":151.11,"image":"data:image/png;base64,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05:10:25"} 
[2026-04-07 05:10:26] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1396,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.73,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":54.74,"nested_area":15.82,"occupied_area":7.28,"avg_char_height":"Less than 24 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\"},{\"id\":\"53865b67-3295-4e9f-9719-cca612857333\",\"height\":8.27,\"width\":8,\"perimeter\":51.64,\"area\":36.98,\"image\":\"data:image\\/png;base64,iVBORw0KGgoAAAANSUhEUgAAACIAAAAjCAYAAADxG9hnAAAABmJLR0QA\\/wD\\/AP+gvaeTAAAGeUlEQVRYhc2XzY4kVxGFv4h7b2ZW9c+MZzzjsReAEMJCbLFGaMQCCb8LGxY8AAh2fjwWsAEJoQEDwmPG3V1dnXl\\/IlhkVlVXe+xh4UbcUilUlcobRxEnTkTA\\/8kRgFd\\/\\/6N\\/\\/uqfnJyssNpIqSdPFZHIOI6szzrAjl50d0DnS0SWP\\/XWs8WBQxkLwzAAQugSY6lMtdD1Pd\\/+7g8FIAKoFF7+9U+UPNLyxGq1wgxUOtwyN9tXIG3vZOfITe6Auw1ysR6JYcVmWxmnDCFiLnzv+x\\/y\\/MWL\\/bsRYH3Sc3X5OZurV+RxpB8S0gTVQFAnaQGfAMXM9mAOXzly7iY4bbGB6h1XmwwaiGnFVB23zPr09BhIioa1LUMP6z4RFErJTDfjHE4xcMMNzOxLYFo7RGl+Jrg33AVzoWlHzoVhtQaEcXvD9eaC8fLfx0CsFq43F6RQcRsRHHUQK8SQEA+oK26GIKgHmhuYYzjihuFgAmbgTjMQdwzo+kCqhVYL01QoU6XrlOH8\\/BhI7HvcHauNnEekNVarnihKkEiZHLeAmNJwaEZ1EBPaArrhiAnVDMxo7mBGlcb28poqjiC0NpO7tUbbbu9EJFcsG3HoQAecSqTn+mbDtlZgWNIA7oaZ79Mzkz0y+21L6sCs4j4DdREIgVIaUzY8JEQSqnoMROOKPDleC+JCCiumES5eZ4bVCWHdU92WqLfFkVFKobVGyflOtcwcAQVzzk8fUKvRdQGjoGkAiWyupzsRmQy3iASopZJvMlEifTrn8ZP3efGzj6kBxBVnFh9f6tVcSCHiMmvGjisugC1cq1BzRWOiuVARHr\\/7hLNHT+4AccVMqaWRJ7AKJo5Ih4Qz3vvWD5DuybFofMNnJmtK5FoplmmlkkLAJDDdZL642IB394nhAKR5pbSMtQm3CgpBHJMyhziu\\/jdAxjySLaNSaZ5peSJqQGPk5LSDNr3tnm8GCGKYFcxHnAICbjPBNtvP8OkV4+s\\/u5mhqsQYUVVac2qt9H1\\/uNH1yIGL8sVmy6OnHyDSfSXPIkC\\/CFrJmRjm3y0XLi8vefnyL3zyya\\/JtVCroQpdNyAi5JyZpokUu7lkfPaz78YoRiStHvGTn3789oiMNxl3xS3gCHnb8AYnwzuEENlcvyYNSm2FqMr1dkPOmb7vMa+UNjGPCXrnesG8Q+OKdf\\/1hI8AtTZKbtTc0C4SNUAICEKKgckmDBCdVVKDQ2BWxqCogImiS7tR18XOqZqmiZLHtwMJIQDQWqNWUJ0lvFVw6XCLmAfMBSHibiAKukKsYsyziC2CZ84tm5ZI3Y3WG4CklAghICL7\\/M5yLYgozSNYwkwQi\\/NYRwKGWTad2dGOGkc28PD88deC2APZzRUiQgiBqIEQAiqJkwcP+eXPf0HoV7RcCF1CzJlqY90PFGuIOYaiHJiyZ4wLl5cbnj774O1Adp10F41aK2ZGlyIhJE7WDwknz+5f4oF9WtxnbSiloJIQAtoP94nhAKS1hrvvxcp9BrZarTg7O5unrns+CnMZjuNI3\\/eUUgCWWbRxtbkAvdesALeqRnWe0FtrCHOKzIxaK3W8Im\\/+5j4PGXxpn7lVmu6OoCCzFYWAQoxMm2uQQHO4vpl4\\/O4TtOsRCRJvX7DbS0IIs+SXwvbqkt\\/+5le4cLQmHAO5XfIgEgBDJCButFzouoGpNPrVGkfQ1PGjj57z0fMfHyJSa6W1BszNLKU0k7ZU6vaKblhj7jjLCsGC2N4QCQDqQv55KQvq4Bm8Yi2QS4NaGPrEe8+eHoDsKmaXml2XFTHcHKUhd5aq+bQlArqAawsqRZYPgCffA3QytRVqK4zjlt0qe6Ss7o1SCkXDvoJEoORxHoZvzaK7GdUFoqb9DLufaUVRBBcnTwWCUlsjSiQmIWmg77tjIHtFDXIk9fP64EQVEEVMZqqGA2VdBHVZmpzsm52JEhBcBZOCRsXFgDnqGEz5hlzGA5BcGk4kdInenBgTZpDrhJXKaki4N4SlqTG3FxcBEWqzZeNjHynUcRR3Y8xGp0JzRV1wlBATqevoUn8A0jzy9P3v8Ps\\/\\/I53HpxxnRvDMHDy6CFXFxdkZ64C16OUiM226xJ6+\\/\\/djLTkqU8n5FogCZoGughBEzdTZSr1UHfuo\\/\\/rH59y\\/uCUYb0Ga4zjlr7vmaaJIXXsCuVNx1v76mcC2nf4sryHkGg4m6trJETOTx8iMty\\/Yv635z+MH0LBVkHCOgAAAABJRU5ErkJggg==\"},{\"id\":\"88943d06-9c01-4579-8a6d-515a6e762897\",\"height\":8.27,\"width\":8,\"perimeter\":44.4,\"area\":31.72,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"a37e6c1e-2b58-4c8c-9a66-81e2c924d2a7\",\"height\":8.27,\"width\":8.53,\"perimeter\":32.06,\"area\":21.8,\"image\":\"data:image\\/png;base64,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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.73,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":54.74,"nested_area":15.82,"occupied_area":7.28,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":31.73,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1396}},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"3.66184"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"45.7647288"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"1.72431"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"12.1407846"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":6.37},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":61.5632136},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"1.2656"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"60.44822"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"1.118"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"1.08"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"5.572"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.003923974978000001},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":3.9239749780000004},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0003116549041666667},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.3116549041666667},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.0029727083166666674},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":2.972708316666667},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0061096368666667"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"6.1096368666667"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.0029652007"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"2.9652007"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.003970274"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"3.970274"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00031678826666667"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.31678826666667"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":4.114047606433341},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":11.865},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"12.0232"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"3.9774363602703"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":263.64753263859996,"totalDenseWeight_before_formula":31.240956598302464},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":290.01228590245995},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":8,"totalDenseWeight":34.365052258132714},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":8,"sign_depth":"1"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":23.2,"height":19.47,"depth":"1"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":35.2,"height":18.67,"depth":"1"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":15.73,"height":18.67,"depth":"1"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":16.8,"height":18.4,"depth":"1"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":18.4,"height":19.73,"depth":"1"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":8,"height":8.27,"depth":"1"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":8,"height":8.27,"depth":"1"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":8.53,"height":8.27,"depth":"1"},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775538627_ad0cdef3ac2bd94fdfd9ff396c61c945","bins_packed":[{"bin_data":{"w":35.5,"h":20.03,"d":6.5,"id":"unique","used_space":66.2214,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":20.03,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b1cc3a52a66a81c40dcb559a8c389c86/1775538627-1887-2587597.svg","items":[{"id":"item-2","w":35.5,"h":18.97,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b1cc3a52a66a81c40dcb559a8c389c86/1775538627-1881-6074416.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":16.03,"h":18.97,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b1cc3a52a66a81c40dcb559a8c389c86/1775538627-1882-5930905.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":8.83,"h":8.57,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b1cc3a52a66a81c40dcb559a8c389c86/1775538627-1883-1683572.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":17.1,"h":18.7,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b1cc3a52a66a81c40dcb559a8c389c86/1775538627-1884-7358331.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":8.3,"h":8.57,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b1cc3a52a66a81c40dcb559a8c389c86/1775538627-1884-6380895.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":8.3,"h":8.57,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b1cc3a52a66a81c40dcb559a8c389c86/1775538627-1885-8652860.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":23.5,"h":19.77,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b1cc3a52a66a81c40dcb559a8c389c86/1775538627-1885-5139337.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":18.7,"h":20.03,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b1cc3a52a66a81c40dcb559a8c389c86/1775538627-1886-3448039.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:26] local.INFO: Box added from packed bin {"data":{"length":6.5,"width":35.5,"height":20.03,"denseWeight":34.365052258132714},"timestamp":"2026-04-07 05:10:26"} 
[2026-04-07 05:10:27] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":8.5,"width":37.5,"height":22.28},"quantity":1,"denseWeight":34.365052258132714}],"cheapestShippingCost":354.36,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":34.365052258132714,"quantity":1}],"totalHigherWeight":34.365052258132714,"DS":0,"rate":439.51503928477047,"tariffAndDS":439.51503928477047,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":748.9840493427639,"totalShipmentCostFormula":"((tariffAndDS (439.51503928477) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 748.98","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":34.365052258132714,"quantity":1}],"totalHigherWeight":34.365052258132714,"DS":0,"rate":251.66218252953146,"tariffAndDS":251.66218252953146,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":446.0901031106166,"totalShipmentCostFormula":"((tariffAndDS (251.66218252953) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 446.09","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":34.365052258132714,"quantity":1}],"totalHigherWeight":34.365052258132714,"DS":0,"rate":"324.36","tariffAndDS":324.36,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":354.36,"totalShipmentCostFormula":"(((tariffAndDS (324.36) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (30)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 354.36","careerDDPValue":0,"nonConveyableSurcharge":30,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":34.365052258132714,"quantity":1}],"totalHigherWeight":34.365052258132714,"DS":0,"rate":224.25,"tariffAndDS":224.25,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":401.89070000000004,"totalShipmentCostFormula":"((tariffAndDS (224.25) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 401.89","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":34.365052258132714,"quantity":1}],"totalHigherWeight":34.365052258132714,"DS":0,"rate":372.51716647815863,"tariffAndDS":372.51716647815863,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":635.2162722785561,"totalShipmentCostFormula":"(( tariffAndDS (372.51716647816) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 635.21627227856","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":40,"quantity":1}],"totalHigherWeight":40,"DS":40,"rate":340.25,"tariffAndDS":380.25,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":649.4854999999999,"totalShipmentCostFormula":"(((tariffAndDS (380.25) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 649.4855","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":34.365052258132714,"quantity":1}],"totalHigherWeight":34.365052258132714,"DS":0,"rate":793.6505225813271,"tariffAndDS":793.6505225813271,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":793.6505225813271,"totalShipmentCostFormula":"((tariffAndDS (793.65052258133) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 793.65052258133","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":40,"quantity":1}],"totalHigherWeight":40,"DS":40,"rate":340.25,"tariffAndDS":380.25,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":649.4854999999999,"totalShipmentCostFormula":"(((tariffAndDS (380.25) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 649.4855","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_heavy_saver_k0f572","overBreachSurcharge":85,"career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":40,"quantity":1}],"totalHigherWeight":40,"DS":40,"rate":364.38,"tariffAndDS":404.38,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":690.5547599999999,"totalShipmentCostFormula":"(((tariffAndDS (404.38) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 690.55476","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"10":{"career":"ups_pakistan_small","overBreachSurcharge":85,"career_name":"UPS Pakistan Small 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[2026-04-07 05:10:27] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 05:10:27"} 
[2026-04-07 05:10:27] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 05:10:27"} 
[2026-04-07 05:10:27] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":31.73,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":11.865,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":12.0232,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":3.9774363602703,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":34.365052258132714,"result":290.01228590245995,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.73,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":54.74,"nested_area":15.82,"occupied_area":7.28,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":31.73,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1396},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1396},"timestamp":"2026-04-07 05:10:27"} 
[2026-04-07 05:10:27] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 05:10:27"} 
[2026-04-07 05:10:28] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.73,"sign_width":"120","dimensions":[{"id":"614e2960-eae2-4a39-ad3e-898a2cd1f09f","height":19.47,"width":23.2},{"id":"f35697f9-6326-438e-b180-f1b82c0cd472","height":18.67,"width":35.2},{"id":"e2d72ef1-52a0-43df-8a4a-b635f4708e06","height":18.67,"width":15.73},{"id":"afee00be-660e-40d9-b062-734c08ba463c","height":18.4,"width":16.8},{"id":"03caf9cc-4a3c-48a9-be0b-339734382b01","height":19.73,"width":18.4},{"id":"53865b67-3295-4e9f-9719-cca612857333","height":8.27,"width":8},{"id":"88943d06-9c01-4579-8a6d-515a6e762897","height":8.27,"width":8},{"id":"a37e6c1e-2b58-4c8c-9a66-81e2c924d2a7","height":8.27,"width":8.53}]},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.73,"sign_width":"120","dimensions":[{"id":"614e2960-eae2-4a39-ad3e-898a2cd1f09f","height":19.47,"width":23.2},{"id":"f35697f9-6326-438e-b180-f1b82c0cd472","height":18.67,"width":35.2},{"id":"e2d72ef1-52a0-43df-8a4a-b635f4708e06","height":18.67,"width":15.73},{"id":"afee00be-660e-40d9-b062-734c08ba463c","height":18.4,"width":16.8},{"id":"03caf9cc-4a3c-48a9-be0b-339734382b01","height":19.73,"width":18.4},{"id":"53865b67-3295-4e9f-9719-cca612857333","height":8.27,"width":8},{"id":"88943d06-9c01-4579-8a6d-515a6e762897","height":8.27,"width":8},{"id":"a37e6c1e-2b58-4c8c-9a66-81e2c924d2a7","height":8.27,"width":8.53}]}},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"614e2960-eae2-4a39-ad3e-898a2cd1f09f","height":19.47,"width":23.2},{"id":"f35697f9-6326-438e-b180-f1b82c0cd472","height":18.67,"width":35.2},{"id":"e2d72ef1-52a0-43df-8a4a-b635f4708e06","height":18.67,"width":15.73},{"id":"afee00be-660e-40d9-b062-734c08ba463c","height":18.4,"width":16.8},{"id":"03caf9cc-4a3c-48a9-be0b-339734382b01","height":19.73,"width":18.4},{"id":"53865b67-3295-4e9f-9719-cca612857333","height":8.27,"width":8},{"id":"88943d06-9c01-4579-8a6d-515a6e762897","height":8.27,"width":8},{"id":"a37e6c1e-2b58-4c8c-9a66-81e2c924d2a7","height":8.27,"width":8.53}],"sign_height_raw":31.73,"sign_width_raw":"120"},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":32.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Dimension Calculation {"data":{"dim_id":"614e2960-eae2-4a39-ad3e-898a2cd1f09f","height":19.47,"width":23.2,"ceilHeight":20.0,"ceilWidth":24.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Dimension Calculation {"data":{"dim_id":"f35697f9-6326-438e-b180-f1b82c0cd472","height":18.67,"width":35.2,"ceilHeight":19.0,"ceilWidth":36.0,"biggerDimension":36.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":65,"sign_type_id":1,"heightOrWidth":"36.00","return":2,"price":492,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Dimension Calculation {"data":{"dim_id":"e2d72ef1-52a0-43df-8a4a-b635f4708e06","height":18.67,"width":15.73,"ceilHeight":19.0,"ceilWidth":16.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":31,"sign_type_id":1,"heightOrWidth":"19.00","return":2,"price":187,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Dimension Calculation {"data":{"dim_id":"afee00be-660e-40d9-b062-734c08ba463c","height":18.4,"width":16.8,"ceilHeight":19.0,"ceilWidth":17.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":31,"sign_type_id":1,"heightOrWidth":"19.00","return":2,"price":187,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Dimension Calculation {"data":{"dim_id":"03caf9cc-4a3c-48a9-be0b-339734382b01","height":19.73,"width":18.4,"ceilHeight":20.0,"ceilWidth":19.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":33,"sign_type_id":1,"heightOrWidth":"20.00","return":2,"price":199,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Dimension Calculation {"data":{"dim_id":"53865b67-3295-4e9f-9719-cca612857333","height":8.27,"width":8,"ceilHeight":9.0,"ceilWidth":8.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Dimension Calculation {"data":{"dim_id":"88943d06-9c01-4579-8a6d-515a6e762897","height":8.27,"width":8,"ceilHeight":9.0,"ceilWidth":8.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Dimension Calculation {"data":{"dim_id":"a37e6c1e-2b58-4c8c-9a66-81e2c924d2a7","height":8.27,"width":8.53,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":8,"baseProductionCost":1545,"result":[{"id":"614e2960-eae2-4a39-ad3e-898a2cd1f09f","height":19.47,"width":23.2,"depth":2,"price":264},{"id":"f35697f9-6326-438e-b180-f1b82c0cd472","height":18.67,"width":35.2,"depth":2,"price":492},{"id":"e2d72ef1-52a0-43df-8a4a-b635f4708e06","height":18.67,"width":15.73,"depth":2,"price":187},{"id":"afee00be-660e-40d9-b062-734c08ba463c","height":18.4,"width":16.8,"depth":2,"price":187},{"id":"03caf9cc-4a3c-48a9-be0b-339734382b01","height":19.73,"width":18.4,"depth":2,"price":199},{"id":"53865b67-3295-4e9f-9719-cca612857333","height":8.27,"width":8,"depth":2,"price":72},{"id":"88943d06-9c01-4579-8a6d-515a6e762897","height":8.27,"width":8,"depth":2,"price":72},{"id":"a37e6c1e-2b58-4c8c-9a66-81e2c924d2a7","height":8.27,"width":8.53,"depth":2,"price":72}]},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1693.47,"taxFactor":0.0887,"tax":150.210789},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":53.0},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":288.69064748201436,"shippingWeightInKG":130.9254637106641},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":130.9254637106641,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":6,"min":"111","max":"135","rate":"130","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1545,"PSUCost":148.47,"tax":150.210789,"shippingRate":130,"miscellaenous":0,"signPrice":1973.680789},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":31.73,"sign_depth":2,"totalCost":1973.680789,"TATDays":7,"baseProductionCost":1545,"productionCost":1693.47,"PSUCost":148.47,"tax":150.210789,"shippingCost":130,"uniqueReturns_count":2,"objects_count":8},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"614e2960-eae2-4a39-ad3e-898a2cd1f09f","height":19.47,"width":23.2},{"id":"f35697f9-6326-438e-b180-f1b82c0cd472","height":18.67,"width":35.2},{"id":"e2d72ef1-52a0-43df-8a4a-b635f4708e06","height":18.67,"width":15.73},{"id":"afee00be-660e-40d9-b062-734c08ba463c","height":18.4,"width":16.8},{"id":"03caf9cc-4a3c-48a9-be0b-339734382b01","height":19.73,"width":18.4},{"id":"53865b67-3295-4e9f-9719-cca612857333","height":8.27,"width":8},{"id":"88943d06-9c01-4579-8a6d-515a6e762897","height":8.27,"width":8},{"id":"a37e6c1e-2b58-4c8c-9a66-81e2c924d2a7","height":8.27,"width":8.53}],"sign_height_raw":31.73,"sign_width_raw":"120"},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":32.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Dimension Calculation {"data":{"dim_id":"614e2960-eae2-4a39-ad3e-898a2cd1f09f","height":19.47,"width":23.2,"ceilHeight":20.0,"ceilWidth":24.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Dimension Calculation {"data":{"dim_id":"f35697f9-6326-438e-b180-f1b82c0cd472","height":18.67,"width":35.2,"ceilHeight":19.0,"ceilWidth":36.0,"biggerDimension":36.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":66,"sign_type_id":1,"heightOrWidth":"36.00","return":3,"price":516,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Dimension Calculation {"data":{"dim_id":"e2d72ef1-52a0-43df-8a4a-b635f4708e06","height":18.67,"width":15.73,"ceilHeight":19.0,"ceilWidth":16.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":32,"sign_type_id":1,"heightOrWidth":"19.00","return":3,"price":196,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Dimension Calculation {"data":{"dim_id":"afee00be-660e-40d9-b062-734c08ba463c","height":18.4,"width":16.8,"ceilHeight":19.0,"ceilWidth":17.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":32,"sign_type_id":1,"heightOrWidth":"19.00","return":3,"price":196,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Dimension Calculation {"data":{"dim_id":"03caf9cc-4a3c-48a9-be0b-339734382b01","height":19.73,"width":18.4,"ceilHeight":20.0,"ceilWidth":19.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":34,"sign_type_id":1,"heightOrWidth":"20.00","return":3,"price":209,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Dimension Calculation {"data":{"dim_id":"53865b67-3295-4e9f-9719-cca612857333","height":8.27,"width":8,"ceilHeight":9.0,"ceilWidth":8.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Dimension Calculation {"data":{"dim_id":"88943d06-9c01-4579-8a6d-515a6e762897","height":8.27,"width":8,"ceilHeight":9.0,"ceilWidth":8.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Dimension Calculation {"data":{"dim_id":"a37e6c1e-2b58-4c8c-9a66-81e2c924d2a7","height":8.27,"width":8.53,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":8,"baseProductionCost":1622,"result":[{"id":"614e2960-eae2-4a39-ad3e-898a2cd1f09f","height":19.47,"width":23.2,"depth":3,"price":277},{"id":"f35697f9-6326-438e-b180-f1b82c0cd472","height":18.67,"width":35.2,"depth":3,"price":516},{"id":"e2d72ef1-52a0-43df-8a4a-b635f4708e06","height":18.67,"width":15.73,"depth":3,"price":196},{"id":"afee00be-660e-40d9-b062-734c08ba463c","height":18.4,"width":16.8,"depth":3,"price":196},{"id":"03caf9cc-4a3c-48a9-be0b-339734382b01","height":19.73,"width":18.4,"depth":3,"price":209},{"id":"53865b67-3295-4e9f-9719-cca612857333","height":8.27,"width":8,"depth":3,"price":76},{"id":"88943d06-9c01-4579-8a6d-515a6e762897","height":8.27,"width":8,"depth":3,"price":76},{"id":"a37e6c1e-2b58-4c8c-9a66-81e2c924d2a7","height":8.27,"width":8.53,"depth":3,"price":76}]},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1770.47,"taxFactor":0.0887,"tax":157.04068900000001},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":53.0},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":288.69064748201436,"shippingWeightInKG":130.9254637106641},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":130.9254637106641,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":6,"min":"111","max":"135","rate":"130","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1622,"PSUCost":148.47,"tax":157.04068900000001,"shippingRate":130,"miscellaenous":0,"signPrice":2057.5106889999997},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":31.73,"sign_depth":3,"totalCost":2057.5106889999997,"TATDays":7,"baseProductionCost":1622,"productionCost":1770.47,"PSUCost":148.47,"tax":157.04068900000001,"shippingCost":130,"uniqueReturns_count":2,"objects_count":8},"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:28] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 05:10:28"} 
[2026-04-07 05:10:29] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.73,"sign_width":"120","shipping_weight":34.365052258132714,"shape":"rectangular","dimensions":[{"id":"614e2960-eae2-4a39-ad3e-898a2cd1f09f","height":19.47,"width":23.2},{"id":"f35697f9-6326-438e-b180-f1b82c0cd472","height":18.67,"width":35.2},{"id":"e2d72ef1-52a0-43df-8a4a-b635f4708e06","height":18.67,"width":15.73},{"id":"afee00be-660e-40d9-b062-734c08ba463c","height":18.4,"width":16.8},{"id":"03caf9cc-4a3c-48a9-be0b-339734382b01","height":19.73,"width":18.4},{"id":"53865b67-3295-4e9f-9719-cca612857333","height":8.27,"width":8},{"id":"88943d06-9c01-4579-8a6d-515a6e762897","height":8.27,"width":8},{"id":"a37e6c1e-2b58-4c8c-9a66-81e2c924d2a7","height":8.27,"width":8.53}]}},"timestamp":"2026-04-07 05:10:29"} 
[2026-04-07 05:10:29] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 05:10:29"} 
[2026-04-07 05:10:29] local.INFO: Input Parameters {"data":{"dimensions_count":8,"shape":"rectangular"},"timestamp":"2026-04-07 05:10:29"} 
[2026-04-07 05:10:29] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 05:10:29"} 
[2026-04-07 05:10:29] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 05:10:29"} 
[2026-04-07 05:10:29] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 05:10:29"} 
[2026-04-07 05:10:29] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 05:10:29"} 
[2026-04-07 05:10:29] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 05:10:29"} 
[2026-04-07 05:10:29] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 05:10:29"} 
[2026-04-07 05:10:29] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":838.25,"dimensions_count":8},"timestamp":"2026-04-07 05:10:29"} 
[2026-04-07 05:10:54] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php5174.tmp"}},"file_present":true},"timestamp":"2026-04-07 05:10:54"} 
[2026-04-07 05:10:54] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-07 05:10:54"} 
[2026-04-07 05:10:55] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":8},"timestamp":"2026-04-07 05:10:55"} 
[2026-04-07 05:10:55] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":8},"timestamp":"2026-04-07 05:10:55"} 
[2026-04-07 05:10:55] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":8},"timestamp":"2026-04-07 05:10:55"} 
[2026-04-07 05:10:55] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":8},"timestamp":"2026-04-07 05:10:55"} 
[2026-04-07 05:10:55] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-07 05:10:55"} 
[2026-04-07 05:10:55] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2025-10-28 100019.png","query_param":"width","query_value":"120","file_size":37443},"timestamp":"2026-04-07 05:10:55"} 
[2026-04-07 05:10:55] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":222,"y":44,"width":132,"height":70},"scaled_width":35.2,"scaled_height":18.67,"actual_filled_area":264.21,"bounding_box_area":657,"exact_perimeter":133.79,"approximate_perimeter":128.1,"convex_hull_perimeter":99.54,"perimeter_pixels":501.72287142747535,"original_contour_points":156,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.89,"compactness":0.1855,"perimeter_to_area_ratio":0.5064},"image_base64":"data:image/png;base64,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GZEoEwSvZUMMPXHEeaIm0G7DMNG2l+0Ahnr8owDXtSQBTiUR276XJdAO5bifPF6V2KXc3t97aTipeLD8Q+P23sTR9XvtiLG087ECLRkZfWMxdccVkjT9xL1c6+k409Y1Nwt5BXDp6HaXijUR8mi7jHW2118FIHooRDhrF1GBSEv5r0c9W673gVd1fQQbDLSj47p5cS9oS0mp0s1Tz9b3o5WnZJF6HM57rE8ukR1x1vvdcFSMhFKx9XkxzvrHxo3jYKeVdvr2ezFfOduIflLSNjUcp6LYXudpPbPdOKXpjI6Uh3B6YwhfD9i5RJF1JCjP++qRV63edASCrUeQHXnke3G69dQ/Nn7MI9bQ5xiLjlNT8f127nXrjBGi3wl0jxgqCZHAKWqtFCsx5w72dHlUibOhHo6LrDX593vrdegq4RtInFb2/pzKWv64lkF6UxStf9f43rxQIThNW8VQHDPdKNwLqyJOO6+75Yxuqlax6FXBoZFd+mnitSRiI0YOZOwdeGiQouXdhVNyqvkx3j5n0/fiNuckho+Nbq5BFIlz+950RjVp6cdGEdHVPLs7JpF36gvKAKWVES61MuTIX8qwQwZB6xBJZdr/vWhmUehIV3BTUPdhT8G1HfwXpZ9HRRwnDviYedM92pTxVkF3LnjMExGqszpQwb2+ignWNm0DTnX1amaU5kKeiFEK437Hsw8+4PPPP+NYjWqCVGd/tT8Vpbb1Sk/3pTCtZVW6j8QWeootwoydPq/YJtB6/97FkBwLvQ9C6mnxWysmNJUgZMkMVx+ciLHb7fnud7/LNE24F4YxtQJYY5yGM8dq+5IubF+WMPhVI2JfZpy7+T4rmaR7tpnnL779q5zeN7P9H5gAHixGkncOAAAAAElFTkSuQmCC","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":2,"y":42,"width":69,"height":74},"scaled_width":18.4,"scaled_height":19.73,"actual_filled_area":151.11,"bounding_box_area":363,"exact_perimeter":100.54,"approximate_perimeter":90.5,"convex_hull_perimeter":61.58,"perimeter_pixels":377.0193359837567,"original_contour_points":176,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.1879,"perimeter_to_area_ratio":0.6653},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEkAAABOCAYAAABsdjtkAAAABmJLR0QA/wD/AP+gvaeTAAAb70lEQVR4nO2c2bNc13Xef3s45/R8RwwECBAiAJIgARIEB1HiIJm25cSOU3l0kkql8hJXnvMPpSpVrlT8YNlSZFm0JFIixXkESZCYAQIXd759b8/n7L1XHvbpBiCAFEkRBK3yqupq4Fb3OWd/vfZa314T/Kv8TlG38+YhXxeVJBA8RVEQQkAphbUWbQwo/Vtf8HjvERGSbP5re/av7UbFYEWs1aAUw16HpaUl1tZX6GxuMRgM2NzcZHNzk16vx2g0wjlHCIEsy0jTlHq9ztTUFLOzs8zNzTE7O0u93qRaa5EmGWmWobKZW7KeWwqSSEfwBVKMWF1d5sSJDzn+3ntcvvwJIkKtVmHUHyHiEVEoJWht0RpAA4Gi8Ih4QgARD2iMUVibYoyh3pzmjt27OHjwXvbddTfz8/OYag2UQenGV7K+WwKS5Kuysb5Oe2ON48ff5dInFzl//iz9fpdGrUK9XsV7z3DQp1lrIBIIQRAJiID3Duc83jtqtToghCCAAAqRACgCoG2CF4WIIk1T5ua2ceDgPRw+/CB79u5DpbXfG6yvDCSRroR8xPrqMufOneHDD45z9sxp2u11allKVknQCIXLCcGRGkuaWUaDIeIDIYT4QEphjEFHdUJEJvfQWqOUQkQIIeAFvNKIAgngvYBo0mqNVnOGerPFU08+w76799Oa24HStS+13q8EJAlbsrW2xttvv8lbb74et1PwWKupVSzBFRQuR1yB4NEarDYYY8iMxfvrDfcYpDEg49fkfiLxO8GTVKrE/akJAbwLiNIok2Fsiojm/geO8O3Hv8u+/QewWQOl0y+07t8LpFBsiRLHqY8/4OWXX+ajjz7Eu4JWvQYEet0trBZCcCBS2pKoId57nC+oJRkhBCQEBNBKgVIoIIigAB8NEiiF0dH4Swj4EPBKoYwuNU8jQQEadILSFqUS2lsdavUpHnvs2zz19PeZ33UnSlc+99q/NEji12Sw1eZv//b/8snF86wuLWOtppIZCB6thEqa4Hx+nSaEsUZohRIwWkWDHAIuBJQIohRGKUQpKmlK4T3iPV5k8vfx50WbSBm0RnwEVWEIAYrCk6U1lE3Y6g7p5zkHDh7i2R/8Gw4feQiTTn2u9dsvBZCsygdvvsbPf/FP+JGnGPXIUk2WGKwB5x0qeHzhAQ8iKNEEBVppBErvIwQJaKXQSYItt5f3kQ955+iVvAiiTcIYrDHx/wiFC4hWIEIQjwmgtGBRKC30Om0qtTozU03qocbi0iV++pMf0d5qMxqsSFqpotRnG/YvDJIMF+WNF3/Fiy88z9lzJ5lqThOCw1qNUkzInqI0uorStowBjtsmLlwo8hwIk+trHbeOtgaTXH08EUEphVKKQDTcIoI2ClEBCVJShfgZRXxPU0tejNB5gkkzinzE+XOnEC0MBz2OPfwoIl35LKC+0HbzgxV59Tcv8NOf/D0b68vsvXM36+vrWGuBgHcOgsdYRWoMSilQcTESFB4hjMFSkQfVqhVCcHgveF8QnVwANEoJzgUgoJRBa9DaopQgUoKjIxjaxy2t/RgkQBQ2zRgNC0ZeMDZFpxmiDUWItOK7T32fP372T2nOzKPUzb3f59YkKdry0q9+zovP/5xed4vpRoN8NMAawehACA6RAqXGC1EIHilR8YzduSrBU4Ch0+2htcIYi7EppuRB3gdEAlkl41p+JAKhfEcUISomGh2voyKdCD4CXYyGJGmKVQbnBcFhjcZ7R38w4N23X6dazXjm6WcR6cvNgPpcmlQMVuXt11/lZz/7MStXLrFtrkWiheWVRRqNRiTHJQh6DEJweO/L7VF+QEW3jjblr20I6qpLv9b2jF95nsfvlNcfb7tIEYQgDhHBKk1iDQRBfEFwHgBjErQyKGMJaHIfcBKwSUpSqdLtjag3pnjm6e/z/T/+M5SdvgGT36lJ4jbl5Rdf4IVfPMfq0gLVzBCKnFwKmrUaqAAS7Y42GhHBubhtlDIorVGUfEdpRDT4+OsHJRgbNUXpkgaI4LxE1SNQrTYnAI0NesTbYIxC/KjkX4rgBYXgQqldWmOtpigc3uUoazGYePwRDy6nYhWb66u88/Yb7Ny586b26TNBCq4tx995k3ffeYPlxU9oVBOqqaXX2USrwNzcDL1BFyeR4wjRhhSFxxhDmlVQykRD65nYgWh0AwFhzx27mZ6Z5c5du9m56w5mpqYxicUXjtwV5MMR/eGA9voGi8tLLC5cYWVtlV63R+GGTE3XQYMPHiVECiECyqC1YjgckqYpJrEUuQcVSNKEEAr6Wz2qzWma9YyN9WVOfHicu+8+cAMOnwqSSEdG/Q7P//I5Ln1ynnqtgvIF+bBPs1Fl2OvS62yy1e/gvWfPnj2sbrTxTqjWG2RphaWVVYKHaqOJVgYvikqlzq5duzh27FGOPvIoptICTDQ7CCq5kbuI7wg+IN4x7A9YXl3h7OkzfHLpPG++/RuajQqZNfR7XfLBiCy18XlLbWq320y3ppidmWJjY4Nhf0S91oRKii8GZNUm7Y02b7zyEnv27EVkU5S6+hyfoUmBX/78n+h22hSjHjYxGDwQEPHo0h03Gw2E6Pq11pAYur0+W1tD6s0ZBIPCUG00uf/+wzz51FPM774zcif9+WJCyjSv+5yEXO7afz9u2OHp7z3Fz372Y06fPEVmq2RVjdUKm6QEX1Cpx+3qvWd1dRmAmakplDJsLC8xv/MOOt1NWo0qhRdef+1ljh49dt39bwqSGy3LlfOnefnFX0HIkVCgUGgTTVAI4boDaJKmrLU3yUeORnOaSqXFlZU1rChQhoePPsLRhx9l7959VFrTKNX8QtTjBtCuOXuJdOWv7z3Eyfff40f/8EMWr1yiUskYFDn9Tg9rutRrVTJr49lQQnQo4kiMxigo8gEzU9P0+jlnT53kvXffQvJVUWn8EW8KkkkNL/76eYpRj0pmqaYJiYVEG1xweA9GayREA9rrDchzR2tqliAGL5qs2uTOO/fz0NFHuO+Bw8zv2P07me2XAqy8pkhX/ufhB3nn1Zf40T/8Hb1OJ4ZRvMP5yLOq1SoEYTDoo4G5mRny0YAs1Sg8Sgm1asKvf/0Cx7793ck9bgCp6F2WS2dOc+L94zRqVcTn5UXGzDka3jTN8N7TaDToLC3SaEyzY8cdnD7/CT7k3H3wAf7sL/6SAwcPocyNbvVWgbW5dkH+6j+1ePXVX3P61AlqqWXU79HrbZEaQ62akWVVQuHKk0GgklicyzEaqtUma8tLnD99Eik2RCUz6gaQbCXln5/7R4p8iE403o0QAiF3mDQF4hYzxjByBS4INq1gbMLlhUXywnHs0e/y1Pf+iLvvPfx7b60vKlNzdymRTanVK6yvr7O2tIAEwSYZqEgvEmtRSjPs92lO1eiPhmgCxloGgx5T0zO89NKL7Dt4CJjQwCiSL8rqwmXOnj6JMYp+v4tz+YSjoAJKW1AmUvvCMxzkpGmFPHcsr61zz6H7+cGf/dvbAtBYlJpSu/fu56//+/9g2/wOEpuSJBm1Wg2IwTmjE4wxJTkFYxSJ0VAS4k8uXmRjZQX4LZAInhPvv0tiNL7IQTwKMCoyZKMTrLUli/bkbkRSqRBEo03Gnr3f4pmn/4Rt23dzrQu9HaLMjMpqTf78L/8D89t30OsPcV5hbRLXkliqtQa94QhjM5RN0Dah0ZxibW0NaxIuXrwI/DZI4nn1lRfxRU5qNKk2ZDrFiqFWaRBcjEUbq8jzIfVWHSeQB8XIGb775J9y+NhT2NrO2wrQWFSyTe27+17+5Af/jqmZ7TRbMwxGnumpGTY3N/FeaExtJ6nMINTIc02nN2Rmdjv79++fXGdik6S4IhfPniIvRniXo8ton88j/1HWoJRGqYA1FtEelGFjY4N6axsz0zt4+pln6W90bgsgnyamukO53mU5+vBjPPezn7B9toULQmt6hmazyepmn+6wD2jm5rdz6PABvnXgILt276U1NQNc69205sMPP2Q0GuG9xyiwWqNtJI2i4ik8SECCQ7SUYda4FZ9++mlMrUa9cXvs0GeJqdZ58ulnOHfuDP2tDdqdHvloQGeQU23Nsv/OfXzrW/u56+797N51J6bRRKmZmzBuEU6fPl0aMkFpifGbGEaMZzOJkUQnHgkBtFBvNZmf285DDx9D6W8eQABKT6swXJZHH/8O/+dv/jfb5mfZOT/PHbv3cOC+I9yxazezO3aAtteBM5YJSINej7W1tUmauYxOlKduj+gYMlVKYU2KMqC0JXfCsWPHsNXq17PiLym6sl1tLJ2SQ0ce5sjhQ8zMzHDPoUOQ1H6nk5mAtLy4ROFGaPEkVoMEQvDY1KJF41HRi6EIylOeSPHec+De+8Amt3aVX4G0Zuf5q//8X2lMt76Q97UAZ068KpcuXcAqTe4cSRKdXggBm1pEFDpAGAfo8aAhaMeu3fuYmZm7qZp+08QkX+4ZLYAEx9rqKlqDL0ZIkoF4gjiGwyGgEVEEEZwE0BqtweiEu+7eT9JsfaWL+aaJBqjX6ywsLExCpWmaMhgMAHDOldHCGF5N00qkBj6gjOXgPfcx6vRu6yJutViIQAyHQwgSOZEErAZrNQEVtUYpRBmU0SCmDMYrZmbmqLT2fuO32u8jGiDPc/r9/uTgOo4XJcZOcvKT4Dtm8lWtDHPz22/j4389Em2SD4z6gwiS1hOQIjgxcRirPgJKx5yX1pqkUsVW67fz+b8WsUBpY3wJiuCcA66mcELwMQ8WABU1zaQJWZZdm3z9gxUNRPIoAVMyyCAOo8GHIoZJJCb8pMyRhTLAntisTAL+YcsEJGMMSl0tmrLWTv4d4y2xesNai7omeHBt3dAfqsTqRK1BKwKxtkeRoJUFiWDosrAqtQnaGpSGgODFYYz5rOv/QUg8lhjNyAcSncYiA50wGg7JkgxRZeZUxWIsX+b7gwp0Oh0wX6p651+URJ4kgSTLKIZ9UlGIBqWSaH9cGR5BEVRBUBoXPMoD2iFudJuXcOtFQySTjUZjwq7HRQnee0J5kEXF90nFWgj4wkVt+gMXDfEkPzc3N3H9Y540LvRUdlxyN2bfOpbI4Gm312/rAr4O0QAiih3b7wA0ok1M5mkdaxhLpj3O2KqygkSpWPO4srSIuLU/aBc38eW7du2agHFtGntcdudDmJS+KPEoiSnjixfOMer/yznghqIrvc4VyYern/uHtQAH7n1cXTz9hpiy8cVLABOLyL0IRgShtENB0MpMyr/OnvmYbqd9SxZ0K2RjZZF333uLRq1O0b0kAEnjzs8XmWw0GiWhVBPDDVe3loiggkyYlIrMk+UrCwz6XWS0LCrb/o2OBvjBirz3ztucPfURxWjIwidnOXLkCFtXPpDm3Dwq3XHT559st+npWXbs2EmlUgPR0asZTZKlKK3RBtLMkqYJSoN4hxJPvVbln3/2E0j1za7/jRJdsZw5+QHd9jqJCqwvX+blX/+Cf/zRD3ntV8+zeuFtEVkTGa1ctxUnmqSMYc+ePbz2mxepNRv0+/3Jh6I26ZIexEOJqBjlNgiXLl6gu7SIhA1R+psZxhXZkIsnTzDob2GNQ0lOcMLa5jrGWjbbq3zw4XEO3HeIg/ccis7IZCjVuKbrziTcf/9hBvmILMtwzk3Ob9dW9BvGsaXo9Qb9LbJE808//UnsgvnGSsE7b7zMsNsm0QHcACn6ZCbQrKWkGlYXL/Hab17iFz//Z376/37Meln0NQFJ6Zbat28fu3fvptvvUalW0SahCLE5b/wa2yYtMRuXWEOjXuWt11/j0smTiO9+4+iAuEVZvHCaSxfPITJESw4yQkuOCgXFoIfCMTfbwijPuXNneOPN1yiKAvitWoBqs8nRo0dZX1+nUqnhnIvFEeoqXzKa8qWxSrN9fpaV5UWarTovPP9LVi5/goThNwqo7uYab7z2MhJyUhsrdrUUJMpTTaC3tcHK0gL5sE81y0iMQAjUqhnw2wUTWnP//fdTrVZxEii8m4RIjDGT1zhkklhNCI7RaEi9WuXixfO8/vrrhDy/HVjcVHqds3LmzClOffwR1Urs95VQoEMBUoBzTDWrNGtV8tGQfDQguIKp6SbjiOJ1ICk9q3bu3MmRI0cYjUZUKpVrCs8pX3oS2tVa0+l0aLUa5MWQEAJnT5/htVdeQcTLqMhvq0Ztts/Kxx+f4J133yIv+mgTGPa3UASUeFw+ZHVlCSRQzRLwrmx1Fe666y6a0zFVdoPfTrIqhx88SuE8reY0wrhZRl89/AZBhXixcb1StZqRj7ZYX13goxPv8dw//pBUFTh3e2xUr3tRVlcWuXDmJBfOnKJZrSKuYDjoYxV4AkVR0Gg28S6wsdmh0x+gjEUpw1RrBohZ6RtAUtku9dCxx7lz335WNjaxlSr9Qc4wz8mSCkbFOsPUaIyUhtxoXDFkdqaGpseFM29x+cw7/OYXf48pvn42Ptg6JxdPfcTbL7/A6Q/eplmxhHzAsNshTS3DImcwHOGVxluL05rNwYjWzHaUrbLa7nHkwccQF9nMzatvk4xjj3ybhYUF0AnTs3P4fEjuCirWYrXC5UVsJG40KILHuWiH6lWDNpZhZ4UTxzsk2rF6/hWZu+sASt3aXn7xm4J2nHzvbV596VcsXblIvZ6gfB6rYJSgyrbBIIrcFzSqTbqDApRmMMwZdB0PPnSMRmsGnbQ+vUTZZjtVGC7K++8d5/yZEzQbVbROkGJ88BVQHmNjT7Ue10YrRa2ekVXrFMOCjfVlfvyjH3LkwYd55PEe+dY5SSpVVPrVV8KJdGRt4SK//MVzXDj3MUYLNimbdELsLdEIRgFK8Ag+wGCYMyo8JskYFTm9vufYsWOkWXYVj0+7qcrqPPHEk6wsL9PvblBNFc1Wi5D3yfMBRsccnXM52hoqOhZpIh78iCxNmZ2aYm5ujsuXLnDhwgXu2LOXY48+geRXhCRFqbnfGyzXXZKiGPHq88/xzrtvM+huMuz38K7Pju1zdLc2CZJDcCgREmPQCILGGM1mp0e11gJjUaLZs+dO9u7Zh7JXa60+HSTVVDJYl/baJr964Tny0SZZpUYvH5B7R7NSoShGpIklAIk1Zf7OMeiNSGyFrFpna6vNVKOFthnt1UV++uO/4603XuHwg0fpr38saVbDpBWwNy+g+m2R0BFCQPKcohjxwbtv8NKLL9DeXGdmZgqrHNVUQVplefEK2lB2j8fvj4oCUyY2VJIiAzBJha2tHs2peR5/4ju0pmeux+KzH2goRafN3/zN/+L8mQ+ZbmUUoy2MLmg2Mvr9LqZsCjbGkKYpSmLaHMrDMRYXIMSNibEZ2iQEFTsKtu/YzfT0NNu3b2dubo5ms0m93kQ3GuVDCLiAGwzodDqsra2xsLDAlStXaK+v0etskCaGfr+H0nFqRXtjlcGgx46d29jaakdOZ6KXHrfWx0rilNwpIGNts8O99x3mP/6X/0Zz/sDnb+VSuqLE5/LII9+BUHBl4SzihLSe4VDYNMEPHdbEHrK47xVpEreed0NmZ7YzGo0YjnI8CqPKbRkCwQUunf+YRZNyJonuNs4oudr4NwZcaz2ZF+C9ZzQakedDWs0aLu+TWBgM+1xprzDVrDO9Yxtbm21QcXyHCzZ2XaIJQAhCUQS0rrDZ6bN9xx0cfvBhGtOzN+DwO/NByqRKwlCc67O+vsywP8QJFP0h1YolyxIatToiwlanTZ4XVCopSZKAC2y2V4HYy5/YBCFHgsIQc31JovEU+HxEETwqxCLWxBgQTT1LGBY5+aBHP3is0ujEYlGYVNHf2iBI7J6qVTIatWn6/S4bGz2q1SqDfIRzglIFKAPY2OEQ4ryBJNU4r7jn0GEeeexxlJ394p2TY40K/RXpdNu89eavCb5PtZrR7WxSswmFDwz7A4rcMzM9TZZlDLod8CFW6RIjm74IZZMgxDZvQxlXQCRglCCU3ZNFbI3PYwsm1ii0ifMAvBvG2gRCTEyUxLbI+7Fb0ihQmuEw0pZavUkI0OsP0eUcAZTGJCnnPlnkz//i3/P9Z/+UtHbzYrTPnVlUlTpPfOcplPK8/uaLbHTatGotqjZlmA9B6bIsULG2toFzOa1WC61j2NeFcXtoBCGgUcrhRE8yxWPREDMOEkFD4tAFkbJNNZS5QPGxbooQfwghdoSXLfFBxR8idz5qb5piTUogDoCxaYUnnnyau+85RGt6/qb9t18MJF1TIh157IknQQsnPjzO5sYKLh+Rak2aVOmNckb9AUYrKtUmeeHRhutCLUHKTIsWFJpQDlgYh4lhXM1yFZBJTCtcnV1S9m8RlJQZ5XGfboiA6gjQtm3bWLiyRG+QM799B/V6k8XlFUajgm3bpvn+sz9g1+69mOzT6cgX5ikibcENef/4O/zmxefZWLyMwlGtVMB7inxIo1mhkljWN9Yms0kIgpR3C2p8cwPjPv5rhrd4H+cljeNX1z/AVa1TSsVu7vL7viS1HkGbWLew2e6QVupk1RpeNJ1Oj7zwHH7gKM9871nufeAhbHqjHbpWvnAiX6mokqPekigxfPT+O5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05:10:55"} 
[2026-04-07 05:10:55] local.INFO: Nested area calculated {"data":{"nestedArea":2277.5822},"timestamp":"2026-04-07 05:10:55"} 
[2026-04-07 05:10:55] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"54119670-5ec8-4287-bd95-fe7980bec1d2","height":18.67,"width":35.2,"perimeter":133.79,"area":264.21,"image":"data:image/png;base64,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"},{"id":"90e142cf-518d-40fd-8f4e-59867448a7bf","height":18.67,"width":15.73,"perimeter":67.99,"area":96.64,"image":"data:image/png;base64,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"},{"id":"99a1d89a-efb3-4c70-ab59-731bd6adc7cd","height":18.4,"width":16.8,"perimeter":115.99,"area":177.21,"image":"data:image/png;base64,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"},{"id":"813b1e2a-52a9-4bcd-82f3-ac6cffcd1162","height":19.73,"width":18.4,"perimeter":100.54,"area":151.11,"image":"data:image/png;base64,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"},{"id":"371fb8b0-1ae0-446c-bdfb-aa87322932a2","height":8.27,"width":8,"perimeter":51.64,"area":36.98,"image":"data:image/png;base64,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"},{"id":"ca028dbf-3245-4ceb-b12a-d65466b91ea9","height":8.27,"width":8,"perimeter":44.4,"area":31.72,"image":"data:image/png;base64,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"},{"id":"d0f8b260-a6b4-4cbd-830a-4e8c584d6993","height":8.27,"width":8.53,"perimeter":32.06,"area":21.8,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-07 05:10:55"} 
[2026-04-07 05:10:55] local.INFO: Number of letters detected {"data":{"noOfLetters":8},"timestamp":"2026-04-07 05:10:55"} 
[2026-04-07 05:10:55] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":656.9300000000001,"perimeter_in_feet":54.74},"timestamp":"2026-04-07 05:10:55"} 
[2026-04-07 05:10:55] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[268.52,264.21,96.64,177.21,151.11,36.98,31.72,21.8],"actualFilledAreaSum":1048.19},"timestamp":"2026-04-07 05:10:55"} 
[2026-04-07 05:10:55] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":7.28},"timestamp":"2026-04-07 05:10:55"} 
[2026-04-07 05:10:55] local.INFO: Average character height calculated {"data":{"avgCharHeight":14.96875},"timestamp":"2026-04-07 05:10:55"} 
[2026-04-07 05:10:55] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":450.0,"originalHeight":119.0,"ratio":3.7815126050420167},"timestamp":"2026-04-07 05:10:55"} 
[2026-04-07 05:10:55] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":31.73},"timestamp":"2026-04-07 05:10:55"} 
[2026-04-07 05:10:55] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"11520\" height=\"3046.4\" viewBox=\"0 0 450 119\">
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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":222,"y":44,"width":132,"height":70},"scaled_width":35.2,"scaled_height":18.67,"actual_filled_area":264.21,"bounding_box_area":657,"exact_perimeter":133.79,"approximate_perimeter":128.1,"convex_hull_perimeter":99.54,"perimeter_pixels":501.72287142747535,"original_contour_points":156,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.89,"compactness":0.1855,"perimeter_to_area_ratio":0.5064},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":155,"y":44,"width":59,"height":70},"scaled_width":15.73,"scaled_height":18.67,"actual_filled_area":96.64,"bounding_box_area":293,"exact_perimeter":67.99,"approximate_perimeter":66.69,"convex_hull_perimeter":59.28,"perimeter_pixels":254.97056274847725,"original_contour_points":21,"approximation_points":6,"shape_analysis":{"aspect_ratio":1.19,"compactness":0.2627,"perimeter_to_area_ratio":0.7035},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":81,"y":44,"width":63,"height":69},"scaled_width":16.8,"scaled_height":18.4,"actual_filled_area":177.21,"bounding_box_area":309,"exact_perimeter":115.99,"approximate_perimeter":114.72,"convex_hull_perimeter":68.65,"perimeter_pixels":434.9705627484772,"original_contour_points":27,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.1,"compactness":0.1655,"perimeter_to_area_ratio":0.6545},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":2,"y":42,"width":69,"height":74},"scaled_width":18.4,"scaled_height":19.73,"actual_filled_area":151.11,"bounding_box_area":363,"exact_perimeter":100.54,"approximate_perimeter":90.5,"convex_hull_perimeter":61.58,"perimeter_pixels":377.0193359837567,"original_contour_points":176,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.1879,"perimeter_to_area_ratio":0.6653},"image_base64":"data:image/png;base64,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aSBprmnOfcC8AK2qHBwcZEqxL4g5zKINiZ4x3HzLbTz88MMfA6EB1anWkwN+/OO/ZFZNODiARx/9FarK17/xTVT3VWT9AwW+cJDZGQUsShBD27YYddlhSqJua6SrkMxms4VAq9mkq4TnyMSRKzwY6VhLQFEg1uVAMMYcypmcjUqEJrS0MaIxkgDXEYCkW6yV4RrQ0NaRFFrqtiGmFu0oElmzWSCESZcRompOjVJKTCYT1jY3OHFinXPnL7K9fZz/8B//E4OtbT5Om0g9GfHLX/2Cs+fOsLIypFd6JrMpjz/xK7CGP/rOANWxiqxcda7OQWbeXRsDDkNrlTpl0otqpNWWumopS4tYi0ZwrsR7Tzseg5rud2bnmrp6YUoxz5t8LqjGRB3avN1t5gQGTawOhoiNpDaQhI4rqJm1KnMqcszR8ZzgYy1Fv6AsS6pZk5HelLNSEdtRjXKeOq0bjh8/jvUFb51+h5CUH/3Jn/HHf/pn2OEaH4cFpe2unj3zDn/x5/+dzY1V9vd3SUEZDofMZlOeeuxXCIaHv/vIB86RPYIRqiZgTEEdu2ih7FG3bdZio/QHq6gKdQO+HBIijA9qgloKioz1GyWllhByGJbJlg5vekTNqXzpHKRMLUghgkI1rRdJo7EGTUpoAylke11VFd773HcjwurqKnVdczCa4GY1Bwdjjt9wA7PphMFwJbO5xDKezDDGsrp1gkujGWIjX3zoW3z161/nns99ETtYRWT140UTLvLn/+O/EZoRpR1SmkDflzSzCaX1aFvxdz/9G244fhzVkV5t3mxGsjnMiIRCm5TUERQwQtnrZ5PRtDQhMGsVNFMYjBS0yaKaOl6G7UIzcpwbDV5MTgS7jFCMYFRz9tlRzzJVGLRVlISqwTiDMyV1Pa+cGGIMuYjbtYQYY9g6dixrs2asfTKdMZ1WrG9u0RsMOXfhEvd87l6+/gff4vNffIBysMYHbfWrarVe0sd/8RPefP0lbj11I+P9PURbVoZr7O3NEBQxPYaDgp//3d9x4sZTVzUnXZtHDr2MdNFDSjmD7LqyqqrqyDo2t1MYj4jN1F9nGY+m2fGkLm2XDGSrdhxpDYDL9rNDDkE6h7aET+f9NqqHqGoitFGzaRFLExtM1XTwgs+OMEIg49eQHfTW1hbf/f4PKHp9vnj/g/T6K1AO+TAHdnVBj3V06V1+9pOfQlKm0zHrG6u8+fp5bjl1Ezsp4b1dhJ4vv/QCzzz5FCdueD9vcJHUpJRIktAY0RQzqVoyF6RtGxJgrQMxzGY1IUJMUIfIcLBCVCWlTGK3gIhHicSkmOQXCYbIss1DVVAi0tUpk6ZM9rEGFajbSNvWmcwTu24EzfSJzK7Kjm88GrO2tk6/HNB0Za0bbzzJN7/9bTAF0vvkVODY1vzl//oLRqN9trY3Of/eGY5vbuALx97eLs4aCm+pm8CsatnYWOPFF57j8/fdTz27qGX/+OK7F1F8irkvxiikkNCYOqa/ZGugCWMUVXDOc+z4cVY3tokKo8ksU8k6fp+1HS1CIylojmrm+YYsOYDz6ol2OPOSU52joPF4zMH+LilAiKljARRoiGjK+HuMCeeWlZW2bZnNag4ODhjtHbB6/MZPKmfadl/feuMVnnjiCU4e36CtKzY21zh79gw3n7qJ8++dZWtrCw2BtqmwUrK1vcmZs2d49pmnue3WO47MdySpiV26fljTDzd6pgitJlZW17jv/i/zwENfx/dXcuF3jkvOO3OzOMnZnFuEZUdiMp2bHrpKblcy756n2t9nd+ci//W//GdiWyEIzhe02hxaJGXQURcI5AyxFHb2DvjNcy/wre9/chrwe+++zc9+8lMK65jNZqTQMhz0mRzsYxGGK/1M2g+5druyscFsMibUFS++8BseeeQRNOzpPKVfUBkAUsoJh3SV8pywKUVRQoqkaJhOZ6gUiPUUm5+9RsjvcuxffF37qxsc7FxEIvjCEcjkyFwAMDm6SYkYW3quYDAYEBKcPn2ab33cFPyK0Va7+tijv+T5555lY6VHVY3w1lBVFcPhkIODAwa9PlU1zRC1E0iRpmrolZ693cs8+w/PHAkFu4Jv3oaHuwMOv59MJsSgGNc5SLFYd+3QscNjuL5J2VsBYwlJUQwqhtCZJWMMIQR6vR7eCrNqQtM0iAhnz56lnUw/0fdOpiNC0+C9Z39/n+3tbabjSeaTVzW+sBzs7eC6DuXSF8wmIwb9kl6vwBvhySceZ+784VCFdjzOAs0F6oQR11F6wRY+p911yGSdukGvzoT8vQ/r+3zpgYeoWyXGHJpWsyZv3Y59C2ScvdfLLSveMxqNuHz5cmalavVxsvEjY31ziwceeIAf/OAHnSaPWV1dy3z1rl7rvaeuZ0gHQzdNzWwyZtArQSOXL5zn8oXzizkNLEO/Ocx5+DWHWaMeRvIM14rIcuVQDMdvPAliEeMIKYd2g8GAqqmX8LB2VMKudOdLRxUqXnzxRQ5r18cdIiuysbXF1772Ne6//wFSgrZjbrmyYDKZYH0maGbcKFAUOaO1YnAuF1EuXDzP6VefVpizBZSFFqeurKcqaJIji5BSInHU1FzrYaSUm2+5jf5wmBFFFcQaer1e5nmkgDOyYF/NcZ6yLBERXn75JerJ6BN9t/hN2Tp5E3/wzW+xubGdy53i6JUDmjpQFD1c0euq9plv4rwhxGx+RIT33ntv+Vs+6IuWnV0Z5gyatfsw2eV6jdX1DW48dSrj6V3WmEk4FtXcK6MaCaHtrg3G5la90Xif1199GdXxJ3pokXW57c67uPcLX8T4gjbmDol+f0DUtODcqIA4S4iR6WyWn9MJly5dWsy1EPbhykwWqHSvZUFAVXPyckX9/HqMu+++O+PZNhenJ5MJZVkCqWsyjVmjXO6hbJqqK7cFXnj+Hzhalf8dh1i+cN/9OF8ymdVUdcvK2gazaQ3GLtksXVfxvNEVYHdvbzGNAY4IOYZEjHrEXqtm4aaFRncdA9dpJI3cfffd9Ab9RQEhpjazXSXRNFUm32tOnZ0zNE2VAbEUePOt12jHex/+JR8yxG/L9vFjJDE0bcxdGN5Rtc2iAgQsMHRrLdbnUt9stmTEHjEjhxOFBaUXUNP1o5tl9nc9hzUbcvKmU2xvby8KFYPBgKbKLdVN02RMm5xBAouIwXnDxfPnePGl59B08RNvyNmsBpVFt1tVNXhfoGIXoFiMseN95zEvls+HAY4eV2EPgUCLpv75p69oULqOwxc91tfXFwXjleFaV8TIP7bnC1JKVFVFCpHCeYb9kn7ZYzwe89uXX4FPyE7VcFl393dIkh2v7xVMp+NFqOmcwxpPCIHZbEYIaUHpGwwGi3ky/iaZq5yIeO/wPtu9GFvEmo5WkBYtFqra2cvrN1KMPPiVr+KKkpCUaVXjfI9ZHTFSMJ3kToKe7+GsxSqkuoU2YhVefO5Fzr57Fm33fnfttspjj/+c1dU+USsmkxHWZhL/dDSmcOUiker1egyHQ+q6zgSnfn8xTRf6ZSDoaEwdFo4xxriIRKLO+xevn80GsO6E3HvvvfT7fUKAyXiG9SW+KDG+6A6FyXQHYiK2gdC2xLphfWWVFCK/furpBe7ycUdsLupo/yLnzp9hb/cSxsDqsA+iCw7M4lwrbNfg6nK7YYTjx48v5lokNUcEG+Mixr7eQv2wMVjd4LZb76BuAhzy/Nnk2SPmLSc7LSlFjm1vEtuaxx9/lLdfeRltRx9bu401PPPUE+xcutzJIi0QSmNMZwHigtNyOHqr65qTJ08u58qXObfadDcvaQwLRpQ5eqyQ/R015Pcy1PLgg19ldXWd4WAVEUvbRkK8Iv63GRhyLl/39nZyF3Az4+knH6WdjT/e16U9ff7XT/HY3z9KDA2b66toTEzGIzQmhv1yweYSMQuSUex2lveeG264gdvufkhgYbOXjfzzlTl8XNzh//+g4+auxxCzJnfedQ+3f+ZORtMZRdnLhxRoRz9ePGc+JMZYwdrco25sYtj3vPzS8zzz9KNUB+9+oHZre1lVL+vrL/2Gv/nxX3LxwjkkKfmYlTmJKMfSzthFA9jcWc5lc+rUKba3thbzvq8Pck7NPSzQbE50cZ1XvD+NURQ97r33Czz29/+XlVtvwhc9Uqw7Jle+Z857QSFqYHWtD+oIbcVsNOKnf/vXALz926f1lrvvAgzj/R36RYntl1x45y2eefpJXnrhWc68c5q11RVGo11G+7tYIwxX16hnE2IbjvASE+CwxK6m+9nP3ov1y0AiC1tN143bbcWOrjsX9tHsUkE+PVtuXMnd93yeze0TVE2i8AZJFhW6GurcpqZMnyD/uzjQlBgOeuzvnOP//O8fU/ZW2Dp+jNvv+AzD4YCmrnnttd/y5uuvMB4fICjWKN4IPefRmM+omnMU5yBYUsnVo+5UuJRynvKFL9zHvBEXriDDLxOa5fvrnpd/xPD9LdF2X+/70gO89NyzWGfR1HUymHwk0rIrJ4+YWuKsoo3gY+TY1hZ7uxdZ24g8+dgr/ObXTzEYDHL7XwogSs/lbuTS95lORgz7A6wTRqMR9XS28GUhKqUztClhrcd7T1AwxnLq9s8gxbIG2dlsS0pQFj1UhaIoaNt2sUUOO0Z4f5Hhug/n+eMf/SliHVXdsrq2wcFoQttEin6fZlYR6kCvKNAYsVYoCsewX+ALw6waUZaOejZme2sNITCd7DMZ7dFUE2I7y90SGqhmUwb9Eo2RtsptI8YYCt+jbrITLMseKcLBaExVZ5reIz/4IcjRrrMF1+9K53dlGAXdWVLegLqjmeV1HiIDaWcX9Q+//V1+8pO/Ylo3rKytoallMp5Rlj2cs6S4PJyr+yWQEiq66P1RYFiWC7ZVx3xb9GMlMYS6YXn+a+o2fgddWMt4WiGmYH1jFbElNxw/xle+9k3irD7y3AvNnk+2dJLLg2uvZrs/Vc0GXFHy8MPf47Zbb+fyzl7GKCJUVXOkerOgQ1/xyjy5iKaANbmnMp/QlqkcKbSZ1hFbUtBM+jwUQ8eYCJrLdNiC3dEI1+szaRq+891H6G1s49ZuPBKyHcogP/yVG5tyB1Y+veDadMF+3CF2TQN5+NcAAAP/SURBVIbbW3zvB4/QX1llVjXUbYvzJQlDVdWkpDhbHFGkxct0B9oYS4wtMbUkDcQYCCH/vhAy8yp3STg0zWHnTPoPUambwGBlFcQzayJ33f05vvTgVxH7fsZVdpAJUsz1R01XYNh07RZJUbc81ujTNCPzIbIqWl/Ud98+zROP/YqDnSmrwxViqIlR6Zc98uk5+XzAHGEtd6qdc7gXJiVDydqZCDWSzzZRk48+mkdg1mKsEGIkKByMJ6xubHLjyVP863/z70gfkIMs8Oz3bTMO8ay7L3HO5UpyWS7A8U99FAXf/f73uOeeexiurXdpcpsPZLSeqqqPtJ4cLoR8oEmco5tYMB34lrJpVZPLcmIMxufTHs6ev0ivP+SRH/6I4zfdii2vTopfhH7axdbA0e0GOTpJyxofGj+1OPvKIbIuqrv6jW98C28db7z6EpPRmLLnO+xEc9lMWLCyRE1HL54rlWHeIqKaS4CSunMmJPMPrfE4ZxcHOyYU6Srst3/mTh586Ct89r4vfShhs1PPfHBKwqJSdJVsRTt4teyVhLqhSZbJbErSSN38I8pMv+chsimadhUVLl68yP7BAeI9UQRX9HC+6DjjGfeZZ5epa03xziGSTzoWI10jF90pmYYo+cQgXxZICDTVjCYknCiFKXjkh3/CN/7o+x9ZxHcA+6OK7WM3sbdzETUDdidTer5kVrU455nWhjaWrKysUdDD2II2ffo2+/AQsyna7OmPbMHf/+rnvPDib4izmrX1Vap6mpOVlEhxfpiNJxKp65o2adcG4vHOY1OiaRrqpiWGQFn22Z+MqPci3pcYa8GV3HzbXTzw5Yf4xre/j8hHd5k5gLvv+izT6RRDpCwtbTvJ1OmueJCsp25jpnWF3DV7y22fufYS/B2HFBuiOtYTNx6nt9LnxReeQyVS1QFnTcaai05JjKHX67OyvsFkMkG1a6sO85yiZFAOcc4xGU8Zrm/Qj7kPdjhc5aabb+HLD36N+x/6eO18sGRAfuyhOtKmmmGtwxUf3Y72aYx2claTNrz44gs8/tgvuXTubNZsss+ZzWZMp1OstYuDxa7skFtmzS4vhuTa4x133MnDD3+Pu++7H3C/E9/7n6Swfl9D9ZKOdy7yzum3ePrpp/nNr/+Bqm04trlFOeiT2kAdWgqbTzrWEGliINQNbcoE9CTwmc/cxQMPfpnPf+4LrK6t4cseUtz4O8vun7Ww50P1khIC1XjM2XPneOH55/nNc89x+dIljLVMJxOc9/R7PdbW17nhxAlOnjrFqZMnWVtf54477kB6PXKc/slPsvwXIezD4/WXHlXXHarrnaMoS4wIMSVC29KGkE87Brxz3Hr3V//Fyeifxfh/sBcew3KaihgAAAAASUVORK5CYII="},{"id":"54119670-5ec8-4287-bd95-fe7980bec1d2","height":18.67,"width":35.2,"perimeter":133.79,"area":264.21,"image":"data:image/png;base64,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"},{"id":"90e142cf-518d-40fd-8f4e-59867448a7bf","height":18.67,"width":15.73,"perimeter":67.99,"area":96.64,"image":"data:image/png;base64,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"},{"id":"813b1e2a-52a9-4bcd-82f3-ac6cffcd1162","height":19.73,"width":18.4,"perimeter":100.54,"area":151.11,"image":"data:image/png;base64,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05:10:55"} 
[2026-04-07 05:10:56] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1397,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.73,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":54.74,"nested_area":15.82,"occupied_area":7.28,"avg_char_height":"Less than 24 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lmOPHiURqP1uVvNfu9jgRQrMuxu8PHHH\\/Ph+++wsnyFYtRDvEOraEhR8XwXI5yRU6myPazoRx50w3XLvTlugI7DFvR18wG89+gsKVs61OS643xhQNHtDGhMTXNg\\/3088Z0nue++B1CVL3Z2\\/MoOmuLXpLO+wulTJ3j5lZdYuHieqakmVkNwBc4XeF8g4q9LnRuJM4+ix5LJuyJ6NJc7lCmLXK2JHQkIwXm8ADbBh9LYl8mJIJSRicBd+w7w3e88xZEHH8ZWaijzxbM5X\\/lp3Bersra+wkfvv8eHHxxneekyva1NkMD0dINGrcJwOKTX6xK8R5VFqqmxsTBDxRFCKkR743OPMgarddQO53AhYLUGm5DVplhe38B7oVqv4YrYk3fwnvt4\\/PEnOHjvIZIkJa1t+9JrvSXxHZGugOBGXU58cJwL589w+uTHrK8uU+QDII5GrGWV6NVCwDvBhwLv4vyR4EHiQaa0\\/Xryd6UFa1J0mjJ0isIJ2hq2ze\\/g\\/vsPc+TIQ9yx+05spfKVdJDf8kSiyKbgC9rLSywtL7B4+RKXFz5hYWGBdrsd3XgJkuDRymKTWLRqrMIVAVQgeCYgGatIkwomTWi25jj68CM88MADNJtTkU2nla+0\\/\\/drzbZK2BB8gR8N6LQ32djaZHllldFoRLfbZWtri263y3A4nAzjnJmZIU1TarUarVaL6elp5ubmmJmZoV6vY+tN4qylW9fze9tT0iKdcekc5YQpJqmZT5Hb1SX+r\\/IZ8v8BrRSJbI\\/fengAAAAASUVORK5CYII=\"},{\"id\":\"371fb8b0-1ae0-446c-bdfb-aa87322932a2\",\"height\":8.27,\"width\":8,\"perimeter\":51.64,\"area\":36.98,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"ca028dbf-3245-4ceb-b12a-d65466b91ea9\",\"height\":8.27,\"width\":8,\"perimeter\":44.4,\"area\":31.72,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"d0f8b260-a6b4-4cbd-830a-4e8c584d6993\",\"height\":8.27,\"width\":8.53,\"perimeter\":32.06,\"area\":21.8,\"image\":\"data:image\\/png;base64,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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.73,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":54.74,"nested_area":15.82,"occupied_area":7.28,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":31.73,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1397}},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"3.66184"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"45.7647288"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"1.72431"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"12.1407846"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":6.37},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":61.5632136},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"1.2656"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"60.44822"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"1.118"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"1.08"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"5.572"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.003923974978000001},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":3.9239749780000004},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0003116549041666667},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.3116549041666667},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.0029727083166666674},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":2.972708316666667},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0061096368666667"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"6.1096368666667"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.0029652007"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"2.9652007"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.003970274"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"3.970274"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00031678826666667"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.31678826666667"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":4.114047606433341},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":11.865},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"12.0232"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"3.9774363602703"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":263.64753263859996,"totalDenseWeight_before_formula":31.240956598302464},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":290.01228590245995},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":8,"totalDenseWeight":34.365052258132714},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":8,"sign_depth":"1"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":23.2,"height":19.47,"depth":"1"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":35.2,"height":18.67,"depth":"1"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":15.73,"height":18.67,"depth":"1"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":16.8,"height":18.4,"depth":"1"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":18.4,"height":19.73,"depth":"1"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":8,"height":8.27,"depth":"1"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":8,"height":8.27,"depth":"1"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":8.53,"height":8.27,"depth":"1"},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775538657_3f68c9d0ffebaf6b3b5d9de38d798b55","bins_packed":[{"bin_data":{"w":35.5,"h":20.03,"d":6.5,"id":"unique","used_space":66.2214,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":20.03,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/60b0986a1e90511ce9cac530b99e3b69/1775538657-0762-6991849.svg","items":[{"id":"item-2","w":35.5,"h":18.97,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/60b0986a1e90511ce9cac530b99e3b69/1775538657-0756-9487065.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":16.03,"h":18.97,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/60b0986a1e90511ce9cac530b99e3b69/1775538657-0758-9398481.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":8.83,"h":8.57,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/60b0986a1e90511ce9cac530b99e3b69/1775538657-0758-3055822.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":17.1,"h":18.7,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/60b0986a1e90511ce9cac530b99e3b69/1775538657-0759-6864644.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":8.3,"h":8.57,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/60b0986a1e90511ce9cac530b99e3b69/1775538657-076-6258853.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":8.3,"h":8.57,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/60b0986a1e90511ce9cac530b99e3b69/1775538657-076-2307897.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":23.5,"h":19.77,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/60b0986a1e90511ce9cac530b99e3b69/1775538657-0761-3748867.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":18.7,"h":20.03,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/60b0986a1e90511ce9cac530b99e3b69/1775538657-0762-2782080.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:56] local.INFO: Box added from packed bin {"data":{"length":6.5,"width":35.5,"height":20.03,"denseWeight":34.365052258132714},"timestamp":"2026-04-07 05:10:56"} 
[2026-04-07 05:10:57] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":8.5,"width":37.5,"height":22.28},"quantity":1,"denseWeight":34.365052258132714}],"cheapestShippingCost":354.36,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":34.365052258132714,"quantity":1}],"totalHigherWeight":34.365052258132714,"DS":0,"rate":439.51503928477047,"tariffAndDS":439.51503928477047,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":748.9840493427639,"totalShipmentCostFormula":"((tariffAndDS (439.51503928477) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 748.98","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":34.365052258132714,"quantity":1}],"totalHigherWeight":34.365052258132714,"DS":0,"rate":251.66218252953146,"tariffAndDS":251.66218252953146,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":446.0901031106166,"totalShipmentCostFormula":"((tariffAndDS (251.66218252953) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 446.09","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":34.365052258132714,"quantity":1}],"totalHigherWeight":34.365052258132714,"DS":0,"rate":"324.36","tariffAndDS":324.36,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":354.36,"totalShipmentCostFormula":"(((tariffAndDS (324.36) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (30)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 354.36","careerDDPValue":0,"nonConveyableSurcharge":30,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":34.365052258132714,"quantity":1}],"totalHigherWeight":34.365052258132714,"DS":0,"rate":224.25,"tariffAndDS":224.25,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":401.89070000000004,"totalShipmentCostFormula":"((tariffAndDS (224.25) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 401.89","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":34.365052258132714,"quantity":1}],"totalHigherWeight":34.365052258132714,"DS":0,"rate":372.51716647815863,"tariffAndDS":372.51716647815863,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":635.2162722785561,"totalShipmentCostFormula":"(( tariffAndDS (372.51716647816) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 635.21627227856","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":40,"quantity":1}],"totalHigherWeight":40,"DS":40,"rate":340.25,"tariffAndDS":380.25,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":649.4854999999999,"totalShipmentCostFormula":"(((tariffAndDS (380.25) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 649.4855","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":34.365052258132714,"quantity":1}],"totalHigherWeight":34.365052258132714,"DS":0,"rate":793.6505225813271,"tariffAndDS":793.6505225813271,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":793.6505225813271,"totalShipmentCostFormula":"((tariffAndDS (793.65052258133) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 793.65052258133","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":40,"quantity":1}],"totalHigherWeight":40,"DS":40,"rate":340.25,"tariffAndDS":380.25,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":649.4854999999999,"totalShipmentCostFormula":"(((tariffAndDS (380.25) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 649.4855","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_heavy_saver_k0f572","overBreachSurcharge":85,"career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":40,"quantity":1}],"totalHigherWeight":40,"DS":40,"rate":364.38,"tariffAndDS":404.38,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":690.5547599999999,"totalShipmentCostFormula":"(((tariffAndDS (404.38) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 690.55476","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"10":{"career":"ups_pakistan_small","overBreachSurcharge":85,"career_name":"UPS Pakistan Small 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[2026-04-07 05:10:57] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 05:10:57"} 
[2026-04-07 05:10:57] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 05:10:57"} 
[2026-04-07 05:10:57] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":31.73,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":11.865,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":12.0232,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":3.9774363602703,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":34.365052258132714,"result":290.01228590245995,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.73,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":54.74,"nested_area":15.82,"occupied_area":7.28,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":31.73,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1397},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1397},"timestamp":"2026-04-07 05:10:57"} 
[2026-04-07 05:10:57] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 05:10:57"} 
[2026-04-07 05:10:58] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.73,"sign_width":"120","dimensions":[{"id":"6b65cb18-2a8c-4f06-804e-55b9d69b47bb","height":19.47,"width":23.2},{"id":"54119670-5ec8-4287-bd95-fe7980bec1d2","height":18.67,"width":35.2},{"id":"90e142cf-518d-40fd-8f4e-59867448a7bf","height":18.67,"width":15.73},{"id":"99a1d89a-efb3-4c70-ab59-731bd6adc7cd","height":18.4,"width":16.8},{"id":"813b1e2a-52a9-4bcd-82f3-ac6cffcd1162","height":19.73,"width":18.4},{"id":"371fb8b0-1ae0-446c-bdfb-aa87322932a2","height":8.27,"width":8},{"id":"ca028dbf-3245-4ceb-b12a-d65466b91ea9","height":8.27,"width":8},{"id":"d0f8b260-a6b4-4cbd-830a-4e8c584d6993","height":8.27,"width":8.53}]},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.73,"sign_width":"120","dimensions":[{"id":"6b65cb18-2a8c-4f06-804e-55b9d69b47bb","height":19.47,"width":23.2},{"id":"54119670-5ec8-4287-bd95-fe7980bec1d2","height":18.67,"width":35.2},{"id":"90e142cf-518d-40fd-8f4e-59867448a7bf","height":18.67,"width":15.73},{"id":"99a1d89a-efb3-4c70-ab59-731bd6adc7cd","height":18.4,"width":16.8},{"id":"813b1e2a-52a9-4bcd-82f3-ac6cffcd1162","height":19.73,"width":18.4},{"id":"371fb8b0-1ae0-446c-bdfb-aa87322932a2","height":8.27,"width":8},{"id":"ca028dbf-3245-4ceb-b12a-d65466b91ea9","height":8.27,"width":8},{"id":"d0f8b260-a6b4-4cbd-830a-4e8c584d6993","height":8.27,"width":8.53}]}},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"6b65cb18-2a8c-4f06-804e-55b9d69b47bb","height":19.47,"width":23.2},{"id":"54119670-5ec8-4287-bd95-fe7980bec1d2","height":18.67,"width":35.2},{"id":"90e142cf-518d-40fd-8f4e-59867448a7bf","height":18.67,"width":15.73},{"id":"99a1d89a-efb3-4c70-ab59-731bd6adc7cd","height":18.4,"width":16.8},{"id":"813b1e2a-52a9-4bcd-82f3-ac6cffcd1162","height":19.73,"width":18.4},{"id":"371fb8b0-1ae0-446c-bdfb-aa87322932a2","height":8.27,"width":8},{"id":"ca028dbf-3245-4ceb-b12a-d65466b91ea9","height":8.27,"width":8},{"id":"d0f8b260-a6b4-4cbd-830a-4e8c584d6993","height":8.27,"width":8.53}],"sign_height_raw":31.73,"sign_width_raw":"120"},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":32.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Dimension Calculation {"data":{"dim_id":"6b65cb18-2a8c-4f06-804e-55b9d69b47bb","height":19.47,"width":23.2,"ceilHeight":20.0,"ceilWidth":24.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Dimension Calculation {"data":{"dim_id":"54119670-5ec8-4287-bd95-fe7980bec1d2","height":18.67,"width":35.2,"ceilHeight":19.0,"ceilWidth":36.0,"biggerDimension":36.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":65,"sign_type_id":1,"heightOrWidth":"36.00","return":2,"price":492,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Dimension Calculation {"data":{"dim_id":"90e142cf-518d-40fd-8f4e-59867448a7bf","height":18.67,"width":15.73,"ceilHeight":19.0,"ceilWidth":16.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":31,"sign_type_id":1,"heightOrWidth":"19.00","return":2,"price":187,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Dimension Calculation {"data":{"dim_id":"99a1d89a-efb3-4c70-ab59-731bd6adc7cd","height":18.4,"width":16.8,"ceilHeight":19.0,"ceilWidth":17.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":31,"sign_type_id":1,"heightOrWidth":"19.00","return":2,"price":187,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Dimension Calculation {"data":{"dim_id":"813b1e2a-52a9-4bcd-82f3-ac6cffcd1162","height":19.73,"width":18.4,"ceilHeight":20.0,"ceilWidth":19.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":33,"sign_type_id":1,"heightOrWidth":"20.00","return":2,"price":199,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Dimension Calculation {"data":{"dim_id":"371fb8b0-1ae0-446c-bdfb-aa87322932a2","height":8.27,"width":8,"ceilHeight":9.0,"ceilWidth":8.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Dimension Calculation {"data":{"dim_id":"ca028dbf-3245-4ceb-b12a-d65466b91ea9","height":8.27,"width":8,"ceilHeight":9.0,"ceilWidth":8.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Dimension Calculation {"data":{"dim_id":"d0f8b260-a6b4-4cbd-830a-4e8c584d6993","height":8.27,"width":8.53,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":8,"baseProductionCost":1545,"result":[{"id":"6b65cb18-2a8c-4f06-804e-55b9d69b47bb","height":19.47,"width":23.2,"depth":2,"price":264},{"id":"54119670-5ec8-4287-bd95-fe7980bec1d2","height":18.67,"width":35.2,"depth":2,"price":492},{"id":"90e142cf-518d-40fd-8f4e-59867448a7bf","height":18.67,"width":15.73,"depth":2,"price":187},{"id":"99a1d89a-efb3-4c70-ab59-731bd6adc7cd","height":18.4,"width":16.8,"depth":2,"price":187},{"id":"813b1e2a-52a9-4bcd-82f3-ac6cffcd1162","height":19.73,"width":18.4,"depth":2,"price":199},{"id":"371fb8b0-1ae0-446c-bdfb-aa87322932a2","height":8.27,"width":8,"depth":2,"price":72},{"id":"ca028dbf-3245-4ceb-b12a-d65466b91ea9","height":8.27,"width":8,"depth":2,"price":72},{"id":"d0f8b260-a6b4-4cbd-830a-4e8c584d6993","height":8.27,"width":8.53,"depth":2,"price":72}]},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1693.47,"taxFactor":0.0887,"tax":150.210789},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":53.0},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":288.69064748201436,"shippingWeightInKG":130.9254637106641},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":130.9254637106641,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":6,"min":"111","max":"135","rate":"130","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1545,"PSUCost":148.47,"tax":150.210789,"shippingRate":130,"miscellaenous":0,"signPrice":1973.680789},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":31.73,"sign_depth":2,"totalCost":1973.680789,"TATDays":7,"baseProductionCost":1545,"productionCost":1693.47,"PSUCost":148.47,"tax":150.210789,"shippingCost":130,"uniqueReturns_count":2,"objects_count":8},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"6b65cb18-2a8c-4f06-804e-55b9d69b47bb","height":19.47,"width":23.2},{"id":"54119670-5ec8-4287-bd95-fe7980bec1d2","height":18.67,"width":35.2},{"id":"90e142cf-518d-40fd-8f4e-59867448a7bf","height":18.67,"width":15.73},{"id":"99a1d89a-efb3-4c70-ab59-731bd6adc7cd","height":18.4,"width":16.8},{"id":"813b1e2a-52a9-4bcd-82f3-ac6cffcd1162","height":19.73,"width":18.4},{"id":"371fb8b0-1ae0-446c-bdfb-aa87322932a2","height":8.27,"width":8},{"id":"ca028dbf-3245-4ceb-b12a-d65466b91ea9","height":8.27,"width":8},{"id":"d0f8b260-a6b4-4cbd-830a-4e8c584d6993","height":8.27,"width":8.53}],"sign_height_raw":31.73,"sign_width_raw":"120"},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":32.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Dimension Calculation {"data":{"dim_id":"6b65cb18-2a8c-4f06-804e-55b9d69b47bb","height":19.47,"width":23.2,"ceilHeight":20.0,"ceilWidth":24.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Dimension Calculation {"data":{"dim_id":"54119670-5ec8-4287-bd95-fe7980bec1d2","height":18.67,"width":35.2,"ceilHeight":19.0,"ceilWidth":36.0,"biggerDimension":36.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":66,"sign_type_id":1,"heightOrWidth":"36.00","return":3,"price":516,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Dimension Calculation {"data":{"dim_id":"90e142cf-518d-40fd-8f4e-59867448a7bf","height":18.67,"width":15.73,"ceilHeight":19.0,"ceilWidth":16.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":32,"sign_type_id":1,"heightOrWidth":"19.00","return":3,"price":196,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Dimension Calculation {"data":{"dim_id":"99a1d89a-efb3-4c70-ab59-731bd6adc7cd","height":18.4,"width":16.8,"ceilHeight":19.0,"ceilWidth":17.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":32,"sign_type_id":1,"heightOrWidth":"19.00","return":3,"price":196,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Dimension Calculation {"data":{"dim_id":"813b1e2a-52a9-4bcd-82f3-ac6cffcd1162","height":19.73,"width":18.4,"ceilHeight":20.0,"ceilWidth":19.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":34,"sign_type_id":1,"heightOrWidth":"20.00","return":3,"price":209,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Dimension Calculation {"data":{"dim_id":"371fb8b0-1ae0-446c-bdfb-aa87322932a2","height":8.27,"width":8,"ceilHeight":9.0,"ceilWidth":8.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Dimension Calculation {"data":{"dim_id":"ca028dbf-3245-4ceb-b12a-d65466b91ea9","height":8.27,"width":8,"ceilHeight":9.0,"ceilWidth":8.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Dimension Calculation {"data":{"dim_id":"d0f8b260-a6b4-4cbd-830a-4e8c584d6993","height":8.27,"width":8.53,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":8,"baseProductionCost":1622,"result":[{"id":"6b65cb18-2a8c-4f06-804e-55b9d69b47bb","height":19.47,"width":23.2,"depth":3,"price":277},{"id":"54119670-5ec8-4287-bd95-fe7980bec1d2","height":18.67,"width":35.2,"depth":3,"price":516},{"id":"90e142cf-518d-40fd-8f4e-59867448a7bf","height":18.67,"width":15.73,"depth":3,"price":196},{"id":"99a1d89a-efb3-4c70-ab59-731bd6adc7cd","height":18.4,"width":16.8,"depth":3,"price":196},{"id":"813b1e2a-52a9-4bcd-82f3-ac6cffcd1162","height":19.73,"width":18.4,"depth":3,"price":209},{"id":"371fb8b0-1ae0-446c-bdfb-aa87322932a2","height":8.27,"width":8,"depth":3,"price":76},{"id":"ca028dbf-3245-4ceb-b12a-d65466b91ea9","height":8.27,"width":8,"depth":3,"price":76},{"id":"d0f8b260-a6b4-4cbd-830a-4e8c584d6993","height":8.27,"width":8.53,"depth":3,"price":76}]},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1770.47,"taxFactor":0.0887,"tax":157.04068900000001},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":53.0},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":288.69064748201436,"shippingWeightInKG":130.9254637106641},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":130.9254637106641,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":6,"min":"111","max":"135","rate":"130","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1622,"PSUCost":148.47,"tax":157.04068900000001,"shippingRate":130,"miscellaenous":0,"signPrice":2057.5106889999997},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":31.73,"sign_depth":3,"totalCost":2057.5106889999997,"TATDays":7,"baseProductionCost":1622,"productionCost":1770.47,"PSUCost":148.47,"tax":157.04068900000001,"shippingCost":130,"uniqueReturns_count":2,"objects_count":8},"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:58] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 05:10:58"} 
[2026-04-07 05:10:59] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.73,"sign_width":"120","shipping_weight":34.365052258132714,"shape":"rectangular","dimensions":[{"id":"6b65cb18-2a8c-4f06-804e-55b9d69b47bb","height":19.47,"width":23.2},{"id":"54119670-5ec8-4287-bd95-fe7980bec1d2","height":18.67,"width":35.2},{"id":"90e142cf-518d-40fd-8f4e-59867448a7bf","height":18.67,"width":15.73},{"id":"99a1d89a-efb3-4c70-ab59-731bd6adc7cd","height":18.4,"width":16.8},{"id":"813b1e2a-52a9-4bcd-82f3-ac6cffcd1162","height":19.73,"width":18.4},{"id":"371fb8b0-1ae0-446c-bdfb-aa87322932a2","height":8.27,"width":8},{"id":"ca028dbf-3245-4ceb-b12a-d65466b91ea9","height":8.27,"width":8},{"id":"d0f8b260-a6b4-4cbd-830a-4e8c584d6993","height":8.27,"width":8.53}]}},"timestamp":"2026-04-07 05:10:59"} 
[2026-04-07 05:10:59] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 05:10:59"} 
[2026-04-07 05:10:59] local.INFO: Input Parameters {"data":{"dimensions_count":8,"shape":"rectangular"},"timestamp":"2026-04-07 05:10:59"} 
[2026-04-07 05:10:59] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 05:10:59"} 
[2026-04-07 05:10:59] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 05:10:59"} 
[2026-04-07 05:10:59] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 05:10:59"} 
[2026-04-07 05:10:59] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 05:10:59"} 
[2026-04-07 05:10:59] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 05:10:59"} 
[2026-04-07 05:10:59] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 05:10:59"} 
[2026-04-07 05:10:59] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":838.25,"dimensions_count":8},"timestamp":"2026-04-07 05:10:59"} 
[2026-04-07 05:14:24] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php874D.tmp"}},"file_present":true},"timestamp":"2026-04-07 05:14:24"} 
[2026-04-07 05:14:24] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-07 05:14:24"} 
[2026-04-07 05:14:26] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":8},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":8},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":8},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":8},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2025-10-28 100019.png","query_param":"width","query_value":"120","file_size":37443},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":222,"y":44,"width":132,"height":70},"scaled_width":35.2,"scaled_height":18.67,"actual_filled_area":264.21,"bounding_box_area":657,"exact_perimeter":133.79,"approximate_perimeter":128.1,"convex_hull_perimeter":99.54,"perimeter_pixels":501.72287142747535,"original_contour_points":156,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.89,"compactness":0.1855,"perimeter_to_area_ratio":0.5064},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":2,"y":42,"width":69,"height":74},"scaled_width":18.4,"scaled_height":19.73,"actual_filled_area":151.11,"bounding_box_area":363,"exact_perimeter":100.54,"approximate_perimeter":90.5,"convex_hull_perimeter":61.58,"perimeter_pixels":377.0193359837567,"original_contour_points":176,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.1879,"perimeter_to_area_ratio":0.6653},"image_base64":"data:image/png;base64,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05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Nested area calculated {"data":{"nestedArea":2277.5822},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"f7bd78b2-9263-49b6-9df6-6d601e68795c","height":18.67,"width":35.2,"perimeter":133.79,"area":264.21,"image":"data:image/png;base64,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"},{"id":"f1911c57-2de7-4a41-a7c4-3fa152d0e45a","height":18.67,"width":15.73,"perimeter":67.99,"area":96.64,"image":"data:image/png;base64,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"},{"id":"ce61b38b-87ec-4f47-a95f-49362f235e28","height":18.4,"width":16.8,"perimeter":115.99,"area":177.21,"image":"data:image/png;base64,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"},{"id":"f3d73ac7-1e62-405d-a8c6-f8ae89924cb6","height":19.73,"width":18.4,"perimeter":100.54,"area":151.11,"image":"data:image/png;base64,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"},{"id":"33579488-79e8-43b8-9a52-4631cff8a27c","height":8.27,"width":8,"perimeter":51.64,"area":36.98,"image":"data:image/png;base64,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"},{"id":"37a94342-eb2e-462f-8a2d-bfadc5e6d4a0","height":8.27,"width":8,"perimeter":44.4,"area":31.72,"image":"data:image/png;base64,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"},{"id":"c2514f94-9930-4b3c-a861-9bea99bba801","height":8.27,"width":8.53,"perimeter":32.06,"area":21.8,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACQAAAAjCAYAAAD8BaggAAAABmJLR0QA/wD/AP+gvaeTAAAEOklEQVRYhc2X34scRRDHP1XdM727t3fJnQ8a8iCIIOJjxAf/hPyzYv4EQX1VVHwwgqiQBHLkkr3Nzs50V/nQc3MbiET3yF0Klvmx3cVnvlXdVQ3vmAnAHw9/8jJ0dJsVsxQ5XMwpZWAwx+VysKPTNENR1fr/OE5ccTHE67hYAgDqjomBZFwcxAAIMbJeb0jzJR9+dE8AIsDdu3f4/ttv+OXnH8hDR952qDixbV7Fd8UmQKXruhEEXEAJrwIRRnzHxQDD1PDRQ2gipTiff/ElZ6cP/fZ7H0sEiKI8efSYv//8i9Qo3WbNbBbZrNcwTZ8EBcCANkYMCIQJVORyjEjYGW0gVUkTw1FCiGz7jHvh1skxk0KkhmIDuQwEEbbbDVjgYJGQXZ5XcKAMAwaoG3YB4/XqAqVsp8+xMUyuhlFDLeKcn69Yr1dgww6QGX3fE0JAxDmYzVFxNusOMPTC6+hUvF5VdQevaumio0q2KygCmDiYIFJwV46Ojxiyk5rL1KhACik1NE3D9uWKVoV+KMxm89FZJVI3EJuAvGTcfVRghwrHRYgx1CQeX9sYTkcxUc7OVgxDwS1MKHEKwric+j6TlgsEYd2NSow5IBiCT2CpiZMKMoF5/UKg5MtV6lI91GfBgNgk2ibhEhkGvwR6fvqMxWIJLjRNopjiROIikQejaSPqhopRhi0nx4c8efyIbltomoZ+6AhNQ0pznp2e8v6dD8iDUUqBMawuUj/N67UgpPaAGMEtIrRTaLF85qvnzynbjrYJNE1DMfDQsO0zMQhl6FEp5O4lbQz8/tuvPPj6K1JqGYaBnPOYzML9+/f55NPPSGmOEHDRSaYa2gqWZgc8fXbG8vCY5dEJoqEue423d9Lvv9mP3z3wp2crjg4WqCrZ68JAA7PlIbfu3vvfPivqnmYGqZ3jGnAV5vMDDg6PEBFW682+bvcHyjlzfHzMIs0Qc9ydGCPz+ZzZbLY3UHzzkNdbSonu5TlQQ1VsAI0Ut3FVXjMQVsi5J7WR1EY0KhdFN+yVPdX2DlkpziwlQgiYFcqQURXatiXG9vqBHEEl0ndbmhiJIWDZEAlkwpsd/IvtHbKpuitEqc+Oohp3+qZrBIJa1VWVEAKqgrki4oi+tkV4+0AXMLFRXATzgIax0t8IUAAQYlRchWKCBEFe30S9faAYI4VQV5p47TxuMmQhCLigKiCCeW1T5Sb2Iag5JCLjz6f7q9jeCrWpmerX9K5tKaKUMlw/0K5dqOLuOPvnzxWBrOYOjjsVxH1s+W5oY7wwd8e8llZD8CuIdCUgd8fd6hHHbWxXBfyGFDIz6onIyFbQoCBxOhrdCJCVAuKY1YNhPUvehEIeyN6O+WNkq5U+eADf3+3eM5t0gukSk3mtXe50fc/R8habruwNtPe22r144UPeYlaIMdK2kVx6+r5jsVjSzE+utmW/K/YPLOIJ3lVf8OYAAAAASUVORK5CYII="}]},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Number of letters detected {"data":{"noOfLetters":8},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":656.9300000000001,"perimeter_in_feet":54.74},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[268.52,264.21,96.64,177.21,151.11,36.98,31.72,21.8],"actualFilledAreaSum":1048.19},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":7.28},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Average character height calculated {"data":{"avgCharHeight":14.96875},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":450.0,"originalHeight":119.0,"ratio":3.7815126050420167},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":31.73},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"11520\" height=\"3046.4\" viewBox=\"0 0 450 119\">
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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":222,"y":44,"width":132,"height":70},"scaled_width":35.2,"scaled_height":18.67,"actual_filled_area":264.21,"bounding_box_area":657,"exact_perimeter":133.79,"approximate_perimeter":128.1,"convex_hull_perimeter":99.54,"perimeter_pixels":501.72287142747535,"original_contour_points":156,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.89,"compactness":0.1855,"perimeter_to_area_ratio":0.5064},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":155,"y":44,"width":59,"height":70},"scaled_width":15.73,"scaled_height":18.67,"actual_filled_area":96.64,"bounding_box_area":293,"exact_perimeter":67.99,"approximate_perimeter":66.69,"convex_hull_perimeter":59.28,"perimeter_pixels":254.97056274847725,"original_contour_points":21,"approximation_points":6,"shape_analysis":{"aspect_ratio":1.19,"compactness":0.2627,"perimeter_to_area_ratio":0.7035},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":81,"y":44,"width":63,"height":69},"scaled_width":16.8,"scaled_height":18.4,"actual_filled_area":177.21,"bounding_box_area":309,"exact_perimeter":115.99,"approximate_perimeter":114.72,"convex_hull_perimeter":68.65,"perimeter_pixels":434.9705627484772,"original_contour_points":27,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.1,"compactness":0.1655,"perimeter_to_area_ratio":0.6545},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":2,"y":42,"width":69,"height":74},"scaled_width":18.4,"scaled_height":19.73,"actual_filled_area":151.11,"bounding_box_area":363,"exact_perimeter":100.54,"approximate_perimeter":90.5,"convex_hull_perimeter":61.58,"perimeter_pixels":377.0193359837567,"original_contour_points":176,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.1879,"perimeter_to_area_ratio":0.6653},"image_base64":"data:image/png;base64,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"},{"id":"f7bd78b2-9263-49b6-9df6-6d601e68795c","height":18.67,"width":35.2,"perimeter":133.79,"area":264.21,"image":"data:image/png;base64,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"},{"id":"f1911c57-2de7-4a41-a7c4-3fa152d0e45a","height":18.67,"width":15.73,"perimeter":67.99,"area":96.64,"image":"data:image/png;base64,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"},{"id":"f3d73ac7-1e62-405d-a8c6-f8ae89924cb6","height":19.73,"width":18.4,"perimeter":100.54,"area":151.11,"image":"data:image/png;base64,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05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1398,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.73,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":54.74,"nested_area":15.82,"occupied_area":7.28,"avg_char_height":"Less than 24 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\"},{\"id\":\"33579488-79e8-43b8-9a52-4631cff8a27c\",\"height\":8.27,\"width\":8,\"perimeter\":51.64,\"area\":36.98,\"image\":\"data:image\\/png;base64,iVBORw0KGgoAAAANSUhEUgAAACIAAAAjCAYAAADxG9hnAAAABmJLR0QA\\/wD\\/AP+gvaeTAAAGeUlEQVRYhc2XzY4kVxGFv4h7b2ZW9c+MZzzjsReAEMJCbLFGaMQCCb8LGxY8AAh2fjwWsAEJoQEDwmPG3V1dnXl\\/IlhkVlVXe+xh4UbcUilUlcobRxEnTkTA\\/8kRgFd\\/\\/6N\\/\\/uqfnJyssNpIqSdPFZHIOI6szzrAjl50d0DnS0SWP\\/XWs8WBQxkLwzAAQugSY6lMtdD1Pd\\/+7g8FIAKoFF7+9U+UPNLyxGq1wgxUOtwyN9tXIG3vZOfITe6Auw1ysR6JYcVmWxmnDCFiLnzv+x\\/y\\/MWL\\/bsRYH3Sc3X5OZurV+RxpB8S0gTVQFAnaQGfAMXM9mAOXzly7iY4bbGB6h1XmwwaiGnFVB23zPr09BhIioa1LUMP6z4RFErJTDfjHE4xcMMNzOxLYFo7RGl+Jrg33AVzoWlHzoVhtQaEcXvD9eaC8fLfx0CsFq43F6RQcRsRHHUQK8SQEA+oK26GIKgHmhuYYzjihuFgAmbgTjMQdwzo+kCqhVYL01QoU6XrlOH8\\/BhI7HvcHauNnEekNVarnihKkEiZHLeAmNJwaEZ1EBPaArrhiAnVDMxo7mBGlcb28poqjiC0NpO7tUbbbu9EJFcsG3HoQAecSqTn+mbDtlZgWNIA7oaZ79Mzkz0y+21L6sCs4j4DdREIgVIaUzY8JEQSqnoMROOKPDleC+JCCiumES5eZ4bVCWHdU92WqLfFkVFKobVGyflOtcwcAQVzzk8fUKvRdQGjoGkAiWyupzsRmQy3iASopZJvMlEifTrn8ZP3efGzj6kBxBVnFh9f6tVcSCHiMmvGjisugC1cq1BzRWOiuVARHr\\/7hLNHT+4AccVMqaWRJ7AKJo5Ih4Qz3vvWD5DuybFofMNnJmtK5FoplmmlkkLAJDDdZL642IB394nhAKR5pbSMtQm3CgpBHJMyhziu\\/jdAxjySLaNSaZ5peSJqQGPk5LSDNr3tnm8GCGKYFcxHnAICbjPBNtvP8OkV4+s\\/u5mhqsQYUVVac2qt9H1\\/uNH1yIGL8sVmy6OnHyDSfSXPIkC\\/CFrJmRjm3y0XLi8vefnyL3zyya\\/JtVCroQpdNyAi5JyZpokUu7lkfPaz78YoRiStHvGTn3789oiMNxl3xS3gCHnb8AYnwzuEENlcvyYNSm2FqMr1dkPOmb7vMa+UNjGPCXrnesG8Q+OKdf\\/1hI8AtTZKbtTc0C4SNUAICEKKgckmDBCdVVKDQ2BWxqCogImiS7tR18XOqZqmiZLHtwMJIQDQWqNWUJ0lvFVw6XCLmAfMBSHibiAKukKsYsyziC2CZ84tm5ZI3Y3WG4CklAghICL7\\/M5yLYgozSNYwkwQi\\/NYRwKGWTad2dGOGkc28PD88deC2APZzRUiQgiBqIEQAiqJkwcP+eXPf0HoV7RcCF1CzJlqY90PFGuIOYaiHJiyZ4wLl5cbnj774O1Adp10F41aK2ZGlyIhJE7WDwknz+5f4oF9WtxnbSiloJIQAtoP94nhAKS1hrvvxcp9BrZarTg7O5unrns+CnMZjuNI3\\/eUUgCWWbRxtbkAvdesALeqRnWe0FtrCHOKzIxaK3W8Im\\/+5j4PGXxpn7lVmu6OoCCzFYWAQoxMm2uQQHO4vpl4\\/O4TtOsRCRJvX7DbS0IIs+SXwvbqkt\\/+5le4cLQmHAO5XfIgEgBDJCButFzouoGpNPrVGkfQ1PGjj57z0fMfHyJSa6W1BszNLKU0k7ZU6vaKblhj7jjLCsGC2N4QCQDqQv55KQvq4Bm8Yi2QS4NaGPrEe8+eHoDsKmaXml2XFTHcHKUhd5aq+bQlArqAawsqRZYPgCffA3QytRVqK4zjlt0qe6Ss7o1SCkXDvoJEoORxHoZvzaK7GdUFoqb9DLufaUVRBBcnTwWCUlsjSiQmIWmg77tjIHtFDXIk9fP64EQVEEVMZqqGA2VdBHVZmpzsm52JEhBcBZOCRsXFgDnqGEz5hlzGA5BcGk4kdInenBgTZpDrhJXKaki4N4SlqTG3FxcBEWqzZeNjHynUcRR3Y8xGp0JzRV1wlBATqevoUn8A0jzy9P3v8Ps\\/\\/I53HpxxnRvDMHDy6CFXFxdkZ64C16OUiM226xJ6+\\/\\/djLTkqU8n5FogCZoGughBEzdTZSr1UHfuo\\/\\/rH59y\\/uCUYb0Ga4zjlr7vmaaJIXXsCuVNx1v76mcC2nf4sryHkGg4m6trJETOTx8iMty\\/Yv635z+MH0LBVkHCOgAAAABJRU5ErkJggg==\"},{\"id\":\"37a94342-eb2e-462f-8a2d-bfadc5e6d4a0\",\"height\":8.27,\"width\":8,\"perimeter\":44.4,\"area\":31.72,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"c2514f94-9930-4b3c-a861-9bea99bba801\",\"height\":8.27,\"width\":8.53,\"perimeter\":32.06,\"area\":21.8,\"image\":\"data:image\\/png;base64,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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.73,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":54.74,"nested_area":15.82,"occupied_area":7.28,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":31.73,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1398}},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"3.66184"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"45.7647288"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"1.72431"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"12.1407846"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":6.37},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":61.5632136},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"1.2656"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"60.44822"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"1.118"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"1.08"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"5.572"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.003923974978000001},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":3.9239749780000004},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0003116549041666667},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.3116549041666667},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.0029727083166666674},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":2.972708316666667},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0061096368666667"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"6.1096368666667"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.0029652007"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"2.9652007"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.003970274"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"3.970274"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00031678826666667"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.31678826666667"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":4.114047606433341},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":11.865},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"12.0232"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"3.9774363602703"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":263.64753263859996,"totalDenseWeight_before_formula":31.240956598302464},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":290.01228590245995},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":8,"totalDenseWeight":34.365052258132714},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":8,"sign_depth":"1"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":23.2,"height":19.47,"depth":"1"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":35.2,"height":18.67,"depth":"1"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":15.73,"height":18.67,"depth":"1"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":16.8,"height":18.4,"depth":"1"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":18.4,"height":19.73,"depth":"1"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":8,"height":8.27,"depth":"1"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":8,"height":8.27,"depth":"1"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:26] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":8.53,"height":8.27,"depth":"1"},"timestamp":"2026-04-07 05:14:26"} 
[2026-04-07 05:14:27] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775538867_74911742e06d016354b48c155ca31a28","bins_packed":[{"bin_data":{"w":35.5,"h":20.03,"d":6.5,"id":"unique","used_space":66.2214,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":20.03,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b76c7f24ba5a6976a69e29de82f0c9a4/1775538867-4988-5244608.svg","items":[{"id":"item-2","w":35.5,"h":18.97,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b76c7f24ba5a6976a69e29de82f0c9a4/1775538867-4982-1325790.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":16.03,"h":18.97,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b76c7f24ba5a6976a69e29de82f0c9a4/1775538867-4983-4279329.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":8.83,"h":8.57,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b76c7f24ba5a6976a69e29de82f0c9a4/1775538867-4984-6914792.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":17.1,"h":18.7,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b76c7f24ba5a6976a69e29de82f0c9a4/1775538867-4985-6216311.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":8.3,"h":8.57,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b76c7f24ba5a6976a69e29de82f0c9a4/1775538867-4985-1873684.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":8.3,"h":8.57,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b76c7f24ba5a6976a69e29de82f0c9a4/1775538867-4986-6997931.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":23.5,"h":19.77,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b76c7f24ba5a6976a69e29de82f0c9a4/1775538867-4986-4727870.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":18.7,"h":20.03,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b76c7f24ba5a6976a69e29de82f0c9a4/1775538867-4987-8007033.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-07 05:14:27"} 
[2026-04-07 05:14:27] local.INFO: Box added from packed bin {"data":{"length":6.5,"width":35.5,"height":20.03,"denseWeight":34.365052258132714},"timestamp":"2026-04-07 05:14:27"} 
[2026-04-07 05:14:27] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":8.5,"width":37.5,"height":22.28},"quantity":1,"denseWeight":34.365052258132714}],"cheapestShippingCost":354.36,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":34.365052258132714,"quantity":1}],"totalHigherWeight":34.365052258132714,"DS":0,"rate":439.51503928477047,"tariffAndDS":439.51503928477047,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":748.9840493427639,"totalShipmentCostFormula":"((tariffAndDS (439.51503928477) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 748.98","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":34.365052258132714,"quantity":1}],"totalHigherWeight":34.365052258132714,"DS":0,"rate":251.66218252953146,"tariffAndDS":251.66218252953146,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":446.0901031106166,"totalShipmentCostFormula":"((tariffAndDS (251.66218252953) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 446.09","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":34.365052258132714,"quantity":1}],"totalHigherWeight":34.365052258132714,"DS":0,"rate":"324.36","tariffAndDS":324.36,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":354.36,"totalShipmentCostFormula":"(((tariffAndDS (324.36) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (30)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 354.36","careerDDPValue":0,"nonConveyableSurcharge":30,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":34.365052258132714,"quantity":1}],"totalHigherWeight":34.365052258132714,"DS":0,"rate":224.25,"tariffAndDS":224.25,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":401.89070000000004,"totalShipmentCostFormula":"((tariffAndDS (224.25) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 401.89","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":34.365052258132714,"quantity":1}],"totalHigherWeight":34.365052258132714,"DS":0,"rate":372.51716647815863,"tariffAndDS":372.51716647815863,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":635.2162722785561,"totalShipmentCostFormula":"(( tariffAndDS (372.51716647816) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 635.21627227856","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":40,"quantity":1}],"totalHigherWeight":40,"DS":40,"rate":340.25,"tariffAndDS":380.25,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":649.4854999999999,"totalShipmentCostFormula":"(((tariffAndDS (380.25) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 649.4855","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":34.365052258132714,"quantity":1}],"totalHigherWeight":34.365052258132714,"DS":0,"rate":793.6505225813271,"tariffAndDS":793.6505225813271,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":793.6505225813271,"totalShipmentCostFormula":"((tariffAndDS (793.65052258133) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 793.65052258133","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":40,"quantity":1}],"totalHigherWeight":40,"DS":40,"rate":340.25,"tariffAndDS":380.25,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":649.4854999999999,"totalShipmentCostFormula":"(((tariffAndDS (380.25) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 649.4855","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_heavy_saver_k0f572","overBreachSurcharge":85,"career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":40,"quantity":1}],"totalHigherWeight":40,"DS":40,"rate":364.38,"tariffAndDS":404.38,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":690.5547599999999,"totalShipmentCostFormula":"(((tariffAndDS (404.38) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 690.55476","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"10":{"career":"ups_pakistan_small","overBreachSurcharge":85,"career_name":"UPS Pakistan Small 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[2026-04-07 05:14:27] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 05:14:27"} 
[2026-04-07 05:14:27] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 05:14:27"} 
[2026-04-07 05:14:27] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":31.73,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":11.865,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":12.0232,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":3.9774363602703,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":34.365052258132714,"result":290.01228590245995,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.73,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":54.74,"nested_area":15.82,"occupied_area":7.28,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":31.73,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1398},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1398},"timestamp":"2026-04-07 05:14:27"} 
[2026-04-07 05:14:27] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 05:14:27"} 
[2026-04-07 05:14:29] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.73,"sign_width":"120","dimensions":[{"id":"18d5aedd-5388-47cd-8036-5f458a6533d8","height":19.47,"width":23.2},{"id":"f7bd78b2-9263-49b6-9df6-6d601e68795c","height":18.67,"width":35.2},{"id":"f1911c57-2de7-4a41-a7c4-3fa152d0e45a","height":18.67,"width":15.73},{"id":"ce61b38b-87ec-4f47-a95f-49362f235e28","height":18.4,"width":16.8},{"id":"f3d73ac7-1e62-405d-a8c6-f8ae89924cb6","height":19.73,"width":18.4},{"id":"33579488-79e8-43b8-9a52-4631cff8a27c","height":8.27,"width":8},{"id":"37a94342-eb2e-462f-8a2d-bfadc5e6d4a0","height":8.27,"width":8},{"id":"c2514f94-9930-4b3c-a861-9bea99bba801","height":8.27,"width":8.53}]},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.73,"sign_width":"120","dimensions":[{"id":"18d5aedd-5388-47cd-8036-5f458a6533d8","height":19.47,"width":23.2},{"id":"f7bd78b2-9263-49b6-9df6-6d601e68795c","height":18.67,"width":35.2},{"id":"f1911c57-2de7-4a41-a7c4-3fa152d0e45a","height":18.67,"width":15.73},{"id":"ce61b38b-87ec-4f47-a95f-49362f235e28","height":18.4,"width":16.8},{"id":"f3d73ac7-1e62-405d-a8c6-f8ae89924cb6","height":19.73,"width":18.4},{"id":"33579488-79e8-43b8-9a52-4631cff8a27c","height":8.27,"width":8},{"id":"37a94342-eb2e-462f-8a2d-bfadc5e6d4a0","height":8.27,"width":8},{"id":"c2514f94-9930-4b3c-a861-9bea99bba801","height":8.27,"width":8.53}]}},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"18d5aedd-5388-47cd-8036-5f458a6533d8","height":19.47,"width":23.2},{"id":"f7bd78b2-9263-49b6-9df6-6d601e68795c","height":18.67,"width":35.2},{"id":"f1911c57-2de7-4a41-a7c4-3fa152d0e45a","height":18.67,"width":15.73},{"id":"ce61b38b-87ec-4f47-a95f-49362f235e28","height":18.4,"width":16.8},{"id":"f3d73ac7-1e62-405d-a8c6-f8ae89924cb6","height":19.73,"width":18.4},{"id":"33579488-79e8-43b8-9a52-4631cff8a27c","height":8.27,"width":8},{"id":"37a94342-eb2e-462f-8a2d-bfadc5e6d4a0","height":8.27,"width":8},{"id":"c2514f94-9930-4b3c-a861-9bea99bba801","height":8.27,"width":8.53}],"sign_height_raw":31.73,"sign_width_raw":"120"},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":32.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Dimension Calculation {"data":{"dim_id":"18d5aedd-5388-47cd-8036-5f458a6533d8","height":19.47,"width":23.2,"ceilHeight":20.0,"ceilWidth":24.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Dimension Calculation {"data":{"dim_id":"f7bd78b2-9263-49b6-9df6-6d601e68795c","height":18.67,"width":35.2,"ceilHeight":19.0,"ceilWidth":36.0,"biggerDimension":36.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":65,"sign_type_id":1,"heightOrWidth":"36.00","return":2,"price":492,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Dimension Calculation {"data":{"dim_id":"f1911c57-2de7-4a41-a7c4-3fa152d0e45a","height":18.67,"width":15.73,"ceilHeight":19.0,"ceilWidth":16.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":31,"sign_type_id":1,"heightOrWidth":"19.00","return":2,"price":187,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Dimension Calculation {"data":{"dim_id":"ce61b38b-87ec-4f47-a95f-49362f235e28","height":18.4,"width":16.8,"ceilHeight":19.0,"ceilWidth":17.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":31,"sign_type_id":1,"heightOrWidth":"19.00","return":2,"price":187,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Dimension Calculation {"data":{"dim_id":"f3d73ac7-1e62-405d-a8c6-f8ae89924cb6","height":19.73,"width":18.4,"ceilHeight":20.0,"ceilWidth":19.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":33,"sign_type_id":1,"heightOrWidth":"20.00","return":2,"price":199,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Dimension Calculation {"data":{"dim_id":"33579488-79e8-43b8-9a52-4631cff8a27c","height":8.27,"width":8,"ceilHeight":9.0,"ceilWidth":8.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Dimension Calculation {"data":{"dim_id":"37a94342-eb2e-462f-8a2d-bfadc5e6d4a0","height":8.27,"width":8,"ceilHeight":9.0,"ceilWidth":8.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Dimension Calculation {"data":{"dim_id":"c2514f94-9930-4b3c-a861-9bea99bba801","height":8.27,"width":8.53,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":8,"baseProductionCost":1545,"result":[{"id":"18d5aedd-5388-47cd-8036-5f458a6533d8","height":19.47,"width":23.2,"depth":2,"price":264},{"id":"f7bd78b2-9263-49b6-9df6-6d601e68795c","height":18.67,"width":35.2,"depth":2,"price":492},{"id":"f1911c57-2de7-4a41-a7c4-3fa152d0e45a","height":18.67,"width":15.73,"depth":2,"price":187},{"id":"ce61b38b-87ec-4f47-a95f-49362f235e28","height":18.4,"width":16.8,"depth":2,"price":187},{"id":"f3d73ac7-1e62-405d-a8c6-f8ae89924cb6","height":19.73,"width":18.4,"depth":2,"price":199},{"id":"33579488-79e8-43b8-9a52-4631cff8a27c","height":8.27,"width":8,"depth":2,"price":72},{"id":"37a94342-eb2e-462f-8a2d-bfadc5e6d4a0","height":8.27,"width":8,"depth":2,"price":72},{"id":"c2514f94-9930-4b3c-a861-9bea99bba801","height":8.27,"width":8.53,"depth":2,"price":72}]},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1693.47,"taxFactor":0.0887,"tax":150.210789},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":53.0},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":288.69064748201436,"shippingWeightInKG":130.9254637106641},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":130.9254637106641,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":6,"min":"111","max":"135","rate":"130","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1545,"PSUCost":148.47,"tax":150.210789,"shippingRate":130,"miscellaenous":0,"signPrice":1973.680789},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":31.73,"sign_depth":2,"totalCost":1973.680789,"TATDays":7,"baseProductionCost":1545,"productionCost":1693.47,"PSUCost":148.47,"tax":150.210789,"shippingCost":130,"uniqueReturns_count":2,"objects_count":8},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"18d5aedd-5388-47cd-8036-5f458a6533d8","height":19.47,"width":23.2},{"id":"f7bd78b2-9263-49b6-9df6-6d601e68795c","height":18.67,"width":35.2},{"id":"f1911c57-2de7-4a41-a7c4-3fa152d0e45a","height":18.67,"width":15.73},{"id":"ce61b38b-87ec-4f47-a95f-49362f235e28","height":18.4,"width":16.8},{"id":"f3d73ac7-1e62-405d-a8c6-f8ae89924cb6","height":19.73,"width":18.4},{"id":"33579488-79e8-43b8-9a52-4631cff8a27c","height":8.27,"width":8},{"id":"37a94342-eb2e-462f-8a2d-bfadc5e6d4a0","height":8.27,"width":8},{"id":"c2514f94-9930-4b3c-a861-9bea99bba801","height":8.27,"width":8.53}],"sign_height_raw":31.73,"sign_width_raw":"120"},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":32.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Dimension Calculation {"data":{"dim_id":"18d5aedd-5388-47cd-8036-5f458a6533d8","height":19.47,"width":23.2,"ceilHeight":20.0,"ceilWidth":24.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Dimension Calculation {"data":{"dim_id":"f7bd78b2-9263-49b6-9df6-6d601e68795c","height":18.67,"width":35.2,"ceilHeight":19.0,"ceilWidth":36.0,"biggerDimension":36.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":66,"sign_type_id":1,"heightOrWidth":"36.00","return":3,"price":516,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Dimension Calculation {"data":{"dim_id":"f1911c57-2de7-4a41-a7c4-3fa152d0e45a","height":18.67,"width":15.73,"ceilHeight":19.0,"ceilWidth":16.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":32,"sign_type_id":1,"heightOrWidth":"19.00","return":3,"price":196,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Dimension Calculation {"data":{"dim_id":"ce61b38b-87ec-4f47-a95f-49362f235e28","height":18.4,"width":16.8,"ceilHeight":19.0,"ceilWidth":17.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":32,"sign_type_id":1,"heightOrWidth":"19.00","return":3,"price":196,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Dimension Calculation {"data":{"dim_id":"f3d73ac7-1e62-405d-a8c6-f8ae89924cb6","height":19.73,"width":18.4,"ceilHeight":20.0,"ceilWidth":19.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":34,"sign_type_id":1,"heightOrWidth":"20.00","return":3,"price":209,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Dimension Calculation {"data":{"dim_id":"33579488-79e8-43b8-9a52-4631cff8a27c","height":8.27,"width":8,"ceilHeight":9.0,"ceilWidth":8.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Dimension Calculation {"data":{"dim_id":"37a94342-eb2e-462f-8a2d-bfadc5e6d4a0","height":8.27,"width":8,"ceilHeight":9.0,"ceilWidth":8.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Dimension Calculation {"data":{"dim_id":"c2514f94-9930-4b3c-a861-9bea99bba801","height":8.27,"width":8.53,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":8,"baseProductionCost":1622,"result":[{"id":"18d5aedd-5388-47cd-8036-5f458a6533d8","height":19.47,"width":23.2,"depth":3,"price":277},{"id":"f7bd78b2-9263-49b6-9df6-6d601e68795c","height":18.67,"width":35.2,"depth":3,"price":516},{"id":"f1911c57-2de7-4a41-a7c4-3fa152d0e45a","height":18.67,"width":15.73,"depth":3,"price":196},{"id":"ce61b38b-87ec-4f47-a95f-49362f235e28","height":18.4,"width":16.8,"depth":3,"price":196},{"id":"f3d73ac7-1e62-405d-a8c6-f8ae89924cb6","height":19.73,"width":18.4,"depth":3,"price":209},{"id":"33579488-79e8-43b8-9a52-4631cff8a27c","height":8.27,"width":8,"depth":3,"price":76},{"id":"37a94342-eb2e-462f-8a2d-bfadc5e6d4a0","height":8.27,"width":8,"depth":3,"price":76},{"id":"c2514f94-9930-4b3c-a861-9bea99bba801","height":8.27,"width":8.53,"depth":3,"price":76}]},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1770.47,"taxFactor":0.0887,"tax":157.04068900000001},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":53.0},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":288.69064748201436,"shippingWeightInKG":130.9254637106641},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":130.9254637106641,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":6,"min":"111","max":"135","rate":"130","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1622,"PSUCost":148.47,"tax":157.04068900000001,"shippingRate":130,"miscellaenous":0,"signPrice":2057.5106889999997},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":31.73,"sign_depth":3,"totalCost":2057.5106889999997,"TATDays":7,"baseProductionCost":1622,"productionCost":1770.47,"PSUCost":148.47,"tax":157.04068900000001,"shippingCost":130,"uniqueReturns_count":2,"objects_count":8},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:29] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.73,"sign_width":"120","shipping_weight":34.365052258132714,"shape":"rectangular","dimensions":[{"id":"18d5aedd-5388-47cd-8036-5f458a6533d8","height":19.47,"width":23.2},{"id":"f7bd78b2-9263-49b6-9df6-6d601e68795c","height":18.67,"width":35.2},{"id":"f1911c57-2de7-4a41-a7c4-3fa152d0e45a","height":18.67,"width":15.73},{"id":"ce61b38b-87ec-4f47-a95f-49362f235e28","height":18.4,"width":16.8},{"id":"f3d73ac7-1e62-405d-a8c6-f8ae89924cb6","height":19.73,"width":18.4},{"id":"33579488-79e8-43b8-9a52-4631cff8a27c","height":8.27,"width":8},{"id":"37a94342-eb2e-462f-8a2d-bfadc5e6d4a0","height":8.27,"width":8},{"id":"c2514f94-9930-4b3c-a861-9bea99bba801","height":8.27,"width":8.53}]}},"timestamp":"2026-04-07 05:14:29"} 
[2026-04-07 05:14:30] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 05:14:30"} 
[2026-04-07 05:14:30] local.INFO: Input Parameters {"data":{"dimensions_count":8,"shape":"rectangular"},"timestamp":"2026-04-07 05:14:30"} 
[2026-04-07 05:14:30] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 05:14:30"} 
[2026-04-07 05:14:30] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 05:14:30"} 
[2026-04-07 05:14:30] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 05:14:30"} 
[2026-04-07 05:14:30] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 05:14:30"} 
[2026-04-07 05:14:30] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 05:14:30"} 
[2026-04-07 05:14:30] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 05:14:30"} 
[2026-04-07 05:14:30] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":838.25,"dimensions_count":8},"timestamp":"2026-04-07 05:14:30"} 
[2026-04-07 05:15:33] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php9360.tmp"}},"file_present":true},"timestamp":"2026-04-07 05:15:33"} 
[2026-04-07 05:15:33] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-07 05:15:33"} 
[2026-04-07 05:15:33] local.ERROR: Concurrent API Exception {"data":{"type":"prominent_color_detection","error":"cURL error 6: Could not resolve host: imgprocessor.epiccraftings.c (see https://curl.haxx.se/libcurl/c/libcurl-errors.html) for https://imgprocessor.epiccraftings.c/image-vectorize"},"timestamp":"2026-04-07 05:15:33"} 
[2026-04-07 05:15:33] local.ERROR: Concurrent API Exception {"data":{"type":"light_color_detection","error":"cURL error 6: Could not resolve host: imgprocessor.epiccraftings.c (see https://curl.haxx.se/libcurl/c/libcurl-errors.html) for https://imgprocessor.epiccraftings.c/image-vectorize"},"timestamp":"2026-04-07 05:15:33"} 
[2026-04-07 05:15:33] local.ERROR: Concurrent API Exception {"data":{"type":"extra_light_color_detection","error":"cURL error 6: Could not resolve host: imgprocessor.epiccraftings.c (see https://curl.haxx.se/libcurl/c/libcurl-errors.html) for https://imgprocessor.epiccraftings.c/image-vectorize"},"timestamp":"2026-04-07 05:15:33"} 
[2026-04-07 05:15:33] local.INFO: All concurrent APIs failed or empty. Falling back. {"data":[],"timestamp":"2026-04-07 05:15:33"} 
[2026-04-07 05:15:34] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":9.999996},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2025-10-28 100019.png","query_param":"banner_width_ft","query_value":9.999996,"file_size":37443},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Detected Objects from Image-to-Text API 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","scaled_width":23.84,"scaled_height":20.09,"exact_perimeter":111.77,"approximate_perimeter":102.87,"convex_hull_perimeter":77.21,"perimeter_pixels":417.28,"approximation_points":12,"original_contour_points":119,"shape_analysis":{"perimeter_to_area_ratio":0.3665,"compactness":0.3068,"aspect_ratio":1.19}},{"index":1,"position":{"x":220,"y":42,"width":134,"height":71},"actual_filled_area":314.58,"bounding_box_area":682,"image_base64":"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05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Nested area calculated {"data":{"nestedArea":2418.3108999999995},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"2bba8f7e-8211-4ad4-82c0-c3edfc735e12","height":19.02,"width":35.89,"perimeter":134.83,"area":314.58,"image":"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"},{"id":"15c671d6-e7c8-4721-82a1-fc8a00b3d478","height":19.02,"width":17.41,"perimeter":116.35,"area":210.61,"image":"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"},{"id":"ef0fb7c7-51b0-47b0-bf32-66262db959bd","height":20.09,"width":19.29,"perimeter":102.66,"area":183.57,"image":"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"},{"id":"08e260a1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05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Number of letters detected {"data":{"noOfLetters":8},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":665.1099999999999,"perimeter_in_feet":55.43},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[305.0,314.58,116.3,210.61,183.57,54.03,41.72,31.5],"actualFilledAreaSum":1257.31},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":8.73},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Average character height calculated {"data":{"avgCharHeight":15.47},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":448.0,"originalHeight":117.0,"ratio":3.8290598290598292},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":31.34},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Image to Text processing completed 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","scaled_width":23.84,"scaled_height":20.09,"exact_perimeter":111.77,"approximate_perimeter":102.87,"convex_hull_perimeter":77.21,"perimeter_pixels":417.28,"approximation_points":12,"original_contour_points":119,"shape_analysis":{"perimeter_to_area_ratio":0.3665,"compactness":0.3068,"aspect_ratio":1.19}},{"index":1,"position":{"x":220,"y":42,"width":134,"height":71},"actual_filled_area":314.58,"bounding_box_area":682,"image_base64":"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"},{"id":"2bba8f7e-8211-4ad4-82c0-c3edfc735e12","height":19.02,"width":35.89,"perimeter":134.83,"area":314.58,"image":"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0oVV2QFwpGEmzPHwHtnXVeKAgkEJCCQRGaCRGUhxHOf+zx+4ud+nQNxlfTgucfqy//lI2QlY12JmXhr/F9FJUQVkljHREBmYSbkxowgM3HvjHUFiYyiqgCRWWQGBWQW5s5RRFKVRAa9bdjvdpg7MqcqGWPSesMkMouiKIqYgbuTmUiiqohI3A0hnvOc5/L6t3+EA3GV9NB9j9d/f/RXWJbOGJOIJKto7kQGBajEzElmcVQFBciMiMTd2e9W3Bvr2JOZuHXMRFWRVSBjXVfcnYjA5MjEGAM3Z86kVLg3spKI4GtkImYgiSpwcyKC1p05g6rEzJhz8g3f8Hxe/3Mf4UBcJT1472P1p3/0a0gciBnBfrcHCQkiEoorWu/s9ytZBTKgyEyWvuHy5R1FUYgqaK2x7lf60jmKCKogK6DEFSXGGJgZMmONQWXh7vTeqSoigsrC3MkMKJEZyAwzse5Xlu2GjCRi8vXPez6vf/uHORBXSQ+ee6y+9NgHyCooGGNSWSSFu5OZgIg5KTMigoiAMnpvzJhEJFlFZuLWkBkRQWRCFogDQwVIQFFZmDuRwYzA3IkIzIzIwM2ZM9hsNkQEYx3IjKoEit47VTDnAIQ3QxjPeuaz+Kl3/BsOxFXSb977WP3JEx8kM1nXlTmCkiiBmzPGYLNs2e12ZCbWnL/1ohfxlOtfQE2gQVHUCuriioAxky5RHHRYB3jBrMIlvAokjtYqzERlMQAHFon/VcV1EkEhg4xiIkSxlZEUFzMRoktsJK674Tq+7TtfzYG4Snrgnkfri5/5l7g7lcWIQG5kQswAhLszZxARtOb82B0/xVNveiV/hYm/BP3mvY/W5x5+HwGYOyaRmUQUlKgqJGOOFdyogte/7Q087aZX8hfEX3O6/+yF+uNHfoXIpKpwc8aYHEUkklESY10xN0C8/m0/w9NueiUH4hqgB+55tJ54+P0IQxKSiEpMxn4duDtCRCQzBmbGT/7sG3jaTa/kQFwDdN/ZC/XE77+fAjKT1jozJlVQlYCYcyKB0SiKf/z2N3LDzbdxIK4Buu/uC3Xhd99L6w0K1jE4mnOy3W4Z6wREVmLuVBY/8443csNNt3EgrgG67+yj9cjv/DPMG1BEBEhUJJKDBFVEBNYbmckb/skdnLn5Ng7ENUDn7r5Qj/3H9zHGoHmnKKpEZiKKLK7ISgqQxBvf8SbO3HwbB+IaoHvvOl/nP/EeMqF7IzJIiYjA3JhjIgkEQmQmb/6Ft3Lm5ts4ENcA3XvX+XrkY+9hZtC8YWbMmGQVVVAqhJBEZmJm3PGON3HmGbdzIK4BuveuC/WZj72bmYHMKAqKK6qKqgKEmXFUVbz559/MmWfczoG4Bujc3Y/WJ3/7XRzJREURGZgZkiFEZtKXzpxBVfGmn7+DMzffzoG4BuieO8/XZz7xXvb7Pb13xjowN5BRmRTCXZhEZlIFb/mFt3DmGbdzIK4BuufOR+oPP/5eMpOqIrOQxFFmUgWtOWZiRmIm3vRP38yNz7idA3EN0L13Xag//Ph7mXMgxIzA3akqjjKDqsLciUhac97yjrdy5lm38RfEX3O6587z9emPvRtkREwiAndHgszC3QBRVWQmZsbf/rZbeOZyA3qqqLVgACsHBYiiEIVkIFGZSCIiMHO0QK1cUZXYxtntgo2EXFQWaxULBxIyo7KoSqoKM+NrqoqqwsyoKhAIoyiEKAqqwISdGnWxyAzMnW965ffxpKc/W7r3rvP18EPvpC8Lc04iAyFkoqqgwMzIDMwdCjITSZgZlUXrjXVdcXNmTARYa1Dg7mQmVUllIROZiZlhZow56c3JLCoLc+MoKxGiqnB3IhKZoAqZEXOyLAtjDkyGmbGuK5KoSswcM0MSEYEkZEbMSWvOmMFb73g3N37Li6V77nyk/vDj7yMiMDeqkjkmkoCCElDIDG+NOQZVhSQkEEbrjf1ujwTenMzCzJlzYGaYGVWFmcjkoDATkjHG4Ki1xpyDzKL3jruTmRzNOWmtkZlQEBn01skq5hz0pZMzKY4KM6OqgELmUMUYg2VZiAjcnTknb7vj3Zx54S3onrvO16c+9m4qkyzIDEwChEwIcZSZCJEUlYmZ4d6oSiKCqqKqcHfcjBGBSVQlICRxhYRJRAStNRDMMXF3IgJ3JyJp3ZnrZLPZEJmMsSKJquKotw4GYx0ctd4wGesYmAwoJJAMCopCEpIxxoqZ85affhc3/s1b0D13nq9P/857MHfW/R4oJEPiQEQE25Mt67oSM9gsC/t1xZtTWZgZkphz0FqnqqgqMhMzYeaYOWPsOZKMAkziaMbEzZFEVlGVmAwKshJJuDuZQZWAQghvTlUx1gGCqqK1RlVhZmyWhTEnMYOi6G1hxkCAJJBxx4//Ijd++y3onjvP18MP/RLmBggo3J0qiAhkwhBIZAbuDTdjRhJz4r2RMYko3A0zY87A3agqqgqqkBlVRWuN/bpnu90yxyQzaa0BBYivyUyqiq/JLJalM+ekqiiK5o0qyAqaNzITd2fMSTNHBmNMWmsIWOegtU7OAMGb3/AubnzhLeieu87XHzz0S1Dg3nA3MpIZE3PHJI7GnDR3qgozIyuhCkrIRFVi5sw5yUqaNyoLBGbCvZGZZCaZgXtjjMFmuyVjQgmZETGRhCSyAldDEjOCoyIxGVVFZtJ6JyJYeiMiqCwKMDOOqoorJKoSM2POoDL52Te9lxu/9RZ0z52P1MMffScFuDkgMicyo7I4cncQzHWCoLIwNyICSXhzcgYyUQVVhZkBoipZloWIwMzIDAoQIivJKEzC3SkKM2POgTCKIjNZloX9fk9rHaooAVVQBSZMTmaQmUiiqjAzjqqKqgIK90ZVkZUI8daffDc3vugWdPbOR+qTH30XICInktObk1WYiTkDKNwbY0yqEkn03hljJRN6axRQVbgbMwKqWJaF/W6Ht05VYibGOjE3MpO+dChAQHFFRGDmeDPGOvgaM4MCBEXh3shIWjNmBJWFmxGRyKAK3B0h9used0MY3pzM5OjNP/EubnzRLejsnY/Uww+9EzdDElUwIzCJ1jsRkyuKK7ISNycrWZaFdV2RwN2JSKqKqsLdiEha61QlYwwEyAwzw92Zc4LAZGQm2+2W3X5HRLL0zhiD1hpZCcUVkgCRFbg5WYnJiEjMhJkREbg7kcEVBSYjIsCECdwbb/zpX+LGb3kxOnvnI/XwR99J945MjDHITLKS7WbLHBPvjTkmy9LJTGIGMlFVmDmZwcnpCbvLO6gCCcnICtycjAQBVcgMCvrSuXjxIuaOmyEJKEBkJEVhZpgZmUllYuaYO+t+j7mDQIC7czTGwEz03olIqorMxN2hYMyBmSETFLz5J97FjS+6BZ3994/Upz/2HmZMem9IxpwTM1ElIoJlaYwxkQwJMoujMVZ674CQQBJmxlFEUFUUhcuRCUlUFutYcTMik9YakqhMkJAEFGNMzA0hTEZRZCW9L2QEmckVEiroy8J+tyMraa0TMem9ExmYBIiI4PT0lHVdWdeVt/3Ue3n6t9+Czt75SH3qt99DZRI5aa1zZOZkBnNOzA2TEZEcuRvNG2OszEh676zrntY6lYFMNG+AyAxa78QMigKJmJMjdyciMBOSAwUSVGLmrOvAm1OZuBuZRUSy2SwUMNZBUfTmZBatNaqKzGTOSWuNzIQCSaAiIjEzzJ07fvwXefq3fwf6wn/9Yv3Jf/sUIKr2iIUrVFAgGVUTWadyBRngSKJqUAmyBhVUDaQNVyiRnMoJFMVEbEHiiiqQoCZVEySkBUiqDElcUUUBkhCQWciEgKoJOEgIqJpIjQKqJkIUglqBBRRIHWoCxt/41u/k+qc/E1UVB8X/v/R/APNFoUiELEibAAAAAElFTkSuQmCC"},{"id":"ef0fb7c7-51b0-47b0-bf32-66262db959bd","height":20.09,"width":19.29,"perimeter":102.66,"area":183.57,"image":"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"},{"id":"08e260a1-f002-45c7-81db-6bcf14edbf6e","height":8.84,"width":8.57,"perimeter":52.67,"area":54.03,"image":"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OfSign":"120","otherDimensionOfSign":31.34,"width_of_smaller_line":20},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1399,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.34,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":55.43,"nested_area":16.79,"occupied_area":8.73,"avg_char_height":"Less than 24 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\"},{\"id\":\"2bba8f7e-8211-4ad4-82c0-c3edfc735e12\",\"height\":19.02,\"width\":35.89,\"perimeter\":134.83,\"area\":314.58,\"image\":\"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\"},{\"id\":\"ef0fb7c7-51b0-47b0-bf32-66262db959bd\",\"height\":20.09,\"width\":19.29,\"perimeter\":102.66,\"area\":183.57,\"image\":\"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CJHZkYxxHJitWkX2jtyITMYxqLUiiXEcqaUy9mDVbBXzYSAykIyllDAgMzEzBCiSMTrVK+5OJkQEILqS4oXI4N6H3ptffsLLMDMWjK2YJG4FnXHq2\\/jXz38Ux3FE7yOrZjPG3imlkJmkRHXHzBGij51aC5LAjMwkM5itWk32TkqsjCOtVsydHsk4DEynU3rvSMIoZCZSgjmRgWQsFS+M0SluSGIcOwgwQxIZorVGZpCABHVSyUgiAwQ7rF3Lk3\\/n1Wy77Y5sYWzFJHFraOHzn3gHXz\\/jFLJ33MDMcHfMjFYrPYKIQJmYO25OKokIzAwBQrTaGHtHAnMnQiAQwjB6HzE3ammkkpTIhMxkSRJLkYkycXfcjAgoxYlMQkIpMMhM3B1JmATmyMR0MuU3nvNydt+wN1sYt2CSuJW0wFmnvo1\\/\\/d8fpxUjIhHCMMy4We+dyaQRmZgZxQvK5KaVFVptyABBGkQPSq0MKyOSmE6nSMk4djDIFJJwd6xUIgIkIpNiTmaSCSJptZEpVlZWKLVixRnmA23SiAiWSnHGsVNKYfXqNfzKk17A3vsewhbGD2CS+AmIha+f\\/UFOO+XdKEVmIBlmMF+ZgxuT6YSxB9ULkQkIMMwgU6wMnVYrxZ3MBIyIwNyYTqeszOdEiugdNyclUkKZ1FqJSGppSEJKJMhMhCi1Mo4dL44kljISL87SOIxss912HP+MF3PXPe\\/JFsYPYZL4KejCfz+DT7z7TcxXbkISZs44jmyz7RpWVlaYDyPFCqUUZIAgIwGRafQ+YmaUUjA3JOgRCBE9yUy8FJSJmRE9iExqLSDHMJIkU5gZmYHMcHd6dCZtAoKhD5RSUQozY8PdNnDM8S9k1932YgvjRzBJ\\/JR03aYr+fwpb+Gi877OyubNtNaITMjEzOghJq2SEoYhwTiOlFoZ5nPMHUmYGePYMTMww93pY8fMkcDMcHeWVoYBMxaM3jutNYo7wzhQaiUymU4mzOdzSq1ED2qt9D7y4CN\\/kfs\\/7LeYrVrDFsaPYZL4D9AC3zznc3zx429jZWXOfGVOppjNVrF5842UUlnqPZBEmzS8OsN8JCViDGqr9N6RhJlj5mQGtTT6OGLm4MJLZRhHxnEEg2IFc8PdQZApBLRWGcYBxM1232M9R\\/3yk9lzn8PZinErmCT+g8TCTTfdwLfPeg+f\\/9QnGYcRd0MSkUkqyUjMndlsyubNA2YgwIBhGHE3zJxaG+PYAWHmZA+sOOaOF6f3Tu8ddweBAJchCZnAHDPRe7B27Y487Jij2f+ex9ImU7YwfgImiduIWNh07fc475yTOeuLn+e6TZsYhk4phdYa4zgiYBgGijm1VtwLEYmZsRSZLI3RMTMkUWul905EUEohI6mt4l7ICHp0WmvM5wNeCuvXb+CBDzuKvQ86kul0NVsxfkImiduYWJivbObb3zyd\\/3POqXzn3HNZmW9mOpmSmcxXVnBvGGBeMIPMRBIZiRcnEBFBrZVxHIkM3Bwzw71wM4nIxMzYfoe13PNeD+CgQw9jt7vcE3dnK8ZPySRxOxFb3HD9VVx43te46FtnccmF3+ba713LMJ8jQBKJSImIwDDMDXOjeGGpjx0vhVIr4zDHrbDd9tuwbv2e7LX\\/Rva8+0Z2Wb8fpVS2YtwGTBI\\/A2ILSVx37VVcedlF3LTpIq644mJuunFOjpu49nvXk4KMEbfCdNWM1WtmtMn2bLN2F9btspbZmp3YYae7ssOOu+JeuAXjNmaS+DkQtw3jdvZ\\/AXEFZUbrf2AhAAAAAElFTkSuQmCC\"},{\"id\":\"08e260a1-f002-45c7-81db-6bcf14edbf6e\",\"height\":8.84,\"width\":8.57,\"perimeter\":52.67,\"area\":54.03,\"image\":\"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\"},{\"id\":\"1c5656df-7147-43b6-a30b-7b43af9dfcc8\",\"height\":8.84,\"width\":8.3,\"perimeter\":44.79,\"area\":41.72,\"image\":\"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\"},{\"id\":\"d5f54c55-66aa-4fb3-a601-e1fd0834cc2a\",\"height\":8.84,\"width\":8.84,\"perimeter\":33.34,\"area\":31.5,\"image\":\"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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.34,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":55.43,"nested_area":16.79,"occupied_area":8.73,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":31.34,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1399}},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"4.39119"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"48.5707836"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"1.746045"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"12.2938197"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":7.63875},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":65.3379492},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"1.3432"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"64.15459"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"1.118"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"1.08"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"5.572"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.004423515494200001},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":4.4235154942},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00035133004291666676},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.35133004291666675},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.0033511481016666677},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":3.3511481016666673},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0068874224466667"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"6.8874224466667"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00334268473"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"3.34268473"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0044757086"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"4.4757086"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00035711690666667"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.35711690666667"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":4.637785264423341},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":12.5925},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"12.7604"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"4.0975602497096"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":277.95765408653995,"totalDenseWeight_before_formula":34.19833417603172},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":305.75341949519395},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":8,"totalDenseWeight":37.618167593634894},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":8,"sign_depth":"1"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":23.84,"height":20.09,"depth":"1"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":35.89,"height":19.02,"depth":"1"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":16.34,"height":19.02,"depth":"1"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":17.41,"height":19.02,"depth":"1"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":19.29,"height":20.09,"depth":"1"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":8.57,"height":8.84,"depth":"1"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":8.3,"height":8.84,"depth":"1"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:34] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":8.84,"height":8.84,"depth":"1"},"timestamp":"2026-04-07 05:15:34"} 
[2026-04-07 05:15:35] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775538935_27bc7b6640f786923aea8715b448ce81","bins_packed":[{"bin_data":{"w":36.19,"h":20.39,"d":6.5,"id":"unique","used_space":67.6963,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":20.39,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b87f910967dedfaa0fc83cd1d1cdcec5/1775538935-9438-4548044.svg","items":[{"id":"item-2","w":36.19,"h":19.32,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b87f910967dedfaa0fc83cd1d1cdcec5/1775538935-9432-3366532.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":17.71,"h":19.32,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b87f910967dedfaa0fc83cd1d1cdcec5/1775538935-9433-2154356.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":9.14,"h":9.14,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b87f910967dedfaa0fc83cd1d1cdcec5/1775538935-9434-9206304.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":16.64,"h":19.32,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b87f910967dedfaa0fc83cd1d1cdcec5/1775538935-9435-1777554.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":8.87,"h":9.14,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b87f910967dedfaa0fc83cd1d1cdcec5/1775538935-9435-9559075.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":8.6,"h":9.14,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b87f910967dedfaa0fc83cd1d1cdcec5/1775538935-9436-6472602.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":24.14,"h":20.39,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b87f910967dedfaa0fc83cd1d1cdcec5/1775538935-9437-2900188.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":19.59,"h":20.39,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b87f910967dedfaa0fc83cd1d1cdcec5/1775538935-9437-8078596.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-07 05:15:35"} 
[2026-04-07 05:15:35] local.INFO: Box added from packed bin {"data":{"length":6.5,"width":36.19,"height":20.39,"denseWeight":37.618167593634894},"timestamp":"2026-04-07 05:15:35"} 
[2026-04-07 05:15:36] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":8.5,"width":38.19,"height":22.64},"quantity":1,"denseWeight":37.618167593634894}],"cheapestShippingCost":387.3,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":0,"rate":482.4236305600442,"tariffAndDS":482.4236305600442,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":818.1698619150153,"totalShipmentCostFormula":"((tariffAndDS (482.42363056004) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 818.17","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":0,"rate":275.47498678540745,"tariffAndDS":275.47498678540745,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":484.485868692791,"totalShipmentCostFormula":"((tariffAndDS (275.47498678541) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 484.49","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":0,"rate":"357.30","tariffAndDS":357.3,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":387.3,"totalShipmentCostFormula":"(((tariffAndDS (357.3) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (30)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 387.3","careerDDPValue":0,"nonConveyableSurcharge":30,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":0,"rate":247,"tariffAndDS":247,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":438.57280000000003,"totalShipmentCostFormula":"((tariffAndDS (247) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 438.57","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":0,"rate":407.78093671500227,"tariffAndDS":407.78093671500227,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":695.3480532864218,"totalShipmentCostFormula":"(( tariffAndDS (407.780936715) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 695.34805328642","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited 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[2026-04-07 05:15:36] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 05:15:36"} 
[2026-04-07 05:15:36] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 05:15:36"} 
[2026-04-07 05:15:36] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":31.34,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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USA","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":0,"rate":"357.30","tariffAndDS":357.3,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":387.3,"totalShipmentCostFormula":"(((tariffAndDS (357.3) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (30)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 387.3","careerDDPValue":0,"nonConveyableSurcharge":30,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy 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(K0F569)","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":40,"quantity":1}],"totalHigherWeight":40,"DS":40,"rate":363.09999999999997,"tariffAndDS":403.09999999999997,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":688.3761999999999,"totalShipmentCostFormula":"(((tariffAndDS (403.1) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 688.3762","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]}}},"cheapest_shipping_cost_usd":390.0,"totalCost":900.0,"productionResults":[{"material_id":1,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft 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Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":1.3432,"result":"64.15459","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC & IP65.","sequence_no":7},{"material_id":8,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":9,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":10,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":10},{"variable_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":13,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":13},{"material_id":14,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":14},{"variable_id":21,"dense_weight_expression":1.118,"result":"40.6093","sign_material":"Power Supply 15A-10+5","description":"Power Supply 15A–(10A+5A) UL Certified","sequence_no":15},{"variable_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":16},{"material_id":17,"dense_weight_expression":1.08,"result":"5.572","sign_material":"Wire 18g UL UL Certified Red & White China","description":"18 AWG Wire Gauge (Red & White) - UL Certified","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.004423515494200001,"result":4.4235154942,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.00035133004291666676,"result":0.35133004291666675,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.0033511481016666677,"result":3.3511481016666673,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":28,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":29,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":30,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":31,"dense_weight_expression":0.0068874224466667,"result":"6.8874224466667","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00334268473,"result":"3.34268473","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.0044757086,"result":"4.4757086","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00035711690666667,"result":"0.35711690666667","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":4.637785264423341,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":12.5925,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":12.7604,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":4.0975602497096,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":37.618167593634894,"result":305.75341949519395,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.34,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":55.43,"nested_area":16.79,"occupied_area":8.73,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":31.34,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1399},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1399},"timestamp":"2026-04-07 05:15:36"} 
[2026-04-07 05:15:36] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 05:15:36"} 
[2026-04-07 05:15:37] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.34,"sign_width":"120","dimensions":[{"id":"d62334f9-a790-44dc-b63d-c4ddeab1e8b6","height":20.09,"width":23.84},{"id":"2bba8f7e-8211-4ad4-82c0-c3edfc735e12","height":19.02,"width":35.89},{"id":"424ee836-d355-4d50-8e9a-91165104e562","height":19.02,"width":16.34},{"id":"15c671d6-e7c8-4721-82a1-fc8a00b3d478","height":19.02,"width":17.41},{"id":"ef0fb7c7-51b0-47b0-bf32-66262db959bd","height":20.09,"width":19.29},{"id":"08e260a1-f002-45c7-81db-6bcf14edbf6e","height":8.84,"width":8.57},{"id":"1c5656df-7147-43b6-a30b-7b43af9dfcc8","height":8.84,"width":8.3},{"id":"d5f54c55-66aa-4fb3-a601-e1fd0834cc2a","height":8.84,"width":8.84}]},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.34,"sign_width":"120","dimensions":[{"id":"d62334f9-a790-44dc-b63d-c4ddeab1e8b6","height":20.09,"width":23.84},{"id":"2bba8f7e-8211-4ad4-82c0-c3edfc735e12","height":19.02,"width":35.89},{"id":"424ee836-d355-4d50-8e9a-91165104e562","height":19.02,"width":16.34},{"id":"15c671d6-e7c8-4721-82a1-fc8a00b3d478","height":19.02,"width":17.41},{"id":"ef0fb7c7-51b0-47b0-bf32-66262db959bd","height":20.09,"width":19.29},{"id":"08e260a1-f002-45c7-81db-6bcf14edbf6e","height":8.84,"width":8.57},{"id":"1c5656df-7147-43b6-a30b-7b43af9dfcc8","height":8.84,"width":8.3},{"id":"d5f54c55-66aa-4fb3-a601-e1fd0834cc2a","height":8.84,"width":8.84}]}},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"d62334f9-a790-44dc-b63d-c4ddeab1e8b6","height":20.09,"width":23.84},{"id":"2bba8f7e-8211-4ad4-82c0-c3edfc735e12","height":19.02,"width":35.89},{"id":"424ee836-d355-4d50-8e9a-91165104e562","height":19.02,"width":16.34},{"id":"15c671d6-e7c8-4721-82a1-fc8a00b3d478","height":19.02,"width":17.41},{"id":"ef0fb7c7-51b0-47b0-bf32-66262db959bd","height":20.09,"width":19.29},{"id":"08e260a1-f002-45c7-81db-6bcf14edbf6e","height":8.84,"width":8.57},{"id":"1c5656df-7147-43b6-a30b-7b43af9dfcc8","height":8.84,"width":8.3},{"id":"d5f54c55-66aa-4fb3-a601-e1fd0834cc2a","height":8.84,"width":8.84}],"sign_height_raw":31.34,"sign_width_raw":"120"},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":32.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Dimension Calculation {"data":{"dim_id":"d62334f9-a790-44dc-b63d-c4ddeab1e8b6","height":20.09,"width":23.84,"ceilHeight":21.0,"ceilWidth":24.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Dimension Calculation {"data":{"dim_id":"2bba8f7e-8211-4ad4-82c0-c3edfc735e12","height":19.02,"width":35.89,"ceilHeight":20.0,"ceilWidth":36.0,"biggerDimension":36.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":65,"sign_type_id":1,"heightOrWidth":"36.00","return":2,"price":492,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Dimension Calculation {"data":{"dim_id":"424ee836-d355-4d50-8e9a-91165104e562","height":19.02,"width":16.34,"ceilHeight":20.0,"ceilWidth":17.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":33,"sign_type_id":1,"heightOrWidth":"20.00","return":2,"price":199,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Dimension Calculation {"data":{"dim_id":"15c671d6-e7c8-4721-82a1-fc8a00b3d478","height":19.02,"width":17.41,"ceilHeight":20.0,"ceilWidth":18.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":33,"sign_type_id":1,"heightOrWidth":"20.00","return":2,"price":199,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Dimension Calculation {"data":{"dim_id":"ef0fb7c7-51b0-47b0-bf32-66262db959bd","height":20.09,"width":19.29,"ceilHeight":21.0,"ceilWidth":20.0,"biggerDimension":21.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":35,"sign_type_id":1,"heightOrWidth":"21.00","return":2,"price":223,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Dimension Calculation {"data":{"dim_id":"08e260a1-f002-45c7-81db-6bcf14edbf6e","height":8.84,"width":8.57,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Dimension Calculation {"data":{"dim_id":"1c5656df-7147-43b6-a30b-7b43af9dfcc8","height":8.84,"width":8.3,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Dimension Calculation {"data":{"dim_id":"d5f54c55-66aa-4fb3-a601-e1fd0834cc2a","height":8.84,"width":8.84,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":8,"baseProductionCost":1593,"result":[{"id":"d62334f9-a790-44dc-b63d-c4ddeab1e8b6","height":20.09,"width":23.84,"depth":2,"price":264},{"id":"2bba8f7e-8211-4ad4-82c0-c3edfc735e12","height":19.02,"width":35.89,"depth":2,"price":492},{"id":"424ee836-d355-4d50-8e9a-91165104e562","height":19.02,"width":16.34,"depth":2,"price":199},{"id":"15c671d6-e7c8-4721-82a1-fc8a00b3d478","height":19.02,"width":17.41,"depth":2,"price":199},{"id":"ef0fb7c7-51b0-47b0-bf32-66262db959bd","height":20.09,"width":19.29,"depth":2,"price":223},{"id":"08e260a1-f002-45c7-81db-6bcf14edbf6e","height":8.84,"width":8.57,"depth":2,"price":72},{"id":"1c5656df-7147-43b6-a30b-7b43af9dfcc8","height":8.84,"width":8.3,"depth":2,"price":72},{"id":"d5f54c55-66aa-4fb3-a601-e1fd0834cc2a","height":8.84,"width":8.84,"depth":2,"price":72}]},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1741.47,"taxFactor":0.0887,"tax":154.468389},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":53.0},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":288.69064748201436,"shippingWeightInKG":130.9254637106641},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":130.9254637106641,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":6,"min":"111","max":"135","rate":"130","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1593,"PSUCost":148.47,"tax":154.468389,"shippingRate":130,"miscellaenous":0,"signPrice":2025.938389},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":31.34,"sign_depth":2,"totalCost":2025.938389,"TATDays":7,"baseProductionCost":1593,"productionCost":1741.47,"PSUCost":148.47,"tax":154.468389,"shippingCost":130,"uniqueReturns_count":2,"objects_count":8},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"d62334f9-a790-44dc-b63d-c4ddeab1e8b6","height":20.09,"width":23.84},{"id":"2bba8f7e-8211-4ad4-82c0-c3edfc735e12","height":19.02,"width":35.89},{"id":"424ee836-d355-4d50-8e9a-91165104e562","height":19.02,"width":16.34},{"id":"15c671d6-e7c8-4721-82a1-fc8a00b3d478","height":19.02,"width":17.41},{"id":"ef0fb7c7-51b0-47b0-bf32-66262db959bd","height":20.09,"width":19.29},{"id":"08e260a1-f002-45c7-81db-6bcf14edbf6e","height":8.84,"width":8.57},{"id":"1c5656df-7147-43b6-a30b-7b43af9dfcc8","height":8.84,"width":8.3},{"id":"d5f54c55-66aa-4fb3-a601-e1fd0834cc2a","height":8.84,"width":8.84}],"sign_height_raw":31.34,"sign_width_raw":"120"},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":32.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Dimension Calculation {"data":{"dim_id":"d62334f9-a790-44dc-b63d-c4ddeab1e8b6","height":20.09,"width":23.84,"ceilHeight":21.0,"ceilWidth":24.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Dimension Calculation {"data":{"dim_id":"2bba8f7e-8211-4ad4-82c0-c3edfc735e12","height":19.02,"width":35.89,"ceilHeight":20.0,"ceilWidth":36.0,"biggerDimension":36.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":66,"sign_type_id":1,"heightOrWidth":"36.00","return":3,"price":516,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Dimension Calculation {"data":{"dim_id":"424ee836-d355-4d50-8e9a-91165104e562","height":19.02,"width":16.34,"ceilHeight":20.0,"ceilWidth":17.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":34,"sign_type_id":1,"heightOrWidth":"20.00","return":3,"price":209,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Dimension Calculation {"data":{"dim_id":"15c671d6-e7c8-4721-82a1-fc8a00b3d478","height":19.02,"width":17.41,"ceilHeight":20.0,"ceilWidth":18.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":34,"sign_type_id":1,"heightOrWidth":"20.00","return":3,"price":209,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Dimension Calculation {"data":{"dim_id":"ef0fb7c7-51b0-47b0-bf32-66262db959bd","height":20.09,"width":19.29,"ceilHeight":21.0,"ceilWidth":20.0,"biggerDimension":21.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":36,"sign_type_id":1,"heightOrWidth":"21.00","return":3,"price":234,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Dimension Calculation {"data":{"dim_id":"08e260a1-f002-45c7-81db-6bcf14edbf6e","height":8.84,"width":8.57,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Dimension Calculation {"data":{"dim_id":"1c5656df-7147-43b6-a30b-7b43af9dfcc8","height":8.84,"width":8.3,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Dimension Calculation {"data":{"dim_id":"d5f54c55-66aa-4fb3-a601-e1fd0834cc2a","height":8.84,"width":8.84,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":8,"baseProductionCost":1673,"result":[{"id":"d62334f9-a790-44dc-b63d-c4ddeab1e8b6","height":20.09,"width":23.84,"depth":3,"price":277},{"id":"2bba8f7e-8211-4ad4-82c0-c3edfc735e12","height":19.02,"width":35.89,"depth":3,"price":516},{"id":"424ee836-d355-4d50-8e9a-91165104e562","height":19.02,"width":16.34,"depth":3,"price":209},{"id":"15c671d6-e7c8-4721-82a1-fc8a00b3d478","height":19.02,"width":17.41,"depth":3,"price":209},{"id":"ef0fb7c7-51b0-47b0-bf32-66262db959bd","height":20.09,"width":19.29,"depth":3,"price":234},{"id":"08e260a1-f002-45c7-81db-6bcf14edbf6e","height":8.84,"width":8.57,"depth":3,"price":76},{"id":"1c5656df-7147-43b6-a30b-7b43af9dfcc8","height":8.84,"width":8.3,"depth":3,"price":76},{"id":"d5f54c55-66aa-4fb3-a601-e1fd0834cc2a","height":8.84,"width":8.84,"depth":3,"price":76}]},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1821.47,"taxFactor":0.0887,"tax":161.564389},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":53.0},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":288.69064748201436,"shippingWeightInKG":130.9254637106641},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":130.9254637106641,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":6,"min":"111","max":"135","rate":"130","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1673,"PSUCost":148.47,"tax":161.564389,"shippingRate":130,"miscellaenous":0,"signPrice":2113.034389},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":31.34,"sign_depth":3,"totalCost":2113.034389,"TATDays":7,"baseProductionCost":1673,"productionCost":1821.47,"PSUCost":148.47,"tax":161.564389,"shippingCost":130,"uniqueReturns_count":2,"objects_count":8},"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:37] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 05:15:37"} 
[2026-04-07 05:15:38] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.34,"sign_width":"120","shipping_weight":37.618167593634894,"shape":"rectangular","dimensions":[{"id":"d62334f9-a790-44dc-b63d-c4ddeab1e8b6","height":20.09,"width":23.84},{"id":"2bba8f7e-8211-4ad4-82c0-c3edfc735e12","height":19.02,"width":35.89},{"id":"424ee836-d355-4d50-8e9a-91165104e562","height":19.02,"width":16.34},{"id":"15c671d6-e7c8-4721-82a1-fc8a00b3d478","height":19.02,"width":17.41},{"id":"ef0fb7c7-51b0-47b0-bf32-66262db959bd","height":20.09,"width":19.29},{"id":"08e260a1-f002-45c7-81db-6bcf14edbf6e","height":8.84,"width":8.57},{"id":"1c5656df-7147-43b6-a30b-7b43af9dfcc8","height":8.84,"width":8.3},{"id":"d5f54c55-66aa-4fb3-a601-e1fd0834cc2a","height":8.84,"width":8.84}]}},"timestamp":"2026-04-07 05:15:38"} 
[2026-04-07 05:15:38] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 05:15:38"} 
[2026-04-07 05:15:38] local.INFO: Input Parameters {"data":{"dimensions_count":8,"shape":"rectangular"},"timestamp":"2026-04-07 05:15:38"} 
[2026-04-07 05:15:38] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 05:15:38"} 
[2026-04-07 05:15:38] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 05:15:38"} 
[2026-04-07 05:15:38] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 05:15:38"} 
[2026-04-07 05:15:38] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 05:15:38"} 
[2026-04-07 05:15:38] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 05:15:38"} 
[2026-04-07 05:15:38] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 05:15:38"} 
[2026-04-07 05:15:38] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":866.3199999999999,"dimensions_count":8},"timestamp":"2026-04-07 05:15:38"} 
[2026-04-07 05:17:46] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php9B76.tmp"}},"file_present":true},"timestamp":"2026-04-07 05:17:46"} 
[2026-04-07 05:17:46] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-07 05:17:46"} 
[2026-04-07 05:17:46] local.ERROR: Concurrent API Exception {"data":{"type":"prominent_color_detection","error":"cURL error 6: Could not resolve host: imgprocessor.epiccr (see https://curl.haxx.se/libcurl/c/libcurl-errors.html) for https://imgprocessor.epiccr/image-vectorize"},"timestamp":"2026-04-07 05:17:46"} 
[2026-04-07 05:17:46] local.ERROR: Concurrent API Exception {"data":{"type":"light_color_detection","error":"cURL error 6: Could not resolve host: imgprocessor.epiccr (see https://curl.haxx.se/libcurl/c/libcurl-errors.html) for https://imgprocessor.epiccr/image-vectorize"},"timestamp":"2026-04-07 05:17:46"} 
[2026-04-07 05:17:46] local.ERROR: Concurrent API Exception {"data":{"type":"extra_light_color_detection","error":"cURL error 6: Could not resolve host: imgprocessor.epiccr (see https://curl.haxx.se/libcurl/c/libcurl-errors.html) for https://imgprocessor.epiccr/image-vectorize"},"timestamp":"2026-04-07 05:17:46"} 
[2026-04-07 05:17:46] local.INFO: All concurrent APIs failed or empty. Falling back. {"data":[],"timestamp":"2026-04-07 05:17:46"} 
[2026-04-07 05:17:47] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":9.999996},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2025-10-28 100019.png","query_param":"banner_width_ft","query_value":9.999996,"file_size":37443},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Detected Objects from Image-to-Text API 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HLh3t1xwcdfSTdjvjZnsbFBIMxncxaLBcNsoLfOP3MPbnDjI7n+0deByZFBEFUE8AhUtmKLDnUDUSUWgfZrwZbCtOsb6BECWeEyR45S4h8CbhDEfkiHJvwSx7/hyA0F+6dAtwnTCIs1Z1o0Dlx6Kd/6xtfZ2FjgHuScaa2hSSEgEHozPAwzo5ZKAO6ORUAE7k5KinUnpUzKiVNPO5M7nvloVoSDTC7cuzt2fvS3IQLNCRXBzFFNuDsRTvADSRPLcaLWyjQ1IhwRRUQRFfDACfDA3ImAYRhYLBYggrvTemdtPmdjsUGtFRFhmhrT1Ni6ZQu9d8ZxJNdK74Ym5QeE3jtDHWitYWaYBSJC7x0QzI2cMkFgZmhS3APVhJkhIpgZApg7wzAAwmxW+MWnvoJth16HFeFHcDM0JX5ccuHeXfGFj7wSx5GUsN5xd0op9N5xcw459FD2799Pb42UCiln3DrugYgAgrkTHogqi8WCYaj0bgy1gsBiMaKquDt1GGjTSC6F/ZfvZ5jNmFpjU86ZaZoQTYzLJbP5nGlqzGZzlssFgpBzpfdGRJBLpk0NSUprHdVETpnuRhKl9Ya7k1KCgO4dQhAg58w0NU6/33/k1LueyRWEf4eZ8c43/Bq3vv1J3ObE+wQ/IPw75KJ9u+OCP/89FosFpRRSKoQby3HJ2toal116gNlsYJomUkqICNM0Ye7klMi50LshCIZjboQ71p1SC9acnDOi0KaOuxMERBDAMMxoZozjRETgEcyGGVPrLBcLcs6IKCICBOaOpoyZEe4gQgC1VMZxgZujOTHUGW1qmBu9G7UUzA0zRxDcnFILx97mOO77iBegqqwIP8IX/ur98b63vIGI4JS73IMz7/8kUsqsCP8GuXDvrvjch15GHQbcjE1uwdQ6qgoRTK1ThkpvnVorEUGEs7GxYD6fsxyXCEKtA+M4QgTDMNCa0dpEBOSh0FvHzMi58APCOI2oKgS0ZogItVZQobWGBLgbIoqHEAQqwmK5pNaKmaFJEQSPgAhKKSwOjOSSIMAj0KT0ZtSSab2z6drXP4JHnPvrbN16GFcQ/h2XX3ZJvPG3n8b3/mk/EUF4cMe7nMLd7/t0Sh1YEf4VcuHeXfHp97+E2WzGuFxShwEPWCwX5FxorbGpTZ1aC906OWfcnVoq+/fvp9YBEcHMMHNIQimVxWLJDwg5J1SV/fv3s7ZlK0TQpoaZg4J1I8JJKSMokgTrBqKklBjHkfAAhTAHEXLOCDC1jpsDggiklNBcmNoEEaSUiAgQVgQ353pH3JiHPu5ZHHro9biC8CP8yTtfG5/71AfZFBGUXOjWuONd7sQZ9386ORdWhH9BLlzfFX/x3hcTCDlnUkpsLDYoubCpW6eUgnUDAbdARUCU3hsRQUoJM8cDgiDljJkholg3zAIRcA8ggABRujkiwmwYmNoEAbkU2tRovSEiBKCAuxOAu5NTQUQwd0opTONIypmsiY3lEhXBWRG+T0TY5Oagwm1ufyfOfMCTWFvbyhWEH+HLX/xCvPmVzwZVFEFTovdOKQVz56Q7352fP+vJrAj/gly4d3ec/97fBBFSTrg7vXVAiXAQIdxJKSEiGIGI0FqDAE2JTa11IoJcCn3qdDNKzpg5KSmtddwDVcE80KSMy4lhNmDdyDlh5jTrJBVa6wzDgFswTROIoKqoKiCEwDSOgJByIqdMuINA7wYKKoqZ4e6klDj82tfmrmc+gtuceDo/RPgRWpviD1/9y1z8pYtRVdydnDOtN2azOW5GBDzo0U9gx/H3ZkX4IbJvfVd86v0vIWmi9Y6bsUlE6b1Th8rGxpI6FHo3Sq2YORFB0sRynAgPai1064zjiIiSU8GsI6rklDF33I2UMhaOmzONI8Mww8Mwc1QV1YSKsBxHSqm4OeGOhSOqiAqCYm6ICG1qaFI2RQQRQa2VqU2ICIRwo6OO5rTT78FNtt+DOsy4gvBj+tyn3hEfes87EDYJvTdEhKQJVaF1A4KhDjzhGS/h2tc9mhXhCrJvfVd8/J2/TgApJcKDOgyM44S7ExEgQiD8QBARgFDrwHI50qYJBEqpTK2hqghCypnFYkEpFU1CuKMp0aaGqOJmgBDuBCCiuDk5Z5bLJSVnLAJNifBg6hMqirmRcyalhKoSEbg7EUFvnWsdfji32H47jr7JMdzg6OM5/LpHIyL8EOHH9N3vfCN+/6W/xDiNuDtJE+ZGyolxOVJqRQjCgwi41fHH8+DHvABZ4Qqyb31XfOydL0QA1URrHUmKR2DuhDsRgaCoZtAg3AkPujkiQrdORFBKxbpRSqH1ziZ3p3cn54S7k1QxDwRBBBBFCNyDTSIKBGYGIvQwkibcHFGhtcZsNqO1RkSQc6a1Rq0VEMyM613vhjzxV16NiPBDhJ/Cf3/zC2LnX3+eHwiSZqY2MQwD0zShSUmaICCAcOMXz3sGN7nlXVgRVmTf+q744FtewNp8TkSwXE4QRi6F3jsiyoH9G2zbdgitTTiwbdshHLLtMMwMj0BFEYTeO7VWzIxunU2qyvcFOMFQKxuLiZwSrXdySjR3SkrgToiAO53gku98k3GayDljZmxydyICVUU1ER603qil4BGICiqJc5/5Ug6/zjGsCD+lfXs+E29//YsY6sCBAweYzeZY75gbCNRSaa0hgEeQUsLM2L7j5jz08S9DVliRveu74mPvfDEICEprDTcnl4y7IwLmYO4IgoVxvwedyS1v/ziubBd84dP88VteRkQQEZgZKRUinKSJ5bik1kJrnZwzrTVUBdXEve7/WE65631YEX4K47iIP3zlU/jGN76DqiIihDvdDA9nNgyIJBaLDSKclAsCeARJE4972gs44sa3YUVk7/qu+PBbXkhEkFJiXC7IQ6X3jogiIuScGccJdweB+z/kHhx7+yfxQ4SDLzYOXM4r/+s5TFNDRAggqTKOE8NQmaYJVcHcKKVgPYAgp8T222znrEe/kBXhp3D+R98cH/vge+m9U2ultcYwDIzjSEqJTRGBiACCqhAR9NYwd37mjHtxxv2fworI3vVd8advexHmjgDTNJFLIdxBBDfDI0iaaL0jAvd78N3ZfvJ5rAhXrnjDbz2Nr331YkSETRGBiADBJndHRNmUUsLdEVVKzjz1ua9nvraNFeEn9IG3vCg+8+nzyTmzycMpuTCOIzllunVSSiD8QATuQUqJiOCwww7jqc99I5qSyN71XfHht/4GIoK5EwFuhoUjQM6Z8MA9aK0RwP0fdg92nHweK8KV7BMfek188s8+jIrSW8dxVBIQ5JTwAFXBzBARIACh987Z5/wqtzrhzqwIPyEzi4+867f47GfOx8wQEUSElJTWOr13cs6oKuFOShlzY5OIIKo84Zd/gxseuR3Zu74r3vfG5+HhEIGIEgEpJQgwczyCnBKqytQaD3z4Pdh+4rmsCFeyfXs/HW9/7W+yKafE1BpEYOHkXFBRxnFJTolcKm4dEcEjuP3Jd+a+j/i/WBF+cmHWefcfPo89f7sLEUUEIgLrRh0KvRsRgaqyKaWMm+FhqCYe8LBzuO0d7oPs3bMz3vMHz+MHBBFAFAg8gk29d2qthDvdnQeefQY7TjqXFeFKtv/yy+KVv/ZYltPEbBiIcCJgHEeSJjQpZsYwVKapkXKi9w4BhxxyCE957h9QyiD8dOKS73yD17/0aYzjCCKIgHVDVMi54O703hEEj6CUTO9GTonTTr8Xp9/nCcjePbvivW98AeGOiGBmaMlscnfcHXODAEEwN85+1M+x/aRzWRGufPGmVz6Fr3zpYlSVIMiaQAW3AIJ/1nsDhJQUEFQTv3ju07nxzU5lRfjpxCf+5FX8xcc/DgG5ZMZxJOeEe+DmpJwQwCMQEXrv1Fo59rhb8+DHvQBZ37Mz3vvGF4BDN0MVPAJUEBEEYdM4jpRSCOCss89gx0nnsiJcBc7/szfGx/7H+xEBEcHMcHc0JQjHPai1YmYQkHKitYaocsqpd+HnHvKfWRF+Sl/ee3780Wtfhqrg7qgqvXdKKfTeERFEFQW6dUAQUW5685vwyPNejqzv2Rlve82zgWA2mzFNE5uGOrBYLsg507uRkgKKe+ehj7w32098EivCVeDL+74Q/+21z6f3TikVEWhtQjQhQETg4WTNaFLa1PBwIoKt27bxtOe+ntl8q/BTuvgre+PNr3omBPTeGWYD0zgioogIqoq7k1IiPNCkhDvXvu7hnPurf4Cs79kZ73r9c4kINokq1jspJUDo1lFRkiY8HHfjIY+4F7c6+VxWhKvANC3jt5//WDYWG+RccDciAndHk2LdEQnMHBElJcXDEQR35yGP+U/c+nb3ZEX4KfzdVy6IN7/qOZgZZsYwVFrrDHXA3DAzRIXeOrVUPBx358gb3ZAn/MrrkPU9O+Mdr3sO7qCqiEAQbBKE3htb1rayWC5BIKnwoLPPYPtJ57IiXEXe9+bnx19//vOICLVWxuUIAiVnzJ2UEtM0oarknBERNCnTOHGzm9+SRz75JawIP4UL93wi3vr7r8DNKaWgIrTeEVFSUtyd1hoiggjUOjBNIze7+TE86j+9Ctm7Z1e86w+eR0QQEdQ60HvDzMg501ojpYR1AxE0KWc97O7sOPk8VoSryN6//pN411vegJmhqpg7EYEKK0IphdYaZkbOhZwTvXcgcA8e97RXcNRNbsqK8BP65Ad+Pz7x8Q/i7uSSadOEasK6McwG3IwA3J2IYDab09rIjtvejgc95vnI+p6d8dbXPJucMhGOqgBCmxqalCDorVNyARFyTjzwYXfnViedy4pwFbn0n74Rv/VrT0Ii8IDeG7VWeu/knIkICFBVVIXWO0kTHo6ocNIpp/LzD/sVVoSfwDQu4lUvfAKXXXopKSU2RQRmhqoiIqgqBIgKZoaI0HvnZ848k5/9+Scj63t2xlt+91cptWBmlFwIgmmcKKVgZogKbZwYZjPGceThj/55dpx8HivCVSf+6NW/whcvXMfdUU3krCDCuBxJKbHJzciloKq4O6qCe5BS4vG//Jtc/4ibsyL8mD79P98VH3z3m9k0DJWpTQiCiJBSwt3JOdNbQ1NCRLBuBMEDH34Ox9/hfsj6np3x3179TCKCXDIiQps6pRQQcOvklHFAABHhrIefwY6TzmVFuAp94a/eH+9842uYz2eYBd06tRbCHRFFVZnahHugIogIEUFKiYjg2B3beeg5v4GIsCL8CF++cE+8/fXPxczZtFgsyLkgCkkTrTdKLoQ7rXdSSpgZs/mc3jtPfPqLuOGNtiPre3bG21/7HEQEVcXcEATzjkpGVbBu5JKIAFXlrLPvwfYTn8SKcBXaOPC9+J0XPolxHIGgtY67k3Ki5IKZoZoIHAIQoU2NiKCWjANn3vehnHr62VxB+Ddc/OXPx7vf8HI2NjYIDxBwd0QEs04pld4687UZrXWCgIDeO6UU1ras8UvPfzMpZWR9z85422ueTUoJM8M9qDVj7oRDSkLvRkqJbsZQBx7w0J9lx8nnsiJcxf70vS+P/+eTfw6iqAhmHU0JMwcCAoZhYJomVJXwwHFqrfTWEVHuff97s+Oks1lb28qK8EMuv+y78emPfpDPnP9exmkk50xEoCmhImxyc4JAREgpYd0IAg+n5ELvjdPuenfOOOtprIis79kZb/29ZxER5JQJglIKrTU2uTsiwiYRAYIHP+JMdpx8HivCVezrX70oXvuyp5OSIiKklOjWUVEigtYapRQE6L0jqhCAQOudLfMtLJYbbDvkMI692Q6uc8Nj2HL4YWxccilf+9o+LrroC/Ru9N5JKQHCJhFwN1LKWO+UWlksFpRc0KxYNzQpBEzTyOOf8l855tiTWBFZ37Mz3vqaZ6GqCIKbgwSqid47CBCQUmKTJuXBD78n2098EivCVS8+8Jb/wuc+8wVEIefCNE7UWtjkbqSUGccRM6fWgpvT3Sg5kXMhIiACM8Mj8HByypRSEIFpbJgbORfCHQQiAk1KEqX1TskZc2eTiLJJgKlNXP+GR3DuM3+PlDIrIut7dsZbf/dZzOYzIBinCevGMAy4OaLCYrHBfL6GuxMRPOxR92b7iU9iRbgafO1Le+KNr342EYG74+7knDEzSslEgFkHBBHB3RERRJWkShAQMI4jOWfcnYggAmotRAQRgaiiIkN2HawAAAVoSURBVMxmAxsHNqjDwDRNuDualFoGxnGJihABqoJHcJ+zzuPEu9yTFWFF1vfsjHf+/nOJcHLOmDlBsElFUVWSKlNrRAQRwcMedW+Ou/1/ZEW4esSfvucVnP+Jj1JrpbVGrZWpTRBBzoXeO5oSpRTaNLEpwgEhIiilEuGYOZqUcCenhLsjqogI3QzcSTkjAuFB7x1EGIaBCGeaGhFBKYWI4JBDr8WTnvlqhmHOirAi63t2xjtf/1zCHE2JcTmSa4EI/pmqEgHmnaSJBz38DHacfB4rwtXke9/9x/iDlz+V/QeWmHdUFNVEuJNLZpom3IOcExFOa53ZMMPcCHcCEBFSSrgZmhJEsMkJwgMRwcwopdBaZ742Y7lYknLCzEmqRAQI3ycI93/EEzn+pHtzBWFF1vfsjLe/9jmoKiLCpjZOoIKI4GYggori7iDw0Efei1uf8mRWhKtPXPD5/8G73/L7uBnuzqZcMirKNE5sqrMB6x13R1Mi3BBR3J2UFPdAVYkIuhnCiggC9N6pdSDCiQhUFXNHAHNHRVAVRJQIZ8ettvOgx78YVWVFuIKs79kZb3vNsyFAkpA1s1gsyCVjvSOaEIGcMuaGu/PQ/3Avbn2HJ7MiXI1i5UPveTGf/eSnGaeJWivdjKSKiODupJQIdzQleu+UUkCEaRqptbLJzTAPBFBV3B1BQPi+cEdTQkRQVcZpgnBEE4oQBIcdeiiPftqLOPzaR3EF4QqyvmdnvON1zwEE94AILJyhVqapkZISARHObDaj985ZZ5/BjpPPZUW4mi02DsSbXvWf+cdvfhNBcJxwR0QxM1JKmBmlFCICCKbWGOoMs46qoJro3TAzSk4EoEkJD3o3ckm4OSJCRODu1Fqw7ng4KSkPf8IzuMX207iC8ENkfc/OeOvvPouUE5vCgzpUeu9EQBBYa5RaMTfCg4c+8l7sOPk8VoSrX3z3km/x39/wHP7+779FzonWO+FBzpmIIKWEdcPD+T4RclLMnJQSm3LOTOOEu6NJiYBaC+5GBKgq0zQhCCklRCACzJ17n/UI7njXh3AF4V+Q9Qt2xjte919IOWFmuBs5ZVrvpJwgBHcjIggCM+MRv/gL7DjlPFaEa4a45Ntf5W2vez7f+fZ3gWBTRCCq5JSICNwcd0eSEu54OCUXeu/UUtGkjONI7x1VRVVRVXrvaFJqqSyXS+pQmcaRYZhzt597OHf52QdyBeFfIesX7Iy3ve7ZCAICEkLgmDkiwqZaK5t676gqD3jo3bnNHZ7MinDNEd+95Ju8/62/wVe+eDEpJcyMlJRuhiDUWmlTY5gPbGxsgIMmIeeCmSEipJQIgk3WjQjHPcg5s8k9EAlyLvz8Q57I7U65J1cQ/g1yySXfiot2/yVuDdGCiBDeiOhomhERgPD/igU3veXNuN4Rp7AiXLPEcrnBh9/zWnZ//nwQMDPcDETYVGultw4CKsImcyflBA7NGjllckp0MyLArANC741hNnDTW9yC03/hPI486hiuIPw7JCJYCX5ywjVTsPLFfX/N+R96E1/60pcptZJTYjkuEYRNJRcQMOuYOaUUrHdQQULQrCRVWuuUUhjHkVtu38HtT7s/x+04BRHhCsKPIBHB/6bCrPPVi87nM5/8KF/+4j6mNuHmbJrP54zjiIigSSEEEaH1CRUlIhBNHH744dzmxLty3G3uzA2OvBk/RPgxSUTwv7HgCt/9zj/w1S99gW9+dRdf+dKXuPTSy1hsbCCimHWGYWC+tsbali0cedSNud4R2znqZju4/g1vSsqZHyL8hCQi+D9E8EPG5YI2bjAuRkSEYeuMkteow8C/Qvj/QSKC/4MF/1/CQfa/AHEPT5lTSc9XAAAAAElFTkSuQmCC","scaled_width":23.84,"scaled_height":20.09,"exact_perimeter":111.77,"approximate_perimeter":102.87,"convex_hull_perimeter":77.21,"perimeter_pixels":417.28,"approximation_points":12,"original_contour_points":119,"shape_analysis":{"perimeter_to_area_ratio":0.3665,"compactness":0.3068,"aspect_ratio":1.19}},{"index":1,"position":{"x":220,"y":42,"width":134,"height":71},"actual_filled_area":314.58,"bounding_box_area":682,"image_base64":"iVBORw0KGgoAAAANSUhEUgAAAIYAAABHCAYAAADCzT+AAAAgAElEQVR4AezBCbylV1Xg7f9aa+/3PaeqYoAGgorAvXARFJFBRZupDS2DAzYfYANJCGGKhBCIaMtnQ6sgCAmjUhWgkSEhSSUQJpEMJAabQZBKBUSqgoIoCgItYUjVvefdw1p9DkNr82tbhgSphOeRv953Hv/j4neGmBEeiAi9N1bMEqZC98DMcHdW7n3/x3PETW8ufNf/4XNXfpY/OueU6L2TLFF7RRG+RITeO5YMPBAR3J3eO4iQzPiq//Bzj+Zma7dhSfg3Ivv27OS8sy+J1hoiikdnZRxGeu9074gIOWcIqLXy8Cecytr6hvBd/4f/ceGr408uehO9dxAwNVSVUgqqiohiptRaIaD1xmw2o7UGEdTeMVV+8IfvyFHHP50l4d+I7LtsZ5x35iW4O6JCRODujMNIbRVEUBFWpmli5ZEnv4C19Q2WhO/6kq2DV8Vpzz6eg5sLai2IKCklenfMBPdAVRFRvHfUlFoLKSVyHpimiYhgHGeUOnH8k07lJjfbYEn4NyD79+6K3a++ABXBCQhQVUSEICCglEpKRnggKhx70nNZW99gSfiuL3nXpefFxW8+g5SMMhUsZSIcVcNMab1BQOsdM4UAVWUlIvDuWE7gjkdw+zvdnQcc82SWhH8Dsu99O2P3ay6AAFUFBBForaGq5JRpvePRSZpQEx72uGeztr7BkvBd1DrFzmc9his/+zlUFFFBROi9Q4CoIALugbujpiRLtNbIeaD3hogQ4bg7loycBk749edz+A1uypLwbSb7L9sV5519MbVWzBIRQffOiqkhIpgZpVZarQzjwDGPP4W19Q2WhO9i73vfHm8++wWICMkSrTW6O6pC7x1RgYCcMxEgAhFBaw1VJaVE706E4x6kbCQ1fuwnfoZ7P/h4loRvM9m3Z2ec+5qLUFW6d0QU7w0RRVWJCGazEfdgc3MTEeG4Jz2ftfUNloTrOHePl516Ip/8xN8DQQDeOmnI4EH3jiUjWSbCiQgiAoQlISJIaogK3TsEWEpEOCllTnrqLrbv+HcsCd9G8qH3vTjOPeNCUk4sFhPJDESJcEQEEaG3jpoiKkjAMU84lbX1DZaE67gr9r4ndp/+LEQUQejeERFSMrw7tTdUFA9HRRAEUWUlImitkSwTBGZKbZVxGGmtIxLc9+cexF3+4zEsCd9Gsv/y02L3K8/HkjFNBQgQSJYAQUTovSEiuDtmyrEnPY+19Q2WhOu403c+Jf7qig8Bgari7uQh492JCATBktF7x8yotZJTJgTCnZQyEUHrjXAn54FWK46jqhx++PV43FNOYzbbxpLwbSJXXH5anHfWJfTeaa0hIozjSCkFRIBARSmloCq4B4980gtYu+UGS8J12Cc+vjde8XvPpNZCskREYGrUWhBRRITuHTMDBPeOiDAMmcU0YWqYGf8kEBFKqVgy3B1FeMhxD+fWt///WBK+TeRD73txnHPGhYgI4Y6lhIjSWiWCpSDnTC2FPGTC4ZgnnMLa+gZLwnXY7j/47fjrD/8FvXcinFoqeRzx3kFARKilMp/P8e50b4CwknOm9457BxGGlOm907yRLKGmREDvjSOO+F4e/eQXk1JiSfg2kH17dsbu0y/AvWOWCIfA6b2Tc6a1RkqZCMd7R0w57onPZ219gyXhOuozn/pwvPS5v0GZCjkl3B0R6O4IgiUFhNYaEUEeMrUWZuOcWguqxkopE8MwEATZMq03hjzQWkVViQhWHvKo47nlbe/DkvBtIPv27Izdp19ABKgKRNAjUBFSSvTeUVNMjYhg5agTns3a+gZLwnXUW844JS7b+24iguhOSglVZWoFAnLORAQpJWqr9NoRIA2Z3hqIkJJRWwUHFFQUVaX1RhJlHGfUUogIbnXrNX7p+OehqiwJ1zC5Yu9pcdar3kpE4O6kZPTupJTpvRMRRHRSSqSUaK1z7EnPZW19gyXhOuiz//jJeMkpT6ROE6VWLCXMDCIQESKCiGA2G5mmwpcFwzDQWqP3jqpCsBSYJdw7lhPhQUQQrZOHDB6oGe6dhx3/G9x848dYEq5hsv+ynbH79AtRVVYWiwWmRkqGqOAehAdiAhFEwCOe+DzW1jdYEq6D3nnhi+Pi8y9CVXF3RAT3ICIYhoFhGLjqqqswM1JO9FrRZJgZtVTcHRFhPszw6OAQBNM0YWYMw4AoS0HvHUuJ3hq3/9Ef4uePeRZLwjVM9u3ZGee+5iJKKcznc3rvRASiQnhAgJoCQUqZgwc3efSTX8ja+gZLwnXMF75wZbzslBOZpgUBeHdSSvTeASElo7XKiogQEXTvHHHEERx2/e+lN2elLb7Apz7590hAdyciMDPGcaTWipkhGrg7qoq7Yynx0OOfyU1vvsGScA2S/Xt3xTmnX0htFRVjNhtxd1prpJTovTObjUxTQVgS5ejHP5u19Q2WhOuYy9/1injrG99K7x0PZ8gDvXU8OqKCoIiAqNBqIzwYxoGjHv1Ebn7ru/NVV/7Pv+aVL3wqZVoQARHOMAxYMnprdA9EQAA1wT0QEe58lztz5H96CkvCNUj2vW9nnH36BagKvTVQIVnCPVAVVgShe0dVMEscdcKzWVvfYEm4Dtna2oz/furj+NznvwAR1FrJKYNA784wZGqtpJQwM1QVd+d7v+/7eMQTX4SI8M/90bmn8P73vovZfMbW1hbjMNJaZdu27WxtbaGquDspJSBQESKChz/xhdzoiO9nSbiGyP49u+Ks09+KWcJbZ8XDGceRMhVElYhAVfDuqBnHnnQqa+sbLAnXIZf/2RvjjWe+gpUIR0RYGYYBdycicHdSSogKpkYphQce9QR++M734mt94m8+wKtf/JuklIlwIgIRofXGkDM5JTyc6M4wDtRS6b1zl7vel3vc/7EsCdcQ2b93V7z2NW+j985sNqPWSu8dENw7KSUinAhwdyKcR578QtbWN1gSriNaq/Hy5z6WK688gHun946ZsVgsGGcjK96dbEYeRkqZMDWud/3r8+hf/X1SHvlaEcEbXvlf+dhHPoolY7HYYhgGWq2M40BrjZQSgqAKvXc8ICXj2JN/j+85/EYsCdcA2XfZzjjn9AsRBDMDgjwMlFIwNbp3RITaGiaKiHD0ic9hbX2DJeE64gOXvT3OO/15mCo5ZUopzOYzWm/gYMkopbBjPmeaCkigohx5v2P5iSPvz7/kwx98B3+4+8VIBL1VhiGjqvTuRAQezmw24t6JCIZhoPfGj93tF/nJez2UJeEaIPv27IyzX30+Zoa7s2KqtN7JKbNSa8E96N6Yb9vGMY8/hbX1DZaE64BY2v2SX+NvP/5xylSYzWZM00Tvnfl8jrtTayGlDD1QE0xB1DjhqS9j27bD+Ze0VnntS5/MJ/7uE+ScMVOGYeDAgYPknFATVlSVFTPDVJjNZzzwMacwm38PS8LVTPbvPS3OftVbCQI8EFMEofXGyjAMhAfuTs4JQXnYCb/L2voGS8J1wEc+fFm89hXPJqeMh1OmCY9AREgpoQHhjprh3rFkiMDd7vXT/OS9Hse/Zs8738I7zj8DCLo3tm2b01vDUqK3RkoJFUEl6B6EOzt27OB2d30wd/zJ+7AkXM1k356d8bqzLibC6e6YGiklPIIyLVBL5JRotSKmeHeOPem5rK1vsCRcB7z2lb8VV/z55SRLmBkRQamVIWdaa4zjiLvTu4M4Q06AcNzJz+MGN7op/5rF4ipe88IncODgQRTBVJltm7O1WGBm5GRE70QEIsKKirLj8MN5wGNOZRhmLAlXI9n3vp2x+4wLEBXGYWRzawsREARVpfVGThkISqkEwaN/5UWsrW+wJFzLfeoT++LMXb9D751WCzkPREDQEaCHY6KoKb13WmvM53N+5A534mce9F/4eu15x1nsfdeFeKsoQgi03hlSQgQI0GQoAgHuHXfnbj/3SG5zh3uxJFyNZN9lO+PsV5+PqTEMAyJCa42VUgoiwkrOGVOltsYxJ57C2voGS8K13JvPfF5c8YH3EAhCoGYgQZkmLBnjONK9IwitVSIEVeFhJzyd7/+B2/L1OvDFT3Purqfg0ahTxZIxm80o0wQKKSVUFFFBEXrvjLOR7d9zQ+539G9hllgSriayb8/OeN1ZFyMiTKUw5Iyo4N1REVDBe6f3TkoJEeGoE57D2voGS8K12JX/+DfxklN+hWyGIFgyVkqpDDlT6gQIKSU8HBEggpvd4nb80mN/i2/U+y46jY/u/wAHDh4EAjNjGAcEIcIhQBSSJRaLBdvmczzgHr9wFDe5xd1YEq4msm/Pzjjn9AtBgt6drzIzVJXwwMzwcLx3AnjESc9j7ZYbLAnXYpe85SWx5x0X495ZiQhyTtTaGIaMiCAC7o6qQQS1Nf7zY07mFre6O9+oz3zqY7z19KcjIrh3UkpEOMMwEOGoCtNiYjab0XvQW8Fy5gY3vhX3fsh/QURYEq4Gsm/Pzjjr1W8lWyLlTO+d3jsqSqkFs0Trlfk4JwhKKTzy5Bewtr7BknAt9cUvfDr+4NSTiXBab6wEkMyAIJnRWsU9EIFhGGitcsMbHcFRT3gRZolvxrvfciofev/7GcYMEYzjSG2VpIYlxT1QTSwWW4jCkDOqxpEPeiz/7iZ3Ykm4Gsj+vbti96vPR9RIatRWiXBUDFVlmibykPkSAXfnESc9j7X1DZaEa6l3XvAH8advPx9VxcOJAFFBAgInp4R3ZxxHai2IKjkbR/7CUdzmDj/LN+vvPvJBLn3D87EkqCgBiICKMI4Di8VEKZWcB3IyQhxB+IFb3pa73PdJLAlXA9m3Z2ecd/YlRDi9O2qGilBrxcxQVVpvCIKqQsDRJz6HtfUNloRroc2DX4yXP/fxtFIptZCSomK4O0GQzVAV/kkgKhx++GE8+JdfyHy+nW9WRHDhmU/l85/9DN07pgqqtFpQVWazkVo74zCwmBaYKckS7s69HvyrXO9Gt2JJ+BbJ/st2xe7TL6D1hoqioqgpqkq4A0L3Dghmiohy1Am/y9r6BkvCtdAH33N2XPCm15NzIiJoraIqiBgi0Gtnx445Hk7OiVobK3e+689ylyOP4lv10Sv+hPdddAZmirsTEYgIBIgJJgkzpbeGdyfnjJqy9oO34UfueSJLwrdI9u/ZFWeffj5mhntgppRSWEk5YWa02hjHkd47EcHRj38Oa+sbLAnXMtM0xatf9Ct87rOfxExJmlgRFVQFESHnTG+V1hsB5JQ5bMd2fvGRz+B7Dj+Cb1WtExef/TQWmwfwcGqtEDAOA603VIVt27azeXATM0NEEAV3uOcD/xvXv+ERLAnfAtl/2c543VmXUGtFVXHvqBjDONB6o7eOqpJSIiIotfKIk57L2voGS8K1zEc/9Oa44PWvpUwTgpCy0VplxcwQIIBsRjJla3OL+bY5t7zdXfnp+/8yV5e/fP+b+eC734qH4+6oKitqinjQeyPnAfcgIvBwBOF2P34XbnOXR7EkfAtk396dcd5rLib4J713hmGg984/N5WCAI88+QWsrW+wJFyL9NbizN8/mc9//rPUUpjPR1pvrLg7qspKMmUcBlqtfNUDH/ub3PCIH+TqcvDA57norKfSSsHDiQh678xmM7x1RCCC/83dWZnPZxz50Gex47DDWRK+SbJ/7644+1XnIyJAAIKqsuIRmCrTNJGSISKIKMeceApr6xssCdciH/mLd8YbX/MC1IRhHFhREUopzOZzeiuIB6LCkAciAkvKLW69zk//p9/k6rbvPa9g/2Xvxd2xZLTaSDmjIiwWC8yMnDMRwWKxIKVESok7/NR9WbvDL7IkfJNk356dce5rLiI8UFNAgKDWSkpGShlBKHVCRDEzjjrh2aytb7AkXEvE0vln/lc+9td/SykTOWdMlfAAASJIyeitISqoKJaM2Thyt/v/Mje/5Z25un3uM//Apa/7bdwdVUVEKKUQBDkPuDsiUGph23wblhJXHbiKw3Ycxn2OfjbDuI0l4Zsg+y/bFeedfQmlTFjKuDvhjoigqgggqrg7pUzkPPDwJ5zK2voGS8K1xN9+9INx/tnPQYQvEQT3jogwG0e8OyFB751hGBBAVbj+DW7I/R7+u6gq14QPXPpiPvaX+xGBxTSRzCi1knPGzHAPRAIVIwhKmRjGkfU7Pogf/fEjWRK+CbLvfTvjnNdcSEqJ1hoiintHRBARRCBZJiSYtiYQOO5Jz2dtfYMl4Vri0tc/I/5q34cRAVWltcY4DPRwVJRaKykZKWdUFTwQ4Kfu8zDWb3ck15QrP7OfPz7vhbTSUFMiIMIREVSViGAYBjY3txCBcRxZbC24wY1uyM885FlYyiwJ3yDZt2dn7D79AoYhs7m5RUoJRBC+TFVozVEVVJWVY048hbX1DZaEa4FP/v3H4s2vehrhHe+N+bbteO+oKuM4Mk0TgWNmuDsmighf8qN3ugPDDiGCpWAlp0yE4+4EgajgrWMp4RGYKhEsBRDg4BGsRAQpJdw7akav8KHLP0gpFVUhQhmGzDQtGHJma7HAkjEMI5sHD5JzRtWYz+b80N0ezK1ue3eWhG+Q7N97Wpxz+vmA0Hon3FFVVAQ1JRxab6gZ3jsiwnFPej5r6xssCdcCf3rh78W+yy8johMRDDmjZmxtbTGOI7VWhiGTUmKaJpIlkgorKWemacK9k3Om984wjnh33B2nk1PCzCBgURaMw0hE0N3ZNp9Ta6XWCgHjfMbBgwdJouScaa1hOeHumBmlVJJlFosFaoogmBkRQYSDKK1WxnHk8BvciHs/7BmoKkvCN0D2X74rXn/WH9O702pFVRjHGVOdIEBVMDUObh0kpwF357gnPZ+19Q2WhEPclZ/9h3jzy3+DwFERBEFNERG2trYwNcbZSCmFcRypdQICEWU+n1NrxaOTckKA2XzGVV+8ClXFVPFwRJQVdwcRhpyptaJqIEAEqkp4oKZM08Q4jJRSWEk5UWuDEESFaVEYcsYjiHCGYWCxmBiGgdoarTbGcWSxmLj3Q5/ED6zdmSXhGyD79rw4znrV+agqgiAqiAi1NVQEdyfnTOuNZImVY048hbX1DZaEQ9y7Lzwj9l9+ESLCkAbMlN47lowyFSIcVcFSppaKEOScmWph23xOEKgorXe8d8ZZRkXo7iAQPUhDxnunuxMeILBtPmMxTbTaEFVMFRGht04aMtEDEaHWhopSW2UlD5lpURhnA4utgqqCgITg7pgZCExlwnLi+2/+w/zMg3+NJeEbIPv27Izdp19I90ZOmYiAgNYbOSfcAzNjpfeOiHLsSaeytr7BknAI2zx4Zbzh5U+hThOK0ryS0kCphXEYiO4ggaowm88QEUqZyMNAr40VD8fUaL2Tc6bWgqqRc2ZaLFgRVcZx4KovXsVhhx3GYrFAU8JEOXhwk2EYCIKcMu6OmVJKJedMKYWIABRVpbeGmjKfz1gsChGBmrK5uUX3zmw2Y6XWBgTjMOPeDz2JI77v9iwJXyfZt2dnnHPGhbgHK2ZKhGNmgNC9IwhmhghEwFEnPJu19Q2WhEPY+97xlviLd7+W1iopZySg1IKKklJiGBIiwoqoIEAeBspUqK2SU8bMKKWgpuSUOXjgAJqU2XyEAEvGYmuL1joqhlmmtYKg5DFTpoKq0lsn5UREAEJtlZwHeutEBGpGbZUv8cCjY5ZJyRA1Dhw4gIiQzCAgBGqp5JxZv+0dOfIBv8KS8HWS/Xt3xdmvOh8Rwd0REdw7OWda70gIvXfykDFVguDox5/C2voGS8IhqpSD8fqX/RoHr/oiZomIQAREhN4d3JnNR9ydlBIRQUqJiCAiKKUQEcxmM7o7AkQE3jvdnZSN+XwbW1tbEEHvndk4o/ZGqw0VQc2otTLkkalM5JzprWPJWEwTljK9N3LOlFKIAPdOSolWGmpGzplSCt07yTIeTusNIggRTBKqyoOPfzo3uNEaS8LXQfbt2RmvPfNtqCqtNSKcCFARRAURgQAxITwQFY4+4RTW1jdYEg5R+/eeH3928TmoKqpKaw1RYSXCqaWwffs2Smlsm8+orWFmpJRZLLZIyejdab0zG0dWaqsQICIIIGZEBL05ZkqtlZSMWhoI5HGg1Yqo4b1TSiE8MEtoMiwZW5sHSWmg1oaZUqfCfPs2am301jAzPCAI3ANEiHBUjd4dd4eAO931P3D3+z6OJeHrIPv27IxzzriQlYgAgggYhoxH4L1jZqgqQdBq49iTnsva+q1ZEg5BrZX4o1c/jc/946fIOaOibG5tYqYMOVF6QxFmsxmCUGrB3fEepJyYponZOMejIyJEgKri3lksJmbjiIeTc6a1Rncnp4yI4OH03imlMJvPaa1Ra2U2G2nVUVUW04KcEiu9ddwDS0ZE0HvHUmZRFhCCpUQtjSCYzWa0VqmlYinh3dncWrBjxw7MlKNPegHXu/6NWRL+FbJv787Y/arzGYYBM6O3TmsNFHrvqCgezmycERH03jnmxFNZW99gSTgE/c2HL453/OFZhAfjfGSxtYAAS0LOme4OASIgKoQHgjKVwmw2Eh5oMspUaK2RUmKl904QzIYZpRTUlHHMTGVCUHoPkKDUirtDBHkYaa2RkuHdsZw5uLnFkIzuzjiMlGkiVBiHgalUIoTFYgs1w8SIgIhAVSmloiaYGt2DWgqWMxHBPe79M/z4PR/NkvCvkP17d8W5Z1xIRDAMA7133B0VRVSotWJmCIKI0L1zzImnsra+wZJwiHH3eOtrfpsrP/1xVJWcMotpQc6ZlBR356u6d3pzAkElcA9SMlQVUHrviAitNUwVNUNVCQ+2FlsMwwAq9N4RhGmaSDkDgvcOEuQ8UEtFRIgIRJWtaUJFEDUinAhQVdwD743FopJzRkQRCUAQUVYObh5ERBiGgdYdAjycZImUBx75qzvZseMwloT/B9m3d2ecd+bFeDjhQTJDVGm1kXNCVem1oaqICKrKgx/7O9xifYMl4RDz6Y//abztdX8ABGaGd8fDISBno/cOEQQgKkylYpYYUqaUgnfHsuHujMNAax2PjqhQW+f6h1+fL171BcKh9c6O7duprbF58CA5DwgQEYDg4Qx5YHOxharQuiNq1FpJKREeiCrhTmtORDAMAxEgAq013B1Vo3dHRCi1YMmotUMEwziACNPWAk3Gzz/wwdzuJx7CkvD/IFdcflqcc/oFRAQigkSQLKGqRICKEAREICqIKA9+7O9wi/UNloRDzKWvf3p84mN/i7szjiMHDhxgNs7QpBBQW6W3xpBHAscssZgWeDhmGVGopbJjxw6mxYSZMpVCskQQ4FBbQ1URAXdHRBERWmtEBBHBSoiyWCwYZzMQCHfMEikltjYXuAfuDgQRgVmi1oZaIghEhNYbpoapMpVCAK1VhjzwZYKIQcA0TdzwRjfkuCf/PuM4Y0n4F8j+y3bFa8+8CBFBRFCEVipqipmhJnRvzIYZHs7KAx/1O9xifYMl4RDyP/9hX1xy7guptdF7J+VE9KB7ZxxHWmv03kkpsZgW5JxJmphtm/Hj93k43YUIEBXCg4hARFhRFdyDrxIB74GIEAIEUAIZhXAQhZiCiIAGkgQUcCALtIAkIEFMQAcUcEDAtgd//KZX8LkrP0+EsxIh9N6AwNQQMRaLidlshnsjRAjg5x74GG7/E/dmSfgXyP69u+L1Z19Cbx01BXdMjXEcabXh3tCkmBm1d7w1Hvq4U7jF+gZLwiHkz85/flzxFx9EELp3LBnhwWw2Y2tri4jACWazGYutBarCym1//Eju8tPH8p1m77vfwNvecCZBoKq07hAdRBFARKm1kZKBCLU1PJzv/74b88gnvxQzY0n4v5Ar9p4Wbzj7EkRYEojAu5OGjBBEBB4dM6XUhgAPfdwp3GJ9gyXhEPGZT308Lt79TBZbm4yzGa03SinklBARamv07oAw5MQ0TeScQZQHPvZZXO8G389XCN8ZYvPg59j5jMcxTQvcO6qGJONLAlpvrIgKguDuiAjhwQOOfQq3v+NPsST8X8iHLz8tXnv6hYgIEKgKloyIINzJQ2aaCqrKMCREjQc+8rf5gZtvsCQcGuLyS1/EZX+6BzNFVUAgAjyccEdQSqmIKq1V5rM5rTVu86O35x6/8Ot8hfCdJd71Ry/n0ovfggiIKk6gZkQPWm8kS6gpK6UUVA3vnZuv35JHnPR8vkL4GvLhy0+LN+2+lO6dnDMQRDi1VnJOpJwZcmbz4CZBMAyZO/zkXbjB4duhARroTOmf7uiNFVFBHNwdTIgIRAQREBH6VR3drogAFXQQujs5J1rrCEJKRmudlA0CWm9EgJnSu6MqiAgigojSWwMRVIXwAAERwbsTBLUk9rz9T+jeMFFQQQQigvDAw3EPcs707tRaMVMC4eeP/v+56S1ux5LwHejKz/5dvPiZT2AYBkSEgwcPknOm9caQB1LKRDibm1sMw4C703uHgGNPfDrrt74DS8LXkA9fvive8ro/oZYKKgjg7pgZZkYQ5GQIwoGDBxhSxlKit4aZERFAAIKZoQZEIKYQASLUUklJEcDM8NZZsWREgJqAQ2sNVSOnhCUjJePAgQOknOm9kXPG3VmZjSOBkMy46sBVzOdzSpkYxxmlFAjBTKmtU0vhsB2Hsbm1RWuFcTbDu5NSotQCCLU2ZuMIAhFBbY0b3uRm/NJjn8NXCN+Z4sI3nsJl7/4zWmsIgqXENC1QMwRorTEMI2ZGb43unZQSP/hDd+BBxz2NJeFryBV7d8Ybzr6YYRiotaCagGBFRFARILCktNog+N/GccDMKHUipcQ0TagqIsI4GyEcEWGxWLBt2za8NQiIcCJgGEc2tzYxM0wUEcHdGcYBAsIDERAR1IzWGtmMqRTG2YiasFhM5DzQe6eWwjiO1FaZz7cxLSZaa+Scqa1illhMC2azOaVMIEKrjWSGqtHd6e4Mw0Brjfsf/Shudsv/yFcI36E++Xf74r8/7zdorTGMA61VUsq01oAg50yrDVUDgQ9rd3YAAAhrSURBVIjALBERPPqkZ/K9N78NS8I/I3/5/pfE68+6iHEc2draYsVUsZSAQEUgnBVVYyUiSCmRB8PdmaaJnDO9d1QERBARVMHMwB1BMDM8AiLovSNAypneGyCYGR6B946ZUltnyBl3R0SotaGm9N5QVVSFlZwHWm2ICrVWBMEjqLUyG2fknJmmBYigpngE0zRBCMM44u64O601iCDlzI7DvodjTtpJypkl4TtbnPeqX+fyyz7EkBOmhiVjc3OLnBIeDgF4sBKAmLJy+x+7Jw846mSWhH9GPvLnL4s3nXMx7h1BCHdUlSAwTUQ4vXdSTvTWiQjykBhyQlQppbBiZogIiCARSIBKMNXK9m1zIqCUgpmRLFFb5csEMwFRhC8rU8GSsSIirHTvjMPItJhovTKbzTBLRAQRjge4O1Ot5JRQU0SU1joRQS0FS4mcM6UUzIxaGzkNtNaICFbcHTPjnvf9z9zhrg9gSTgE/NX+98RZL38OEkFrDbNEaw0VBREgCILwIA8DRNC9MxtmPO4pz+V6N7gZS8JXyF++/6X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05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Nested area calculated {"data":{"nestedArea":2418.3108999999995},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"f7480fe3-a27e-4df0-a808-0797bf662fe5","height":19.02,"width":35.89,"perimeter":134.83,"area":314.58,"image":"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"},{"id":"58cb1561-a8ea-4e95-ba06-eff751c97067","height":19.02,"width":17.41,"perimeter":116.35,"area":210.61,"image":"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"},{"id":"1078f8a6-b118-4e2a-a045-df756ce2a2f9","height":20.09,"width":19.29,"perimeter":102.66,"area":183.57,"image":"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"},{"id":"48454065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05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Number of letters detected {"data":{"noOfLetters":8},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":665.1099999999999,"perimeter_in_feet":55.43},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[305.0,314.58,116.3,210.61,183.57,54.03,41.72,31.5],"actualFilledAreaSum":1257.31},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":8.73},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Average character height calculated {"data":{"avgCharHeight":15.47},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":448.0,"originalHeight":117.0,"ratio":3.8290598290598292},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":31.34},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Image to Text processing completed 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","scaled_width":23.84,"scaled_height":20.09,"exact_perimeter":111.77,"approximate_perimeter":102.87,"convex_hull_perimeter":77.21,"perimeter_pixels":417.28,"approximation_points":12,"original_contour_points":119,"shape_analysis":{"perimeter_to_area_ratio":0.3665,"compactness":0.3068,"aspect_ratio":1.19}},{"index":1,"position":{"x":220,"y":42,"width":134,"height":71},"actual_filled_area":314.58,"bounding_box_area":682,"image_base64":"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"},{"id":"f7480fe3-a27e-4df0-a808-0797bf662fe5","height":19.02,"width":35.89,"perimeter":134.83,"area":314.58,"image":"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"},{"id":"1078f8a6-b118-4e2a-a045-df756ce2a2f9","height":20.09,"width":19.29,"perimeter":102.66,"area":183.57,"image":"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"},{"id":"48454065-6130-4520-a27f-18c66d9111ac","height":8.84,"width":8.57,"perimeter":52.67,"area":54.03,"image":"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OfSign":"120","otherDimensionOfSign":31.34,"width_of_smaller_line":20},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1400,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.34,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":55.43,"nested_area":16.79,"occupied_area":8.73,"avg_char_height":"Less than 24 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\"},{\"id\":\"f7480fe3-a27e-4df0-a808-0797bf662fe5\",\"height\":19.02,\"width\":35.89,\"perimeter\":134.83,\"area\":314.58,\"image\":\"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\"},{\"id\":\"1078f8a6-b118-4e2a-a045-df756ce2a2f9\",\"height\":20.09,\"width\":19.29,\"perimeter\":102.66,\"area\":183.57,\"image\":\"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\"},{\"id\":\"48454065-6130-4520-a27f-18c66d9111ac\",\"height\":8.84,\"width\":8.57,\"perimeter\":52.67,\"area\":54.03,\"image\":\"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\"},{\"id\":\"8a1c0cea-a97b-42fc-9f14-a0de51637ae2\",\"height\":8.84,\"width\":8.3,\"perimeter\":44.79,\"area\":41.72,\"image\":\"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\"},{\"id\":\"24bfbb79-1142-4972-8307-395d12fb7e50\",\"height\":8.84,\"width\":8.84,\"perimeter\":33.34,\"area\":31.5,\"image\":\"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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.34,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":55.43,"nested_area":16.79,"occupied_area":8.73,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":31.34,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1400}},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"4.39119"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"48.5707836"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"1.746045"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"12.2938197"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":7.63875},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":65.3379492},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"1.3432"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"64.15459"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"1.118"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"1.08"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"5.572"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.004423515494200001},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":4.4235154942},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00035133004291666676},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.35133004291666675},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.0033511481016666677},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":3.3511481016666673},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0068874224466667"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"6.8874224466667"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00334268473"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"3.34268473"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0044757086"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"4.4757086"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00035711690666667"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.35711690666667"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":4.637785264423341},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":12.5925},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"12.7604"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"4.0975602497096"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":277.95765408653995,"totalDenseWeight_before_formula":34.19833417603172},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":305.75341949519395},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":8,"totalDenseWeight":37.618167593634894},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":8,"sign_depth":"1"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":23.84,"height":20.09,"depth":"1"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":35.89,"height":19.02,"depth":"1"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":16.34,"height":19.02,"depth":"1"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":17.41,"height":19.02,"depth":"1"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":19.29,"height":20.09,"depth":"1"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":8.57,"height":8.84,"depth":"1"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":8.3,"height":8.84,"depth":"1"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:47] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":8.84,"height":8.84,"depth":"1"},"timestamp":"2026-04-07 05:17:47"} 
[2026-04-07 05:17:48] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775539068_defbbcc1cfc02197f4bf1d913075db0e","bins_packed":[{"bin_data":{"w":36.19,"h":20.39,"d":6.5,"id":"unique","used_space":67.6963,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":20.39,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3254a78d5bc710603ef955c562575edd/1775539068-6404-4363882.svg","items":[{"id":"item-2","w":36.19,"h":19.32,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3254a78d5bc710603ef955c562575edd/1775539068-6398-4375144.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":17.71,"h":19.32,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3254a78d5bc710603ef955c562575edd/1775539068-64-3389816.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":9.14,"h":9.14,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3254a78d5bc710603ef955c562575edd/1775539068-64-3426013.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":16.64,"h":19.32,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3254a78d5bc710603ef955c562575edd/1775539068-6401-9496763.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":8.87,"h":9.14,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3254a78d5bc710603ef955c562575edd/1775539068-6401-6324291.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":8.6,"h":9.14,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3254a78d5bc710603ef955c562575edd/1775539068-6402-3516259.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":24.14,"h":20.39,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3254a78d5bc710603ef955c562575edd/1775539068-6403-5125726.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":19.59,"h":20.39,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3254a78d5bc710603ef955c562575edd/1775539068-6403-1475949.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-07 05:17:48"} 
[2026-04-07 05:17:48] local.INFO: Box added from packed bin {"data":{"length":6.5,"width":36.19,"height":20.39,"denseWeight":37.618167593634894},"timestamp":"2026-04-07 05:17:48"} 
[2026-04-07 05:17:48] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":8.5,"width":38.19,"height":22.64},"quantity":1,"denseWeight":37.618167593634894}],"cheapestShippingCost":387.3,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":0,"rate":482.4236305600442,"tariffAndDS":482.4236305600442,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":818.1698619150153,"totalShipmentCostFormula":"((tariffAndDS (482.42363056004) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 818.17","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":0,"rate":275.47498678540745,"tariffAndDS":275.47498678540745,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":484.485868692791,"totalShipmentCostFormula":"((tariffAndDS (275.47498678541) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 484.49","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":0,"rate":"357.30","tariffAndDS":357.3,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":387.3,"totalShipmentCostFormula":"(((tariffAndDS (357.3) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (30)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 387.3","careerDDPValue":0,"nonConveyableSurcharge":30,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":0,"rate":247,"tariffAndDS":247,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":438.57280000000003,"totalShipmentCostFormula":"((tariffAndDS (247) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 438.57","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":0,"rate":407.78093671500227,"tariffAndDS":407.78093671500227,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":695.3480532864218,"totalShipmentCostFormula":"(( tariffAndDS (407.780936715) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 695.34805328642","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":40,"quantity":1}],"totalHigherWeight":40,"DS":40,"rate":340.25,"tariffAndDS":380.25,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":649.4854999999999,"totalShipmentCostFormula":"(((tariffAndDS (380.25) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 649.4855","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight 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[2026-04-07 05:17:48] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 05:17:48"} 
[2026-04-07 05:17:48] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 05:17:48"} 
[2026-04-07 05:17:48] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":31.34,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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USA","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":0,"rate":"357.30","tariffAndDS":357.3,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":387.3,"totalShipmentCostFormula":"(((tariffAndDS (357.3) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (30)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 387.3","careerDDPValue":0,"nonConveyableSurcharge":30,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy 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20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":13,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":13},{"material_id":14,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":14},{"variable_id":21,"dense_weight_expression":1.118,"result":"40.6093","sign_material":"Power Supply 15A-10+5","description":"Power Supply 15A–(10A+5A) UL Certified","sequence_no":15},{"variable_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":16},{"material_id":17,"dense_weight_expression":1.08,"result":"5.572","sign_material":"Wire 18g UL UL Certified Red & White China","description":"18 AWG Wire Gauge (Red & White) - UL Certified","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.004423515494200001,"result":4.4235154942,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.00035133004291666676,"result":0.35133004291666675,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.0033511481016666677,"result":3.3511481016666673,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":28,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":29,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":30,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":31,"dense_weight_expression":0.0068874224466667,"result":"6.8874224466667","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00334268473,"result":"3.34268473","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.0044757086,"result":"4.4757086","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00035711690666667,"result":"0.35711690666667","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":4.637785264423341,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":12.5925,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":12.7604,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":4.0975602497096,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":37.618167593634894,"result":305.75341949519395,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.34,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":55.43,"nested_area":16.79,"occupied_area":8.73,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":31.34,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1400},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1400},"timestamp":"2026-04-07 05:17:48"} 
[2026-04-07 05:17:48] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 05:17:48"} 
[2026-04-07 05:17:50] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.34,"sign_width":"120","dimensions":[{"id":"d2be27ad-26d1-454a-90c1-51070f8920b4","height":20.09,"width":23.84},{"id":"f7480fe3-a27e-4df0-a808-0797bf662fe5","height":19.02,"width":35.89},{"id":"1ac3f0df-8068-4643-851e-b6ffc6fb287c","height":19.02,"width":16.34},{"id":"58cb1561-a8ea-4e95-ba06-eff751c97067","height":19.02,"width":17.41},{"id":"1078f8a6-b118-4e2a-a045-df756ce2a2f9","height":20.09,"width":19.29},{"id":"48454065-6130-4520-a27f-18c66d9111ac","height":8.84,"width":8.57},{"id":"8a1c0cea-a97b-42fc-9f14-a0de51637ae2","height":8.84,"width":8.3},{"id":"24bfbb79-1142-4972-8307-395d12fb7e50","height":8.84,"width":8.84}]},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.34,"sign_width":"120","dimensions":[{"id":"d2be27ad-26d1-454a-90c1-51070f8920b4","height":20.09,"width":23.84},{"id":"f7480fe3-a27e-4df0-a808-0797bf662fe5","height":19.02,"width":35.89},{"id":"1ac3f0df-8068-4643-851e-b6ffc6fb287c","height":19.02,"width":16.34},{"id":"58cb1561-a8ea-4e95-ba06-eff751c97067","height":19.02,"width":17.41},{"id":"1078f8a6-b118-4e2a-a045-df756ce2a2f9","height":20.09,"width":19.29},{"id":"48454065-6130-4520-a27f-18c66d9111ac","height":8.84,"width":8.57},{"id":"8a1c0cea-a97b-42fc-9f14-a0de51637ae2","height":8.84,"width":8.3},{"id":"24bfbb79-1142-4972-8307-395d12fb7e50","height":8.84,"width":8.84}]}},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"d2be27ad-26d1-454a-90c1-51070f8920b4","height":20.09,"width":23.84},{"id":"f7480fe3-a27e-4df0-a808-0797bf662fe5","height":19.02,"width":35.89},{"id":"1ac3f0df-8068-4643-851e-b6ffc6fb287c","height":19.02,"width":16.34},{"id":"58cb1561-a8ea-4e95-ba06-eff751c97067","height":19.02,"width":17.41},{"id":"1078f8a6-b118-4e2a-a045-df756ce2a2f9","height":20.09,"width":19.29},{"id":"48454065-6130-4520-a27f-18c66d9111ac","height":8.84,"width":8.57},{"id":"8a1c0cea-a97b-42fc-9f14-a0de51637ae2","height":8.84,"width":8.3},{"id":"24bfbb79-1142-4972-8307-395d12fb7e50","height":8.84,"width":8.84}],"sign_height_raw":31.34,"sign_width_raw":"120"},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":32.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Dimension Calculation {"data":{"dim_id":"d2be27ad-26d1-454a-90c1-51070f8920b4","height":20.09,"width":23.84,"ceilHeight":21.0,"ceilWidth":24.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Dimension Calculation {"data":{"dim_id":"f7480fe3-a27e-4df0-a808-0797bf662fe5","height":19.02,"width":35.89,"ceilHeight":20.0,"ceilWidth":36.0,"biggerDimension":36.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":65,"sign_type_id":1,"heightOrWidth":"36.00","return":2,"price":492,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Dimension Calculation {"data":{"dim_id":"1ac3f0df-8068-4643-851e-b6ffc6fb287c","height":19.02,"width":16.34,"ceilHeight":20.0,"ceilWidth":17.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":33,"sign_type_id":1,"heightOrWidth":"20.00","return":2,"price":199,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Dimension Calculation {"data":{"dim_id":"58cb1561-a8ea-4e95-ba06-eff751c97067","height":19.02,"width":17.41,"ceilHeight":20.0,"ceilWidth":18.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":33,"sign_type_id":1,"heightOrWidth":"20.00","return":2,"price":199,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Dimension Calculation {"data":{"dim_id":"1078f8a6-b118-4e2a-a045-df756ce2a2f9","height":20.09,"width":19.29,"ceilHeight":21.0,"ceilWidth":20.0,"biggerDimension":21.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":35,"sign_type_id":1,"heightOrWidth":"21.00","return":2,"price":223,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Dimension Calculation {"data":{"dim_id":"48454065-6130-4520-a27f-18c66d9111ac","height":8.84,"width":8.57,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Dimension Calculation {"data":{"dim_id":"8a1c0cea-a97b-42fc-9f14-a0de51637ae2","height":8.84,"width":8.3,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Dimension Calculation {"data":{"dim_id":"24bfbb79-1142-4972-8307-395d12fb7e50","height":8.84,"width":8.84,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":8,"baseProductionCost":1593,"result":[{"id":"d2be27ad-26d1-454a-90c1-51070f8920b4","height":20.09,"width":23.84,"depth":2,"price":264},{"id":"f7480fe3-a27e-4df0-a808-0797bf662fe5","height":19.02,"width":35.89,"depth":2,"price":492},{"id":"1ac3f0df-8068-4643-851e-b6ffc6fb287c","height":19.02,"width":16.34,"depth":2,"price":199},{"id":"58cb1561-a8ea-4e95-ba06-eff751c97067","height":19.02,"width":17.41,"depth":2,"price":199},{"id":"1078f8a6-b118-4e2a-a045-df756ce2a2f9","height":20.09,"width":19.29,"depth":2,"price":223},{"id":"48454065-6130-4520-a27f-18c66d9111ac","height":8.84,"width":8.57,"depth":2,"price":72},{"id":"8a1c0cea-a97b-42fc-9f14-a0de51637ae2","height":8.84,"width":8.3,"depth":2,"price":72},{"id":"24bfbb79-1142-4972-8307-395d12fb7e50","height":8.84,"width":8.84,"depth":2,"price":72}]},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1741.47,"taxFactor":0.0887,"tax":154.468389},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":53.0},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":288.69064748201436,"shippingWeightInKG":130.9254637106641},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":130.9254637106641,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":6,"min":"111","max":"135","rate":"130","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1593,"PSUCost":148.47,"tax":154.468389,"shippingRate":130,"miscellaenous":0,"signPrice":2025.938389},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":31.34,"sign_depth":2,"totalCost":2025.938389,"TATDays":7,"baseProductionCost":1593,"productionCost":1741.47,"PSUCost":148.47,"tax":154.468389,"shippingCost":130,"uniqueReturns_count":2,"objects_count":8},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"d2be27ad-26d1-454a-90c1-51070f8920b4","height":20.09,"width":23.84},{"id":"f7480fe3-a27e-4df0-a808-0797bf662fe5","height":19.02,"width":35.89},{"id":"1ac3f0df-8068-4643-851e-b6ffc6fb287c","height":19.02,"width":16.34},{"id":"58cb1561-a8ea-4e95-ba06-eff751c97067","height":19.02,"width":17.41},{"id":"1078f8a6-b118-4e2a-a045-df756ce2a2f9","height":20.09,"width":19.29},{"id":"48454065-6130-4520-a27f-18c66d9111ac","height":8.84,"width":8.57},{"id":"8a1c0cea-a97b-42fc-9f14-a0de51637ae2","height":8.84,"width":8.3},{"id":"24bfbb79-1142-4972-8307-395d12fb7e50","height":8.84,"width":8.84}],"sign_height_raw":31.34,"sign_width_raw":"120"},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":32.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Dimension Calculation {"data":{"dim_id":"d2be27ad-26d1-454a-90c1-51070f8920b4","height":20.09,"width":23.84,"ceilHeight":21.0,"ceilWidth":24.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Dimension Calculation {"data":{"dim_id":"f7480fe3-a27e-4df0-a808-0797bf662fe5","height":19.02,"width":35.89,"ceilHeight":20.0,"ceilWidth":36.0,"biggerDimension":36.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":66,"sign_type_id":1,"heightOrWidth":"36.00","return":3,"price":516,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Dimension Calculation {"data":{"dim_id":"1ac3f0df-8068-4643-851e-b6ffc6fb287c","height":19.02,"width":16.34,"ceilHeight":20.0,"ceilWidth":17.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":34,"sign_type_id":1,"heightOrWidth":"20.00","return":3,"price":209,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Dimension Calculation {"data":{"dim_id":"58cb1561-a8ea-4e95-ba06-eff751c97067","height":19.02,"width":17.41,"ceilHeight":20.0,"ceilWidth":18.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":34,"sign_type_id":1,"heightOrWidth":"20.00","return":3,"price":209,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Dimension Calculation {"data":{"dim_id":"1078f8a6-b118-4e2a-a045-df756ce2a2f9","height":20.09,"width":19.29,"ceilHeight":21.0,"ceilWidth":20.0,"biggerDimension":21.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":36,"sign_type_id":1,"heightOrWidth":"21.00","return":3,"price":234,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Dimension Calculation {"data":{"dim_id":"48454065-6130-4520-a27f-18c66d9111ac","height":8.84,"width":8.57,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Dimension Calculation {"data":{"dim_id":"8a1c0cea-a97b-42fc-9f14-a0de51637ae2","height":8.84,"width":8.3,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Dimension Calculation {"data":{"dim_id":"24bfbb79-1142-4972-8307-395d12fb7e50","height":8.84,"width":8.84,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":8,"baseProductionCost":1673,"result":[{"id":"d2be27ad-26d1-454a-90c1-51070f8920b4","height":20.09,"width":23.84,"depth":3,"price":277},{"id":"f7480fe3-a27e-4df0-a808-0797bf662fe5","height":19.02,"width":35.89,"depth":3,"price":516},{"id":"1ac3f0df-8068-4643-851e-b6ffc6fb287c","height":19.02,"width":16.34,"depth":3,"price":209},{"id":"58cb1561-a8ea-4e95-ba06-eff751c97067","height":19.02,"width":17.41,"depth":3,"price":209},{"id":"1078f8a6-b118-4e2a-a045-df756ce2a2f9","height":20.09,"width":19.29,"depth":3,"price":234},{"id":"48454065-6130-4520-a27f-18c66d9111ac","height":8.84,"width":8.57,"depth":3,"price":76},{"id":"8a1c0cea-a97b-42fc-9f14-a0de51637ae2","height":8.84,"width":8.3,"depth":3,"price":76},{"id":"24bfbb79-1142-4972-8307-395d12fb7e50","height":8.84,"width":8.84,"depth":3,"price":76}]},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1821.47,"taxFactor":0.0887,"tax":161.564389},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":53.0},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":288.69064748201436,"shippingWeightInKG":130.9254637106641},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":130.9254637106641,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":6,"min":"111","max":"135","rate":"130","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1673,"PSUCost":148.47,"tax":161.564389,"shippingRate":130,"miscellaenous":0,"signPrice":2113.034389},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":31.34,"sign_depth":3,"totalCost":2113.034389,"TATDays":7,"baseProductionCost":1673,"productionCost":1821.47,"PSUCost":148.47,"tax":161.564389,"shippingCost":130,"uniqueReturns_count":2,"objects_count":8},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.34,"sign_width":"120","shipping_weight":37.618167593634894,"shape":"rectangular","dimensions":[{"id":"d2be27ad-26d1-454a-90c1-51070f8920b4","height":20.09,"width":23.84},{"id":"f7480fe3-a27e-4df0-a808-0797bf662fe5","height":19.02,"width":35.89},{"id":"1ac3f0df-8068-4643-851e-b6ffc6fb287c","height":19.02,"width":16.34},{"id":"58cb1561-a8ea-4e95-ba06-eff751c97067","height":19.02,"width":17.41},{"id":"1078f8a6-b118-4e2a-a045-df756ce2a2f9","height":20.09,"width":19.29},{"id":"48454065-6130-4520-a27f-18c66d9111ac","height":8.84,"width":8.57},{"id":"8a1c0cea-a97b-42fc-9f14-a0de51637ae2","height":8.84,"width":8.3},{"id":"24bfbb79-1142-4972-8307-395d12fb7e50","height":8.84,"width":8.84}]}},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Input Parameters {"data":{"dimensions_count":8,"shape":"rectangular"},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:17:50] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":866.3199999999999,"dimensions_count":8},"timestamp":"2026-04-07 05:17:50"} 
[2026-04-07 05:18:06] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpE8DD.tmp"}},"file_present":true},"timestamp":"2026-04-07 05:18:06"} 
[2026-04-07 05:18:06] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-07 05:18:06"} 
[2026-04-07 05:18:07] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":8},"timestamp":"2026-04-07 05:18:07"} 
[2026-04-07 05:18:07] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":8},"timestamp":"2026-04-07 05:18:07"} 
[2026-04-07 05:18:07] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":8},"timestamp":"2026-04-07 05:18:07"} 
[2026-04-07 05:18:07] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":8},"timestamp":"2026-04-07 05:18:07"} 
[2026-04-07 05:18:07] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-07 05:18:07"} 
[2026-04-07 05:18:07] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2025-10-28 100019.png","query_param":"width","query_value":"120","file_size":37443},"timestamp":"2026-04-07 05:18:07"} 
[2026-04-07 05:18:07] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":222,"y":44,"width":132,"height":70},"scaled_width":35.2,"scaled_height":18.67,"actual_filled_area":264.21,"bounding_box_area":657,"exact_perimeter":133.79,"approximate_perimeter":128.1,"convex_hull_perimeter":99.54,"perimeter_pixels":501.72287142747535,"original_contour_points":156,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.89,"compactness":0.1855,"perimeter_to_area_ratio":0.5064},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":2,"y":42,"width":69,"height":74},"scaled_width":18.4,"scaled_height":19.73,"actual_filled_area":151.11,"bounding_box_area":363,"exact_perimeter":100.54,"approximate_perimeter":90.5,"convex_hull_perimeter":61.58,"perimeter_pixels":377.0193359837567,"original_contour_points":176,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.1879,"perimeter_to_area_ratio":0.6653},"image_base64":"data:image/png;base64,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05:18:07"} 
[2026-04-07 05:18:07] local.INFO: Nested area calculated {"data":{"nestedArea":2277.5822},"timestamp":"2026-04-07 05:18:07"} 
[2026-04-07 05:18:07] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"393508db-da1e-441a-bc7b-3132b4245ad3","height":18.67,"width":35.2,"perimeter":133.79,"area":264.21,"image":"data:image/png;base64,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"},{"id":"67f2674d-ebaf-4c4a-a3a0-338204da0f78","height":18.67,"width":15.73,"perimeter":67.99,"area":96.64,"image":"data:image/png;base64,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"},{"id":"0f7984e3-6298-431d-809a-6bb3b993494a","height":18.4,"width":16.8,"perimeter":115.99,"area":177.21,"image":"data:image/png;base64,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"},{"id":"f4b32c60-01f4-4909-a3c7-6e8551c9fcaf","height":19.73,"width":18.4,"perimeter":100.54,"area":151.11,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEkAAABOCAYAAABsdjtkAAAABmJLR0QA/wD/AP+gvaeTAAAb70lEQVR4nO2c2bNc13Xef3s45/R8RwwECBAiAJIgARIEB1HiIJm25cSOU3l0kkql8hJXnvMPpSpVrlT8YNlSZFm0JFIixXkESZCYAQIXd759b8/n7L1XHvbpBiCAFEkRBK3yqupq4Fb3OWd/vfZa314T/Kv8TlG38+YhXxeVJBA8RVEQQkAphbUWbQwo/Vtf8HjvERGSbP5re/av7UbFYEWs1aAUw16HpaUl1tZX6GxuMRgM2NzcZHNzk16vx2g0wjlHCIEsy0jTlHq9ztTUFLOzs8zNzTE7O0u93qRaa5EmGWmWobKZW7KeWwqSSEfwBVKMWF1d5sSJDzn+3ntcvvwJIkKtVmHUHyHiEVEoJWht0RpAA4Gi8Ih4QgARD2iMUVibYoyh3pzmjt27OHjwXvbddTfz8/OYag2UQenGV7K+WwKS5Kuysb5Oe2ON48ff5dInFzl//iz9fpdGrUK9XsV7z3DQp1lrIBIIQRAJiID3Duc83jtqtToghCCAAAqRACgCoG2CF4WIIk1T5ua2ceDgPRw+/CB79u5DpbXfG6yvDCSRroR8xPrqMufOneHDD45z9sxp2u11allKVknQCIXLCcGRGkuaWUaDIeIDIYT4QEphjEFHdUJEJvfQWqOUQkQIIeAFvNKIAgngvYBo0mqNVnOGerPFU08+w76799Oa24HStS+13q8EJAlbsrW2xttvv8lbb74et1PwWKupVSzBFRQuR1yB4NEarDYYY8iMxfvrDfcYpDEg49fkfiLxO8GTVKrE/akJAbwLiNIok2Fsiojm/geO8O3Hv8u+/QewWQOl0y+07t8LpFBsiRLHqY8/4OWXX+ajjz7Eu4JWvQYEet0trBZCcCBS2pKoId57nC+oJRkhBCQEBNBKgVIoIIigAB8NEiiF0dH4Swj4EPBKoYwuNU8jQQEadILSFqUS2lsdavUpHnvs2zz19PeZ33UnSlc+99q/NEji12Sw1eZv//b/8snF86wuLWOtppIZCB6thEqa4Hx+nSaEsUZohRIwWkWDHAIuBJQIohRGKUQpKmlK4T3iPV5k8vfx50WbSBm0RnwEVWEIAYrCk6U1lE3Y6g7p5zkHDh7i2R/8Gw4feQiTTn2u9dsvBZCsygdvvsbPf/FP+JGnGPXIUk2WGKwB5x0qeHzhAQ8iKNEEBVppBErvIwQJaKXQSYItt5f3kQ955+iVvAiiTcIYrDHx/wiFC4hWIEIQjwmgtGBRKC30Om0qtTozU03qocbi0iV++pMf0d5qMxqsSFqpotRnG/YvDJIMF+WNF3/Fiy88z9lzJ5lqThOCw1qNUkzInqI0uorStowBjtsmLlwo8hwIk+trHbeOtgaTXH08EUEphVKKQDTcIoI2ClEBCVJShfgZRXxPU0tejNB5gkkzinzE+XOnEC0MBz2OPfwoIl35LKC+0HbzgxV59Tcv8NOf/D0b68vsvXM36+vrWGuBgHcOgsdYRWoMSilQcTESFB4hjMFSkQfVqhVCcHgveF8QnVwANEoJzgUgoJRBa9DaopQgUoKjIxjaxy2t/RgkQBQ2zRgNC0ZeMDZFpxmiDUWItOK7T32fP372T2nOzKPUzb3f59YkKdry0q9+zovP/5xed4vpRoN8NMAawehACA6RAqXGC1EIHilR8YzduSrBU4Ch0+2htcIYi7EppuRB3gdEAlkl41p+JAKhfEcUISomGh2voyKdCD4CXYyGJGmKVQbnBcFhjcZ7R38w4N23X6dazXjm6WcR6cvNgPpcmlQMVuXt11/lZz/7MStXLrFtrkWiheWVRRqNRiTHJQh6DEJweO/L7VF+QEW3jjblr20I6qpLv9b2jF95nsfvlNcfb7tIEYQgDhHBKk1iDQRBfEFwHgBjErQyKGMJaHIfcBKwSUpSqdLtjag3pnjm6e/z/T/+M5SdvgGT36lJ4jbl5Rdf4IVfPMfq0gLVzBCKnFwKmrUaqAAS7Y42GhHBubhtlDIorVGUfEdpRDT4+OsHJRgbNUXpkgaI4LxE1SNQrTYnAI0NesTbYIxC/KjkX4rgBYXgQqldWmOtpigc3uUoazGYePwRDy6nYhWb66u88/Yb7Ny586b26TNBCq4tx995k3ffeYPlxU9oVBOqqaXX2USrwNzcDL1BFyeR4wjRhhSFxxhDmlVQykRD65nYgWh0AwFhzx27mZ6Z5c5du9m56w5mpqYxicUXjtwV5MMR/eGA9voGi8tLLC5cYWVtlV63R+GGTE3XQYMPHiVECiECyqC1YjgckqYpJrEUuQcVSNKEEAr6Wz2qzWma9YyN9WVOfHicu+8+cAMOnwqSSEdG/Q7P//I5Ln1ynnqtgvIF+bBPs1Fl2OvS62yy1e/gvWfPnj2sbrTxTqjWG2RphaWVVYKHaqOJVgYvikqlzq5duzh27FGOPvIoptICTDQ7CCq5kbuI7wg+IN4x7A9YXl3h7OkzfHLpPG++/RuajQqZNfR7XfLBiCy18XlLbWq320y3ppidmWJjY4Nhf0S91oRKii8GZNUm7Y02b7zyEnv27EVkU5S6+hyfoUmBX/78n+h22hSjHjYxGDwQEPHo0h03Gw2E6Pq11pAYur0+W1tD6s0ZBIPCUG00uf/+wzz51FPM774zcif9+WJCyjSv+5yEXO7afz9u2OHp7z3Fz372Y06fPEVmq2RVjdUKm6QEX1Cpx+3qvWd1dRmAmakplDJsLC8xv/MOOt1NWo0qhRdef+1ljh49dt39bwqSGy3LlfOnefnFX0HIkVCgUGgTTVAI4boDaJKmrLU3yUeORnOaSqXFlZU1rChQhoePPsLRhx9l7959VFrTKNX8QtTjBtCuOXuJdOWv7z3Eyfff40f/8EMWr1yiUskYFDn9Tg9rutRrVTJr49lQQnQo4kiMxigo8gEzU9P0+jlnT53kvXffQvJVUWn8EW8KkkkNL/76eYpRj0pmqaYJiYVEG1xweA9GayREA9rrDchzR2tqliAGL5qs2uTOO/fz0NFHuO+Bw8zv2P07me2XAqy8pkhX/ufhB3nn1Zf40T/8Hb1OJ4ZRvMP5yLOq1SoEYTDoo4G5mRny0YAs1Sg8Sgm1asKvf/0Cx7793ck9bgCp6F2WS2dOc+L94zRqVcTn5UXGzDka3jTN8N7TaDToLC3SaEyzY8cdnD7/CT7k3H3wAf7sL/6SAwcPocyNbvVWgbW5dkH+6j+1ePXVX3P61AlqqWXU79HrbZEaQ62akWVVQuHKk0GgklicyzEaqtUma8tLnD99Eik2RCUz6gaQbCXln5/7R4p8iE403o0QAiF3mDQF4hYzxjByBS4INq1gbMLlhUXywnHs0e/y1Pf+iLvvPfx7b60vKlNzdymRTanVK6yvr7O2tIAEwSYZqEgvEmtRSjPs92lO1eiPhmgCxloGgx5T0zO89NKL7Dt4CJjQwCiSL8rqwmXOnj6JMYp+v4tz+YSjoAJKW1AmUvvCMxzkpGmFPHcsr61zz6H7+cGf/dvbAtBYlJpSu/fu56//+/9g2/wOEpuSJBm1Wg2IwTmjE4wxJTkFYxSJ0VAS4k8uXmRjZQX4LZAInhPvv0tiNL7IQTwKMCoyZKMTrLUli/bkbkRSqRBEo03Gnr3f4pmn/4Rt23dzrQu9HaLMjMpqTf78L/8D89t30OsPcV5hbRLXkliqtQa94QhjM5RN0Dah0ZxibW0NaxIuXrwI/DZI4nn1lRfxRU5qNKk2ZDrFiqFWaRBcjEUbq8jzIfVWHSeQB8XIGb775J9y+NhT2NrO2wrQWFSyTe27+17+5Af/jqmZ7TRbMwxGnumpGTY3N/FeaExtJ6nMINTIc02nN2Rmdjv79++fXGdik6S4IhfPniIvRniXo8ton88j/1HWoJRGqYA1FtEelGFjY4N6axsz0zt4+pln6W90bgsgnyamukO53mU5+vBjPPezn7B9toULQmt6hmazyepmn+6wD2jm5rdz6PABvnXgILt276U1NQNc69205sMPP2Q0GuG9xyiwWqNtJI2i4ik8SECCQ7SUYda4FZ9++mlMrUa9cXvs0GeJqdZ58ulnOHfuDP2tDdqdHvloQGeQU23Nsv/OfXzrW/u56+797N51J6bRRKmZmzBuEU6fPl0aMkFpifGbGEaMZzOJkUQnHgkBtFBvNZmf285DDx9D6W8eQABKT6swXJZHH/8O/+dv/jfb5mfZOT/PHbv3cOC+I9yxazezO3aAtteBM5YJSINej7W1tUmauYxOlKduj+gYMlVKYU2KMqC0JXfCsWPHsNXq17PiLym6sl1tLJ2SQ0ce5sjhQ8zMzHDPoUOQ1H6nk5mAtLy4ROFGaPEkVoMEQvDY1KJF41HRi6EIylOeSPHec+De+8Amt3aVX4G0Zuf5q//8X2lMt76Q97UAZ068KpcuXcAqTe4cSRKdXggBm1pEFDpAGAfo8aAhaMeu3fuYmZm7qZp+08QkX+4ZLYAEx9rqKlqDL0ZIkoF4gjiGwyGgEVEEEZwE0BqtweiEu+7eT9JsfaWL+aaJBqjX6ywsLExCpWmaMhgMAHDOldHCGF5N00qkBj6gjOXgPfcx6vRu6yJutViIQAyHQwgSOZEErAZrNQEVtUYpRBmU0SCmDMYrZmbmqLT2fuO32u8jGiDPc/r9/uTgOo4XJcZOcvKT4Dtm8lWtDHPz22/j4389Em2SD4z6gwiS1hOQIjgxcRirPgJKx5yX1pqkUsVW67fz+b8WsUBpY3wJiuCcA66mcELwMQ8WABU1zaQJWZZdm3z9gxUNRPIoAVMyyCAOo8GHIoZJJCb8pMyRhTLAntisTAL+YcsEJGMMSl0tmrLWTv4d4y2xesNai7omeHBt3dAfqsTqRK1BKwKxtkeRoJUFiWDosrAqtQnaGpSGgODFYYz5rOv/QUg8lhjNyAcSncYiA50wGg7JkgxRZeZUxWIsX+b7gwp0Oh0wX6p651+URJ4kgSTLKIZ9UlGIBqWSaH9cGR5BEVRBUBoXPMoD2iFudJuXcOtFQySTjUZjwq7HRQnee0J5kEXF90nFWgj4wkVt+gMXDfEkPzc3N3H9Y540LvRUdlxyN2bfOpbI4Gm312/rAr4O0QAiih3b7wA0ok1M5mkdaxhLpj3O2KqygkSpWPO4srSIuLU/aBc38eW7du2agHFtGntcdudDmJS+KPEoiSnjixfOMer/yznghqIrvc4VyYern/uHtQAH7n1cXTz9hpiy8cVLABOLyL0IRgShtENB0MpMyr/OnvmYbqd9SxZ0K2RjZZF333uLRq1O0b0kAEnjzs8XmWw0GiWhVBPDDVe3loiggkyYlIrMk+UrCwz6XWS0LCrb/o2OBvjBirz3ztucPfURxWjIwidnOXLkCFtXPpDm3Dwq3XHT559st+npWXbs2EmlUgPR0asZTZKlKK3RBtLMkqYJSoN4hxJPvVbln3/2E0j1za7/jRJdsZw5+QHd9jqJCqwvX+blX/+Cf/zRD3ntV8+zeuFtEVkTGa1ctxUnmqSMYc+ePbz2mxepNRv0+/3Jh6I26ZIexEOJqBjlNgiXLl6gu7SIhA1R+psZxhXZkIsnTzDob2GNQ0lOcMLa5jrGWjbbq3zw4XEO3HeIg/ccis7IZCjVuKbrziTcf/9hBvmILMtwzk3Ob9dW9BvGsaXo9Qb9LbJE808//UnsgvnGSsE7b7zMsNsm0QHcACn6ZCbQrKWkGlYXL/Hab17iFz//Z376/37Meln0NQFJ6Zbat28fu3fvptvvUalW0SahCLE5b/wa2yYtMRuXWEOjXuWt11/j0smTiO9+4+iAuEVZvHCaSxfPITJESw4yQkuOCgXFoIfCMTfbwijPuXNneOPN1yiKAvitWoBqs8nRo0dZX1+nUqnhnIvFEeoqXzKa8qWxSrN9fpaV5UWarTovPP9LVi5/goThNwqo7uYab7z2MhJyUhsrdrUUJMpTTaC3tcHK0gL5sE81y0iMQAjUqhnw2wUTWnP//fdTrVZxEii8m4RIjDGT1zhkklhNCI7RaEi9WuXixfO8/vrrhDy/HVjcVHqds3LmzClOffwR1Urs95VQoEMBUoBzTDWrNGtV8tGQfDQguIKp6SbjiOJ1ICk9q3bu3MmRI0cYjUZUKpVrCs8pX3oS2tVa0+l0aLUa5MWQEAJnT5/htVdeQcTLqMhvq0Ztts/Kxx+f4J133yIv+mgTGPa3UASUeFw+ZHVlCSRQzRLwrmx1Fe666y6a0zFVdoPfTrIqhx88SuE8reY0wrhZRl89/AZBhXixcb1StZqRj7ZYX13goxPv8dw//pBUFTh3e2xUr3tRVlcWuXDmJBfOnKJZrSKuYDjoYxV4AkVR0Gg28S6wsdmh0x+gjEUpw1RrBohZ6RtAUtku9dCxx7lz335WNjaxlSr9Qc4wz8mSCkbFOsPUaIyUhtxoXDFkdqaGpseFM29x+cw7/OYXf48pvn42Ptg6JxdPfcTbL7/A6Q/eplmxhHzAsNshTS3DImcwHOGVxluL05rNwYjWzHaUrbLa7nHkwccQF9nMzatvk4xjj3ybhYUF0AnTs3P4fEjuCirWYrXC5UVsJG40KILHuWiH6lWDNpZhZ4UTxzsk2rF6/hWZu+sASt3aXn7xm4J2nHzvbV596VcsXblIvZ6gfB6rYJSgyrbBIIrcFzSqTbqDApRmMMwZdB0PPnSMRmsGnbQ+vUTZZjtVGC7K++8d5/yZEzQbVbROkGJ88BVQHmNjT7Ue10YrRa2ekVXrFMOCjfVlfvyjH3LkwYd55PEe+dY5SSpVVPrVV8KJdGRt4SK//MVzXDj3MUYLNimbdELsLdEIRgFK8Ag+wGCYMyo8JskYFTm9vufYsWOkWXYVj0+7qcrqPPHEk6wsL9PvblBNFc1Wi5D3yfMBRsccnXM52hoqOhZpIh78iCxNmZ2aYm5ujsuXLnDhwgXu2LOXY48+geRXhCRFqbnfGyzXXZKiGPHq88/xzrtvM+huMuz38K7Pju1zdLc2CZJDcCgREmPQCILGGM1mp0e11gJjUaLZs+dO9u7Zh7JXa60+HSTVVDJYl/baJr964Tny0SZZpUYvH5B7R7NSoShGpIklAIk1Zf7OMeiNSGyFrFpna6vNVKOFthnt1UV++uO/4603XuHwg0fpr38saVbDpBWwNy+g+m2R0BFCQPKcohjxwbtv8NKLL9DeXGdmZgqrHNVUQVplefEK2lB2j8fvj4oCUyY2VJIiAzBJha2tHs2peR5/4ju0pmeux+KzH2goRafN3/zN/+L8mQ+ZbmUUoy2MLmg2Mvr9LqZsCjbGkKYpSmLaHMrDMRYXIMSNibEZ2iQEFTsKtu/YzfT0NNu3b2dubo5ms0m93kQ3GuVDCLiAGwzodDqsra2xsLDAlStXaK+v0etskCaGfr+H0nFqRXtjlcGgx46d29jaakdOZ6KXHrfWx0rilNwpIGNts8O99x3mP/6X/0Zz/sDnb+VSuqLE5/LII9+BUHBl4SzihLSe4VDYNMEPHdbEHrK47xVpEreed0NmZ7YzGo0YjnI8CqPKbRkCwQUunf+YRZNyJonuNs4oudr4NwZcaz2ZF+C9ZzQakedDWs0aLu+TWBgM+1xprzDVrDO9Yxtbm21QcXyHCzZ2XaIJQAhCUQS0rrDZ6bN9xx0cfvBhGtOzN+DwO/NByqRKwlCc67O+vsywP8QJFP0h1YolyxIatToiwlanTZ4XVCopSZKAC2y2V4HYy5/YBCFHgsIQc31JovEU+HxEETwqxCLWxBgQTT1LGBY5+aBHP3is0ujEYlGYVNHf2iBI7J6qVTIatWn6/S4bGz2q1SqDfIRzglIFKAPY2OEQ4ryBJNU4r7jn0GEeeexxlJ394p2TY40K/RXpdNu89eavCb5PtZrR7WxSswmFDwz7A4rcMzM9TZZlDLod8CFW6RIjm74IZZMgxDZvQxlXQCRglCCU3ZNFbI3PYwsm1ii0ifMAvBvG2gRCTEyUxLbI+7Fb0ihQmuEw0pZavUkI0OsP0eUcAZTGJCnnPlnkz//i3/P9Z/+UtHbzYrTPnVlUlTpPfOcplPK8/uaLbHTatGotqjZlmA9B6bIsULG2toFzOa1WC61j2NeFcXtoBCGgUcrhRE8yxWPREDMOEkFD4tAFkbJNNZS5QPGxbooQfwghdoSXLfFBxR8idz5qb5piTUogDoCxaYUnnnyau+85RGt6/qb9t18MJF1TIh157IknQQsnPjzO5sYKLh+Rak2aVOmNckb9AUYrKtUmeeHRhutCLUHKTIsWFJpQDlgYh4lhXM1yFZBJTCtcnV1S9m8RlJQZ5XGfboiA6gjQtm3bWLiyRG+QM799B/V6k8XlFUajgm3bpvn+sz9g1+69mOzT6cgX5ikibcENef/4O/zmxefZWLyMwlGtVMB7inxIo1mhkljWN9Yms0kIgpR3C2p8cwPjPv5rhrd4H+cljeNX1z/AVa1TSsVu7vL7viS1HkGbWLew2e6QVupk1RpeNJ1Oj7zwHH7gKM9871nufeAhbHqjHbpWvnAiX6mokqPekigxfPT+O5w9+xGd3oCZ6RZJpUKeD8hHQ0RZ0AaIhfOu1Cbn/SRbnCVVjMTPxB+BcnqNlFMprn/+6yZVEAtdlSmnWwgEUaB17CTHgk5oTc/hCs/K8jq1WoPHHnuEJ598hr0HD32uTqovXe2Q1XcocVsyPdVieqbF6ZOn2GqvxT455UkSizUJzvtyJkmMi6N1PEOJBRFcERA1LvG5+rxa6xu0SEQB18wyQdDGxC2MjtdR5VQcFF4UUzPzLK+u0e/l7LlrH9975lmOPHiURqP1uVvNfu9jgRQrMuxu8PHHH/Ph+++wsnyFYtRDvEOraEhR8XwXI5yRU6myPazoRx50w3XLvTlugI7DFvR18wG89+gsKVs61OS643xhQNHtDGhMTXNg/3088Z0nue++B1CVL3Z2/MoOmuLXpLO+wulTJ3j5lZdYuHieqakmVkNwBc4XeF8g4q9LnRuJM4+ix5LJuyJ6NJc7lCmLXK2JHQkIwXm8ADbBh9LYl8mJIJSRicBd+w7w3e88xZEHH8ZWaijzxbM5X/lp3Bersra+wkfvv8eHHxxneekyva1NkMD0dINGrcJwOKTX6xK8R5VFqqmxsTBDxRFCKkR743OPMgarddQO53AhYLUGm5DVplhe38B7oVqv4YrYk3fwnvt4/PEnOHjvIZIkJa1t+9JrvSXxHZGugOBGXU58cJwL589w+uTHrK8uU+QDII5GrGWV6NVCwDvBhwLv4vyR4EHiQaa0/Xryd6UFa1J0mjJ0isIJ2hq2ze/g/vsPc+TIQ9yx+05spfKVdJDf8kSiyKbgC9rLSywtL7B4+RKXFz5hYWGBdrsd3XgJkuDRymKTWLRqrMIVAVQgeCYgGatIkwomTWi25jj68CM88MADNJtTkU2nla+0//drzbZK2BB8gR8N6LQ32djaZHllldFoRLfbZWtri263y3A4nAzjnJmZIU1TarUarVaL6elp5ubmmJmZoV6vY+tN4qylW9fze9tT0iKdcekc5YQpJqmZT5Hb1SX+r/IZ8v8BrRSJbI/fengAAAAASUVORK5CYII="},{"id":"6df59bd5-b642-40b2-9252-89b7ff77fae9","height":8.27,"width":8,"perimeter":51.64,"area":36.98,"image":"data:image/png;base64,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"},{"id":"7da41654-e796-447d-9778-79c3d888c9a2","height":8.27,"width":8,"perimeter":44.4,"area":31.72,"image":"data:image/png;base64,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"},{"id":"e1ce241f-8ad8-42b4-9c16-c095c1bef4b9","height":8.27,"width":8.53,"perimeter":32.06,"area":21.8,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-07 05:18:07"} 
[2026-04-07 05:18:07] local.INFO: Number of letters detected {"data":{"noOfLetters":8},"timestamp":"2026-04-07 05:18:07"} 
[2026-04-07 05:18:07] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":656.9300000000001,"perimeter_in_feet":54.74},"timestamp":"2026-04-07 05:18:07"} 
[2026-04-07 05:18:07] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[268.52,264.21,96.64,177.21,151.11,36.98,31.72,21.8],"actualFilledAreaSum":1048.19},"timestamp":"2026-04-07 05:18:07"} 
[2026-04-07 05:18:07] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":7.28},"timestamp":"2026-04-07 05:18:07"} 
[2026-04-07 05:18:07] local.INFO: Average character height calculated {"data":{"avgCharHeight":14.96875},"timestamp":"2026-04-07 05:18:07"} 
[2026-04-07 05:18:07] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":450.0,"originalHeight":119.0,"ratio":3.7815126050420167},"timestamp":"2026-04-07 05:18:07"} 
[2026-04-07 05:18:07] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":31.73},"timestamp":"2026-04-07 05:18:07"} 
[2026-04-07 05:18:07] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"11520\" height=\"3046.4\" viewBox=\"0 0 450 119\">
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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":222,"y":44,"width":132,"height":70},"scaled_width":35.2,"scaled_height":18.67,"actual_filled_area":264.21,"bounding_box_area":657,"exact_perimeter":133.79,"approximate_perimeter":128.1,"convex_hull_perimeter":99.54,"perimeter_pixels":501.72287142747535,"original_contour_points":156,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.89,"compactness":0.1855,"perimeter_to_area_ratio":0.5064},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":155,"y":44,"width":59,"height":70},"scaled_width":15.73,"scaled_height":18.67,"actual_filled_area":96.64,"bounding_box_area":293,"exact_perimeter":67.99,"approximate_perimeter":66.69,"convex_hull_perimeter":59.28,"perimeter_pixels":254.97056274847725,"original_contour_points":21,"approximation_points":6,"shape_analysis":{"aspect_ratio":1.19,"compactness":0.2627,"perimeter_to_area_ratio":0.7035},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":81,"y":44,"width":63,"height":69},"scaled_width":16.8,"scaled_height":18.4,"actual_filled_area":177.21,"bounding_box_area":309,"exact_perimeter":115.99,"approximate_perimeter":114.72,"convex_hull_perimeter":68.65,"perimeter_pixels":434.9705627484772,"original_contour_points":27,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.1,"compactness":0.1655,"perimeter_to_area_ratio":0.6545},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":2,"y":42,"width":69,"height":74},"scaled_width":18.4,"scaled_height":19.73,"actual_filled_area":151.11,"bounding_box_area":363,"exact_perimeter":100.54,"approximate_perimeter":90.5,"convex_hull_perimeter":61.58,"perimeter_pixels":377.0193359837567,"original_contour_points":176,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.1879,"perimeter_to_area_ratio":0.6653},"image_base64":"data:image/png;base64,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"},{"id":"393508db-da1e-441a-bc7b-3132b4245ad3","height":18.67,"width":35.2,"perimeter":133.79,"area":264.21,"image":"data:image/png;base64,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"},{"id":"67f2674d-ebaf-4c4a-a3a0-338204da0f78","height":18.67,"width":15.73,"perimeter":67.99,"area":96.64,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAD8AAABKCAYAAAAMsIytAAAABmJLR0QA/wD/AP+gvaeTAAAIcUlEQVR4nO2cy48cSRGHv4jM6urusVmLC6tFMmgvgJYjQvzNXEDcua0E4sQBiYNlCS4I7Vp+7dj9qMoIDplZVV3dM+NlLEy3HVIrprKev4xHRkZGDnzEJABuW99cv2K1bCAIqAIGKYEISITkgINBb05cLhFZy4f9/PtRBHj94hv+8Pvf8fLlM0IUoipOIhjstzva1RoRwUXpukRsWn7x1S/x/pVL/OxsOyAC7DZvefLk77x4+Yz1ekkMAp5YinB9fc1qeYWJIgS2+46mXfP48WNw+9Dffy9SgIcPr1i0kav1khic3f4N27ffgfcEjKhO2r3F+i14x27/lq7flLvPlyLA9fVrNm/egCU0Cm0QmsWS3eYarEfpSf2OGAPrdsEuQUqp+IbzpQiwXK6xlFAM2feo7TEDVSEuGrpuy3oZMdtnwC6EEMA/9Offj+L4pyGenTs4wZ2EYwIRQXBAEIwySEz4edJ56+096RP4j5U+gf9Y6aMGHwHc84Dt7jg+cFXN57yc83rteQ9xleK8QUSG2CUDzqDz8bTtzCMcZmovcijROcCphlwCKRyDrjRvr8cicuM950SD2k/BZHAgxea1CNocVBXxCwMPo0R9cgyTSF7Gay4G/E1AbnJ4IBdh90fefkpz8Lkt4X6B4Ov4LiKEoHSpTGMlAx3V3vPU98w1/44Ir6KbXCZ2yM+YbgU/HwHmbedOd8b2pzpg/ve50jtNbG4Kds6dPqn9bfTRq/2l0slx3s1IAKqY5ZQ2GOYy9NYlBDm3TmmnbZcSz0/pZHhbZ3U+OxbkoiY2RzZ/k/RFBFXNU9oLAX8wnx9ATSQvIgiCqmB+WZK/Ve2r3tdjFR2kfwl05PBuCmbmEr9AyRtgE2A5hSXqiCiCgCtByMPfmY92RfJWxngryYoEGFhPbJS+7xErHeFOEyLeO5z5WD9xeD7auGaxqmouQtAODSAoIgooipy95E8uWlQeQsjOrXBB80iAXITTO8reVi7F3U8dnSAD+Eugk5IfwU/zd1nNaydcoLe/PcIbFjIovuDM6TDC41DtvUpasvqrKBoCEEo11nlL/9a8/dQEVHWI8JBwEZJXGOfmdWjLUndEHLN+m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qAjJWKJFAcFUOan+LeAJ3Wr/daNrzjn5gFYGORHkBLALvuZyLbMVkr5YxQW/AaUdQqlAMmAjYjPuE2v7cftBLDtiUPBGsGxgnL8UgaBna7EfNwwMp8IGtiN03M8yFS/+4UN6hG5YQ4ZQm8VMyp/XO39rlQ58aRVagUqIJJXXsvQHISOWZcleILZY5xNLVEt2dCHGvTUV+TGH0X+46IGXg9yQo9s1Uxr3ipDdozau3wv1MtUOl+be6QIl+MQw2moLbMlPV7Qst99KQ0kRMRwSQedjkBwpCQpIgXksYWijsqISqR+Xw/iGEDCDe27NbEHLGKtNzHssyUY8QiWTIoLPOBu9uCaA4AdhPSe5+MCHO1C33gq8S4OdUF824+W2/NunjCU4xdquGlpYo0kcbEqBO3N69BKuJCXRzVQOKo7xc7nREj2CuIUmtFrKKioS/csJ6uY8EtTOyyLGjOrVLmNNa21Wqbd3SrE8+YC2a6+S5c6oaUUtMlcnqOniSKmozIDWfMW2mC1dBJ79Eioee3rn5CyN09cpGNU27u7jAS07QnD3vmAneHQqnOMF7hGpkqRzEXqkGpzrxU5qVSqod/Un397c+YxS6TFNcoezIJZ6//zrVQcVwFyfFsceNuPvL25o407dFxh44TeZhIw0QaRmQYvg5nGFYXkioDGeohCkRUmY8LSQem8RqTzJsv3lLnwjTtqUthHPZk69m4irUsOO5kTY0zavNDugWhl6NgOMsy37Mk9yp4Lsxu596KM+YX/O9nnzEOwjDuWebK3XEGeT/buiaee77BCLk0M5JbKLjqvHn7lmKBjI95wshUM27vlnsTtA17rqUOXUegK2HaE0xTpvI4MY7HY38U87BwJkBSxCHvrtg//4Ah71AZWUq3LI97te/gjBCRWh2nIrVSzDBxihWur5/z9jBjZozjyDRMzPPCshTmeeb6+cuwbGKgtiZ1us8ylwpIW+hGuRJW5HAoZ7u+JSRASuNJj7SfMCyOAm/fHjgeCjZa1G25kjSfPMj3IkZ7aTEjuaNthxDDKixL5Xg8Uj1FEncpvHnzhmf7K4Zpz5sv7ppvIpgX3GStt0CMIU+trkJb3VVqfdRjuIxNOwiuraoEa2xuLBYCFSqsEq6lRVZdBXMh5R3CgIgyDtdM+yuWm8PX4QwF1/Av3M48N3fneDxSFiOPu7D77ozjyMcff8zLb73C81UrGDkFYOHwxKLmudwL1NbFYKGAsXvf632tzmXAF3nb1Go9UiSZDZABlYGXLz5kmK6/DjE2katVcsu9dtkWl8i2pcRcCm4wThN/+v2P+fAP/xgZ/vBRfvTjZ07X6lv7uc25+JeYQH1E9vsYywJpaGF2AkuB4E5fPXyHVYEqZlCKIRbZs1NQ6dwc7igkMoW3N7d4hWmayGl8JyEAZProG5NpWjNq1a254REdilnIs0f1S0qJaZqilsIjxTi8px3/TW8tiZQZ8ggNBVdtRaO1ICk2dsgTNzc3mEW50uEwN0I9nXZuWs2akpJmyqL8sJQKKfz9akLSeHZrBp9CazojDEhPKFdvdZOtcGUpBckVa9GprJr//Zya3/S2eqDdeyzVOzBK16LuAegavX4qCmfPLMITaKuf4S6BS5hhYhEVNqyy1oq2oKp6EOnr4AW/6W31QI2OaYCrrxGs1S5CLe5Asdowj1rfPfo3rJ0J/SWO0O/FH0+LCx5qjTMi4LkkRG8qeS2UpRXGYvcrbL/prWNrRKwQMUBxKNUoFidH8jTx+edvcJe1bnsadoz6tArczlIFZ8kbb7m/FnqnPDKOI0s15sOCp8rd3RPMwrMRj8v8hLtT2hmylHqRu0Vs8hQTz71d6os1WaOBQyzLQq2R6hungbdvv8BvfuLkFwTGsAm9fYNLDBMPheZrv9R3f/6u3iuRK7A+6ZZ3WGuzWrT8kIMYaTIzIe+fyRm4I9K9ynrGKcMwMNdAw6sbas7t7S2ffPIJP/7PnyDpuhWl6xlu0Se9fMlihy8hVsc9Lsdd8Y90uZGnha8nFB5MbCuO8Od/8ZfAWX1G39ntIATateZGKyllksA8H/jhD/8NUA4LkTdpCNdlP+TpDPm67Mti7/y8Hya+HBdvyFnqTNHdgM33LhZ/3oQqyp98788uiXFx3qNzishaANtPEAlGIrXKP9jvn1G9gjYkq+mVta9379z5MQ+cUoH3+66nXBvSpZ1DYoM06bnyb4eGoJ6dXYELt8GVKsrxePM4Mc44A0hJ47SiRhLal8KQFE1wtduz9HKmrmO8B3SBZueU2ikAe7CnHh49NdA3Zb3e5HZWL6cGGC0Wz3VSp+ZZi0UuJs7NgLqu1y5DOw52Eajd3d2RiAzWUuKMa/XY4Zwz7kJKrdLGHE2JeT6Brut+N/112v8ShbftWjxOIqV28M9rPZv89rm4Pt3vJym3zyG+HgIUd7x6nI1DSUnbUdQYp1cUGZEoEwSvZUMMPXHEeaIm0G7DMNG2l+0Ahnr8owDXtSQBTiUR276XJdAO5bifPF6V2KXc3t97aTipeLD8Q+P23sTR9XvtiLG087ECLRkZfWMxdccVkjT9xL1c6+k409Y1Nwt5BXDp6HaXijUR8mi7jHW2118FIHooRDhrF1GBSEv5r0c9W673gVd1fQQbDLSj47p5cS9oS0mp0s1Tz9b3o5WnZJF6HM57rE8ukR1x1vvdcFSMhFKx9XkxzvrHxo3jYKeVdvr2ezFfOduIflLSNjUcp6LYXudpPbPdOKXpjI6Uh3B6YwhfD9i5RJF1JCjP++qRV63edASCrUeQHXnke3G69dQ/Nn7MI9bQ5xiLjlNT8f127nXrjBGi3wl0jxgqCZHAKWqtFCsx5w72dHlUibOhHo6LrDX593vrdegq4RtInFb2/pzKWv64lkF6UxStf9f43rxQIThNW8VQHDPdKNwLqyJOO6+75Yxuqlax6FXBoZFd+mnitSRiI0YOZOwdeGiQouXdhVNyqvkx3j5n0/fiNuckho+Nbq5BFIlz+950RjVp6cdGEdHVPLs7JpF36gvKAKWVES61MuTIX8qwQwZB6xBJZdr/vWhmUehIV3BTUPdhT8G1HfwXpZ9HRRwnDviYedM92pTxVkF3LnjMExGqszpQwb2+ignWNm0DTnX1amaU5kKeiFEK437Hsw8+4PPPP+NYjWqCVGd/tT8Vpbb1Sk/3pTCtZVW6j8QWeootwoydPq/YJtB6/97FkBwLvQ9C6mnxWysmNJUgZMkMVx+ciLHb7fnud7/LNE24F4YxtQJYY5yGM8dq+5IubF+WMPhVI2JfZpy7+T4rmaR7tpnnL779q5zeN7P9H5gAHixGkncOAAAAAElFTkSuQmCC"},{"id":"f4b32c60-01f4-4909-a3c7-6e8551c9fcaf","height":19.73,"width":18.4,"perimeter":100.54,"area":151.11,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEkAAABOCAYAAABsdjtkAAAABmJLR0QA/wD/AP+gvaeTAAAb70lEQVR4nO2c2bNc13Xef3s45/R8RwwECBAiAJIgARIEB1HiIJm25cSOU3l0kkql8hJXnvMPpSpVrlT8YNlSZFm0JFIixXkESZCYAQIXd759b8/n7L1XHvbpBiCAFEkRBK3yqupq4Fb3OWd/vfZa314T/Kv8TlG38+YhXxeVJBA8RVEQQkAphbUWbQwo/Vtf8HjvERGSbP5re/av7UbFYEWs1aAUw16HpaUl1tZX6GxuMRgM2NzcZHNzk16vx2g0wjlHCIEsy0jTlHq9ztTUFLOzs8zNzTE7O0u93qRaa5EmGWmWobKZW7KeWwqSSEfwBVKMWF1d5sSJDzn+3ntcvvwJIkKtVmHUHyHiEVEoJWht0RpAA4Gi8Ih4QgARD2iMUVibYoyh3pzmjt27OHjwXvbddTfz8/OYag2UQenGV7K+WwKS5Kuysb5Oe2ON48ff5dInFzl//iz9fpdGrUK9XsV7z3DQp1lrIBIIQRAJiID3Duc83jtqtToghCCAAAqRACgCoG2CF4WIIk1T5ua2ceDgPRw+/CB79u5DpbXfG6yvDCSRroR8xPrqMufOneHDD45z9sxp2u11allKVknQCIXLCcGRGkuaWUaDIeIDIYT4QEphjEFHdUJEJvfQWqOUQkQIIeAFvNKIAgngvYBo0mqNVnOGerPFU08+w76799Oa24HStS+13q8EJAlbsrW2xttvv8lbb74et1PwWKupVSzBFRQuR1yB4NEarDYYY8iMxfvrDfcYpDEg49fkfiLxO8GTVKrE/akJAbwLiNIok2Fsiojm/geO8O3Hv8u+/QewWQOl0y+07t8LpFBsiRLHqY8/4OWXX+ajjz7Eu4JWvQYEet0trBZCcCBS2pKoId57nC+oJRkhBCQEBNBKgVIoIIigAB8NEiiF0dH4Swj4EPBKoYwuNU8jQQEadILSFqUS2lsdavUpHnvs2zz19PeZ33UnSlc+99q/NEji12Sw1eZv//b/8snF86wuLWOtppIZCB6thEqa4Hx+nSaEsUZohRIwWkWDHAIuBJQIohRGKUQpKmlK4T3iPV5k8vfx50WbSBm0RnwEVWEIAYrCk6U1lE3Y6g7p5zkHDh7i2R/8Gw4feQiTTn2u9dsvBZCsygdvvsbPf/FP+JGnGPXIUk2WGKwB5x0qeHzhAQ8iKNEEBVppBErvIwQJaKXQSYItt5f3kQ955+iVvAiiTcIYrDHx/wiFC4hWIEIQjwmgtGBRKC30Om0qtTozU03qocbi0iV++pMf0d5qMxqsSFqpotRnG/YvDJIMF+WNF3/Fiy88z9lzJ5lqThOCw1qNUkzInqI0uorStowBjtsmLlwo8hwIk+trHbeOtgaTXH08EUEphVKKQDTcIoI2ClEBCVJShfgZRXxPU0tejNB5gkkzinzE+XOnEC0MBz2OPfwoIl35LKC+0HbzgxV59Tcv8NOf/D0b68vsvXM36+vrWGuBgHcOgsdYRWoMSilQcTESFB4hjMFSkQfVqhVCcHgveF8QnVwANEoJzgUgoJRBa9DaopQgUoKjIxjaxy2t/RgkQBQ2zRgNC0ZeMDZFpxmiDUWItOK7T32fP372T2nOzKPUzb3f59YkKdry0q9+zovP/5xed4vpRoN8NMAawehACA6RAqXGC1EIHilR8YzduSrBU4Ch0+2htcIYi7EppuRB3gdEAlkl41p+JAKhfEcUISomGh2voyKdCD4CXYyGJGmKVQbnBcFhjcZ7R38w4N23X6dazXjm6WcR6cvNgPpcmlQMVuXt11/lZz/7MStXLrFtrkWiheWVRRqNRiTHJQh6DEJweO/L7VF+QEW3jjblr20I6qpLv9b2jF95nsfvlNcfb7tIEYQgDhHBKk1iDQRBfEFwHgBjErQyKGMJaHIfcBKwSUpSqdLtjag3pnjm6e/z/T/+M5SdvgGT36lJ4jbl5Rdf4IVfPMfq0gLVzBCKnFwKmrUaqAAS7Y42GhHBubhtlDIorVGUfEdpRDT4+OsHJRgbNUXpkgaI4LxE1SNQrTYnAI0NesTbYIxC/KjkX4rgBYXgQqldWmOtpigc3uUoazGYePwRDy6nYhWb66u88/Yb7Ny586b26TNBCq4tx995k3ffeYPlxU9oVBOqqaXX2USrwNzcDL1BFyeR4wjRhhSFxxhDmlVQykRD65nYgWh0AwFhzx27mZ6Z5c5du9m56w5mpqYxicUXjtwV5MMR/eGA9voGi8tLLC5cYWVtlV63R+GGTE3XQYMPHiVECiECyqC1YjgckqYpJrEUuQcVSNKEEAr6Wz2qzWma9YyN9WVOfHicu+8+cAMOnwqSSEdG/Q7P//I5Ln1ynnqtgvIF+bBPs1Fl2OvS62yy1e/gvWfPnj2sbrTxTqjWG2RphaWVVYKHaqOJVgYvikqlzq5duzh27FGOPvIoptICTDQ7CCq5kbuI7wg+IN4x7A9YXl3h7OkzfHLpPG++/RuajQqZNfR7XfLBiCy18XlLbWq320y3ppidmWJjY4Nhf0S91oRKii8GZNUm7Y02b7zyEnv27EVkU5S6+hyfoUmBX/78n+h22hSjHjYxGDwQEPHo0h03Gw2E6Pq11pAYur0+W1tD6s0ZBIPCUG00uf/+wzz51FPM774zcif9+WJCyjSv+5yEXO7afz9u2OHp7z3Fz372Y06fPEVmq2RVjdUKm6QEX1Cpx+3qvWd1dRmAmakplDJsLC8xv/MOOt1NWo0qhRdef+1ljh49dt39bwqSGy3LlfOnefnFX0HIkVCgUGgTTVAI4boDaJKmrLU3yUeORnOaSqXFlZU1rChQhoePPsLRhx9l7959VFrTKNX8QtTjBtCuOXuJdOWv7z3Eyfff40f/8EMWr1yiUskYFDn9Tg9rutRrVTJr49lQQnQo4kiMxigo8gEzU9P0+jlnT53kvXffQvJVUWn8EW8KkkkNL/76eYpRj0pmqaYJiYVEG1xweA9GayREA9rrDchzR2tqliAGL5qs2uTOO/fz0NFHuO+Bw8zv2P07me2XAqy8pkhX/ufhB3nn1Zf40T/8Hb1OJ4ZRvMP5yLOq1SoEYTDoo4G5mRny0YAs1Sg8Sgm1asKvf/0Cx7793ck9bgCp6F2WS2dOc+L94zRqVcTn5UXGzDka3jTN8N7TaDToLC3SaEyzY8cdnD7/CT7k3H3wAf7sL/6SAwcPocyNbvVWgbW5dkH+6j+1ePXVX3P61AlqqWXU79HrbZEaQ62akWVVQuHKk0GgklicyzEaqtUma8tLnD99Eik2RCUz6gaQbCXln5/7R4p8iE403o0QAiF3mDQF4hYzxjByBS4INq1gbMLlhUXywnHs0e/y1Pf+iLvvPfx7b60vKlNzdymRTanVK6yvr7O2tIAEwSYZqEgvEmtRSjPs92lO1eiPhmgCxloGgx5T0zO89NKL7Dt4CJjQwCiSL8rqwmXOnj6JMYp+v4tz+YSjoAJKW1AmUvvCMxzkpGmFPHcsr61zz6H7+cGf/dvbAtBYlJpSu/fu56//+/9g2/wOEpuSJBm1Wg2IwTmjE4wxJTkFYxSJ0VAS4k8uXmRjZQX4LZAInhPvv0tiNL7IQTwKMCoyZKMTrLUli/bkbkRSqRBEo03Gnr3f4pmn/4Rt23dzrQu9HaLMjMpqTf78L/8D89t30OsPcV5hbRLXkliqtQa94QhjM5RN0Dah0ZxibW0NaxIuXrwI/DZI4nn1lRfxRU5qNKk2ZDrFiqFWaRBcjEUbq8jzIfVWHSeQB8XIGb775J9y+NhT2NrO2wrQWFSyTe27+17+5Af/jqmZ7TRbMwxGnumpGTY3N/FeaExtJ6nMINTIc02nN2Rmdjv79++fXGdik6S4IhfPniIvRniXo8ton88j/1HWoJRGqYA1FtEelGFjY4N6axsz0zt4+pln6W90bgsgnyamukO53mU5+vBjPPezn7B9toULQmt6hmazyepmn+6wD2jm5rdz6PABvnXgILt276U1NQNc69205sMPP2Q0GuG9xyiwWqNtJI2i4ik8SECCQ7SUYda4FZ9++mlMrUa9cXvs0GeJqdZ58ulnOHfuDP2tDdqdHvloQGeQU23Nsv/OfXzrW/u56+797N51J6bRRKmZmzBuEU6fPl0aMkFpifGbGEaMZzOJkUQnHgkBtFBvNZmf285DDx9D6W8eQABKT6swXJZHH/8O/+dv/jfb5mfZOT/PHbv3cOC+I9yxazezO3aAtteBM5YJSINej7W1tUmauYxOlKduj+gYMlVKYU2KMqC0JXfCsWPHsNXq17PiLym6sl1tLJ2SQ0ce5sjhQ8zMzHDPoUOQ1H6nk5mAtLy4ROFGaPEkVoMEQvDY1KJF41HRi6EIylOeSPHec+De+8Amt3aVX4G0Zuf5q//8X2lMt76Q97UAZ068KpcuXcAqTe4cSRKdXggBm1pEFDpAGAfo8aAhaMeu3fuYmZm7qZp+08QkX+4ZLYAEx9rqKlqDL0ZIkoF4gjiGwyGgEVEEEZwE0BqtweiEu+7eT9JsfaWL+aaJBqjX6ywsLExCpWmaMhgMAHDOldHCGF5N00qkBj6gjOXgPfcx6vRu6yJutViIQAyHQwgSOZEErAZrNQEVtUYpRBmU0SCmDMYrZmbmqLT2fuO32u8jGiDPc/r9/uTgOo4XJcZOcvKT4Dtm8lWtDHPz22/j4389Em2SD4z6gwiS1hOQIjgxcRirPgJKx5yX1pqkUsVW67fz+b8WsUBpY3wJiuCcA66mcELwMQ8WABU1zaQJWZZdm3z9gxUNRPIoAVMyyCAOo8GHIoZJJCb8pMyRhTLAntisTAL+YcsEJGMMSl0tmrLWTv4d4y2xesNai7omeHBt3dAfqsTqRK1BKwKxtkeRoJUFiWDosrAqtQnaGpSGgODFYYz5rOv/QUg8lhjNyAcSncYiA50wGg7JkgxRZeZUxWIsX+b7gwp0Oh0wX6p651+URJ4kgSTLKIZ9UlGIBqWSaH9cGR5BEVRBUBoXPMoD2iFudJuXcOtFQySTjUZjwq7HRQnee0J5kEXF90nFWgj4wkVt+gMXDfEkPzc3N3H9Y540LvRUdlxyN2bfOpbI4Gm312/rAr4O0QAiih3b7wA0ok1M5mkdaxhLpj3O2KqygkSpWPO4srSIuLU/aBc38eW7du2agHFtGntcdudDmJS+KPEoiSnjixfOMer/yznghqIrvc4VyYern/uHtQAH7n1cXTz9hpiy8cVLABOLyL0IRgShtENB0MpMyr/OnvmYbqd9SxZ0K2RjZZF333uLRq1O0b0kAEnjzs8XmWw0GiWhVBPDDVe3loiggkyYlIrMk+UrCwz6XWS0LCrb/o2OBvjBirz3ztucPfURxWjIwidnOXLkCFtXPpDm3Dwq3XHT559st+npWXbs2EmlUgPR0asZTZKlKK3RBtLMkqYJSoN4hxJPvVbln3/2E0j1za7/jRJdsZw5+QHd9jqJCqwvX+blX/+Cf/zRD3ntV8+zeuFtEVkTGa1ctxUnmqSMYc+ePbz2mxepNRv0+/3Jh6I26ZIexEOJqBjlNgiXLl6gu7SIhA1R+psZxhXZkIsnTzDob2GNQ0lOcMLa5jrGWjbbq3zw4XEO3HeIg/ccis7IZCjVuKbrziTcf/9hBvmILMtwzk3Ob9dW9BvGsaXo9Qb9LbJE808//UnsgvnGSsE7b7zMsNsm0QHcACn6ZCbQrKWkGlYXL/Hab17iFz//Z376/37Meln0NQFJ6Zbat28fu3fvptvvUalW0SahCLE5b/wa2yYtMRuXWEOjXuWt11/j0smTiO9+4+iAuEVZvHCaSxfPITJESw4yQkuOCgXFoIfCMTfbwijPuXNneOPN1yiKAvitWoBqs8nRo0dZX1+nUqnhnIvFEeoqXzKa8qWxSrN9fpaV5UWarTovPP9LVi5/goThNwqo7uYab7z2MhJyUhsrdrUUJMpTTaC3tcHK0gL5sE81y0iMQAjUqhnw2wUTWnP//fdTrVZxEii8m4RIjDGT1zhkklhNCI7RaEi9WuXixfO8/vrrhDy/HVjcVHqds3LmzClOffwR1Urs95VQoEMBUoBzTDWrNGtV8tGQfDQguIKp6SbjiOJ1ICk9q3bu3MmRI0cYjUZUKpVrCs8pX3oS2tVa0+l0aLUa5MWQEAJnT5/htVdeQcTLqMhvq0Ztts/Kxx+f4J133yIv+mgTGPa3UASUeFw+ZHVlCSRQzRLwrmx1Fe666y6a0zFVdoPfTrIqhx88SuE8reY0wrhZRl89/AZBhXixcb1StZqRj7ZYX13goxPv8dw//pBUFTh3e2xUr3tRVlcWuXDmJBfOnKJZrSKuYDjoYxV4AkVR0Gg28S6wsdmh0x+gjEUpw1RrBohZ6RtAUtku9dCxx7lz335WNjaxlSr9Qc4wz8mSCkbFOsPUaIyUhtxoXDFkdqaGpseFM29x+cw7/OYXf48pvn42Ptg6JxdPfc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05:18:07"} 
[2026-04-07 05:18:08] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1401,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.73,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":54.74,"nested_area":15.82,"occupied_area":7.28,"avg_char_height":"Less than 24 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lmOPHiURqP1uVvNfu9jgRQrMuxu8PHHH\\/Ph+++wsnyFYtRDvEOraEhR8XwXI5yRU6myPazoRx50w3XLvTlugI7DFvR18wG89+gsKVs61OS643xhQNHtDGhMTXNg\\/3088Z0nue++B1CVL3Z2\\/MoOmuLXpLO+wulTJ3j5lZdYuHieqakmVkNwBc4XeF8g4q9LnRuJM4+ix5LJuyJ6NJc7lCmLXK2JHQkIwXm8ADbBh9LYl8mJIJSRicBd+w7w3e88xZEHH8ZWaijzxbM5X\\/lp3Bersra+wkfvv8eHHxxneekyva1NkMD0dINGrcJwOKTX6xK8R5VFqqmxsTBDxRFCKkR743OPMgarddQO53AhYLUGm5DVplhe38B7oVqv4YrYk3fwnvt4\\/PEnOHjvIZIkJa1t+9JrvSXxHZGugOBGXU58cJwL589w+uTHrK8uU+QDII5GrGWV6NVCwDvBhwLv4vyR4EHiQaa0\\/Xryd6UFa1J0mjJ0isIJ2hq2ze\\/g\\/vsPc+TIQ9yx+05spfKVdJDf8kSiyKbgC9rLSywtL7B4+RKXFz5hYWGBdrsd3XgJkuDRymKTWLRqrMIVAVQgeCYgGatIkwomTWi25jj68CM88MADNJtTkU2nla+0\\/\\/drzbZK2BB8gR8N6LQ32djaZHllldFoRLfbZWtri263y3A4nAzjnJmZIU1TarUarVaL6elp5ubmmJmZoV6vY+tN4qylW9fze9tT0iKdcekc5YQpJqmZT5Hb1SX+r\\/IZ8v8BrRSJbI\\/fengAAAAASUVORK5CYII=\"},{\"id\":\"6df59bd5-b642-40b2-9252-89b7ff77fae9\",\"height\":8.27,\"width\":8,\"perimeter\":51.64,\"area\":36.98,\"image\":\"data:image\\/png;base64,iVBORw0KGgoAAAANSUhEUgAAACIAAAAjCAYAAADxG9hnAAAABmJLR0QA\\/wD\\/AP+gvaeTAAAGeUlEQVRYhc2XzY4kVxGFv4h7b2ZW9c+MZzzjsReAEMJCbLFGaMQCCb8LGxY8AAh2fjwWsAEJoQEDwmPG3V1dnXl\\/IlhkVlVXe+xh4UbcUilUlcobRxEnTkTA\\/8kRgFd\\/\\/6N\\/\\/uqfnJyssNpIqSdPFZHIOI6szzrAjl50d0DnS0SWP\\/XWs8WBQxkLwzAAQugSY6lMtdD1Pd\\/+7g8FIAKoFF7+9U+UPNLyxGq1wgxUOtwyN9tXIG3vZOfITe6Auw1ysR6JYcVmWxmnDCFiLnzv+x\\/y\\/MWL\\/bsRYH3Sc3X5OZurV+RxpB8S0gTVQFAnaQGfAMXM9mAOXzly7iY4bbGB6h1XmwwaiGnFVB23zPr09BhIioa1LUMP6z4RFErJTDfjHE4xcMMNzOxLYFo7RGl+Jrg33AVzoWlHzoVhtQaEcXvD9eaC8fLfx0CsFq43F6RQcRsRHHUQK8SQEA+oK26GIKgHmhuYYzjihuFgAmbgTjMQdwzo+kCqhVYL01QoU6XrlOH8\\/BhI7HvcHauNnEekNVarnihKkEiZHLeAmNJwaEZ1EBPaArrhiAnVDMxo7mBGlcb28poqjiC0NpO7tUbbbu9EJFcsG3HoQAecSqTn+mbDtlZgWNIA7oaZ79Mzkz0y+21L6sCs4j4DdREIgVIaUzY8JEQSqnoMROOKPDleC+JCCiumES5eZ4bVCWHdU92WqLfFkVFKobVGyflOtcwcAQVzzk8fUKvRdQGjoGkAiWyupzsRmQy3iASopZJvMlEifTrn8ZP3efGzj6kBxBVnFh9f6tVcSCHiMmvGjisugC1cq1BzRWOiuVARHr\\/7hLNHT+4AccVMqaWRJ7AKJo5Ih4Qz3vvWD5DuybFofMNnJmtK5FoplmmlkkLAJDDdZL642IB394nhAKR5pbSMtQm3CgpBHJMyhziu\\/jdAxjySLaNSaZ5peSJqQGPk5LSDNr3tnm8GCGKYFcxHnAICbjPBNtvP8OkV4+s\\/u5mhqsQYUVVac2qt9H1\\/uNH1yIGL8sVmy6OnHyDSfSXPIkC\\/CFrJmRjm3y0XLi8vefnyL3zyya\\/JtVCroQpdNyAi5JyZpokUu7lkfPaz78YoRiStHvGTn3789oiMNxl3xS3gCHnb8AYnwzuEENlcvyYNSm2FqMr1dkPOmb7vMa+UNjGPCXrnesG8Q+OKdf\\/1hI8AtTZKbtTc0C4SNUAICEKKgckmDBCdVVKDQ2BWxqCogImiS7tR18XOqZqmiZLHtwMJIQDQWqNWUJ0lvFVw6XCLmAfMBSHibiAKukKsYsyziC2CZ84tm5ZI3Y3WG4CklAghICL7\\/M5yLYgozSNYwkwQi\\/NYRwKGWTad2dGOGkc28PD88deC2APZzRUiQgiBqIEQAiqJkwcP+eXPf0HoV7RcCF1CzJlqY90PFGuIOYaiHJiyZ4wLl5cbnj774O1Adp10F41aK2ZGlyIhJE7WDwknz+5f4oF9WtxnbSiloJIQAtoP94nhAKS1hrvvxcp9BrZarTg7O5unrns+CnMZjuNI3\\/eUUgCWWbRxtbkAvdesALeqRnWe0FtrCHOKzIxaK3W8Im\\/+5j4PGXxpn7lVmu6OoCCzFYWAQoxMm2uQQHO4vpl4\\/O4TtOsRCRJvX7DbS0IIs+SXwvbqkt\\/+5le4cLQmHAO5XfIgEgBDJCButFzouoGpNPrVGkfQ1PGjj57z0fMfHyJSa6W1BszNLKU0k7ZU6vaKblhj7jjLCsGC2N4QCQDqQv55KQvq4Bm8Yi2QS4NaGPrEe8+eHoDsKmaXml2XFTHcHKUhd5aq+bQlArqAawsqRZYPgCffA3QytRVqK4zjlt0qe6Ss7o1SCkXDvoJEoORxHoZvzaK7GdUFoqb9DLufaUVRBBcnTwWCUlsjSiQmIWmg77tjIHtFDXIk9fP64EQVEEVMZqqGA2VdBHVZmpzsm52JEhBcBZOCRsXFgDnqGEz5hlzGA5BcGk4kdInenBgTZpDrhJXKaki4N4SlqTG3FxcBEWqzZeNjHynUcRR3Y8xGp0JzRV1wlBATqevoUn8A0jzy9P3v8Ps\\/\\/I53HpxxnRvDMHDy6CFXFxdkZ64C16OUiM226xJ6+\\/\\/djLTkqU8n5FogCZoGughBEzdTZSr1UHfuo\\/\\/rH59y\\/uCUYb0Ga4zjlr7vmaaJIXXsCuVNx1v76mcC2nf4sryHkGg4m6trJETOTx8iMty\\/Yv635z+MH0LBVkHCOgAAAABJRU5ErkJggg==\"},{\"id\":\"7da41654-e796-447d-9778-79c3d888c9a2\",\"height\":8.27,\"width\":8,\"perimeter\":44.4,\"area\":31.72,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"e1ce241f-8ad8-42b4-9c16-c095c1bef4b9\",\"height\":8.27,\"width\":8.53,\"perimeter\":32.06,\"area\":21.8,\"image\":\"data:image\\/png;base64,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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.73,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":54.74,"nested_area":15.82,"occupied_area":7.28,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":31.73,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1401}},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"3.66184"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"45.7647288"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"1.72431"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"12.1407846"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":6.37},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":61.5632136},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"1.2656"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"60.44822"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"1.118"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"1.08"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"5.572"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.003923974978000001},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":3.9239749780000004},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0003116549041666667},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.3116549041666667},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.0029727083166666674},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":2.972708316666667},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0061096368666667"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"6.1096368666667"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.0029652007"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"2.9652007"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.003970274"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"3.970274"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00031678826666667"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.31678826666667"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":4.114047606433341},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":11.865},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"12.0232"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"3.9774363602703"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":263.64753263859996,"totalDenseWeight_before_formula":31.240956598302464},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":290.01228590245995},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":8,"totalDenseWeight":34.365052258132714},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":8,"sign_depth":"1"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":23.2,"height":19.47,"depth":"1"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":35.2,"height":18.67,"depth":"1"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":15.73,"height":18.67,"depth":"1"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":16.8,"height":18.4,"depth":"1"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":18.4,"height":19.73,"depth":"1"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":8,"height":8.27,"depth":"1"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":8,"height":8.27,"depth":"1"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":8.53,"height":8.27,"depth":"1"},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775539088_533ad0a0c037ec90a05255398ace0b0e","bins_packed":[{"bin_data":{"w":35.5,"h":20.03,"d":6.5,"id":"unique","used_space":66.2214,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":20.03,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/35f69c4029f3f32ed86c113c2ba2fced/1775539088-8925-7964776.svg","items":[{"id":"item-2","w":35.5,"h":18.97,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/35f69c4029f3f32ed86c113c2ba2fced/1775539088-8919-1753457.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":16.03,"h":18.97,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/35f69c4029f3f32ed86c113c2ba2fced/1775539088-8921-7542127.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":8.83,"h":8.57,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/35f69c4029f3f32ed86c113c2ba2fced/1775539088-8922-8175903.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":17.1,"h":18.7,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/35f69c4029f3f32ed86c113c2ba2fced/1775539088-8922-2729661.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":8.3,"h":8.57,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/35f69c4029f3f32ed86c113c2ba2fced/1775539088-8923-9000861.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":8.3,"h":8.57,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/35f69c4029f3f32ed86c113c2ba2fced/1775539088-8924-1956507.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":23.5,"h":19.77,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/35f69c4029f3f32ed86c113c2ba2fced/1775539088-8924-8968181.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":18.7,"h":20.03,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/35f69c4029f3f32ed86c113c2ba2fced/1775539088-8925-9725006.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:08] local.INFO: Box added from packed bin {"data":{"length":6.5,"width":35.5,"height":20.03,"denseWeight":34.365052258132714},"timestamp":"2026-04-07 05:18:08"} 
[2026-04-07 05:18:09] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":8.5,"width":37.5,"height":22.28},"quantity":1,"denseWeight":34.365052258132714}],"cheapestShippingCost":354.36,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":34.365052258132714,"quantity":1}],"totalHigherWeight":34.365052258132714,"DS":0,"rate":439.51503928477047,"tariffAndDS":439.51503928477047,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":748.9840493427639,"totalShipmentCostFormula":"((tariffAndDS (439.51503928477) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 748.98","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":34.365052258132714,"quantity":1}],"totalHigherWeight":34.365052258132714,"DS":0,"rate":251.66218252953146,"tariffAndDS":251.66218252953146,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":446.0901031106166,"totalShipmentCostFormula":"((tariffAndDS (251.66218252953) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 446.09","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":34.365052258132714,"quantity":1}],"totalHigherWeight":34.365052258132714,"DS":0,"rate":"324.36","tariffAndDS":324.36,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":354.36,"totalShipmentCostFormula":"(((tariffAndDS (324.36) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (30)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 354.36","careerDDPValue":0,"nonConveyableSurcharge":30,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":34.365052258132714,"quantity":1}],"totalHigherWeight":34.365052258132714,"DS":0,"rate":224.25,"tariffAndDS":224.25,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":401.89070000000004,"totalShipmentCostFormula":"((tariffAndDS (224.25) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 401.89","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":34.365052258132714,"quantity":1}],"totalHigherWeight":34.365052258132714,"DS":0,"rate":372.51716647815863,"tariffAndDS":372.51716647815863,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":635.2162722785561,"totalShipmentCostFormula":"(( tariffAndDS (372.51716647816) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 635.21627227856","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":40,"quantity":1}],"totalHigherWeight":40,"DS":40,"rate":340.25,"tariffAndDS":380.25,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":649.4854999999999,"totalShipmentCostFormula":"(((tariffAndDS (380.25) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 649.4855","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":34.365052258132714,"quantity":1}],"totalHigherWeight":34.365052258132714,"DS":0,"rate":793.6505225813271,"tariffAndDS":793.6505225813271,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":793.6505225813271,"totalShipmentCostFormula":"((tariffAndDS (793.65052258133) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 793.65052258133","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":40,"quantity":1}],"totalHigherWeight":40,"DS":40,"rate":340.25,"tariffAndDS":380.25,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":649.4854999999999,"totalShipmentCostFormula":"(((tariffAndDS (380.25) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 649.4855","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_heavy_saver_k0f572","overBreachSurcharge":85,"career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":40,"quantity":1}],"totalHigherWeight":40,"DS":40,"rate":364.38,"tariffAndDS":404.38,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":690.5547599999999,"totalShipmentCostFormula":"(((tariffAndDS (404.38) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 690.55476","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"10":{"career":"ups_pakistan_small","overBreachSurcharge":85,"career_name":"UPS Pakistan Small 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[2026-04-07 05:18:09] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 05:18:09"} 
[2026-04-07 05:18:09] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 05:18:09"} 
[2026-04-07 05:18:09] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":31.73,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":11.865,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":12.0232,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":3.9774363602703,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":34.365052258132714,"result":290.01228590245995,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.73,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":54.74,"nested_area":15.82,"occupied_area":7.28,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":31.73,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1401},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1401},"timestamp":"2026-04-07 05:18:09"} 
[2026-04-07 05:18:09] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 05:18:09"} 
[2026-04-07 05:18:10] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.73,"sign_width":"120","dimensions":[{"id":"3a5e868e-7399-453b-8650-0a69b6767fff","height":19.47,"width":23.2},{"id":"393508db-da1e-441a-bc7b-3132b4245ad3","height":18.67,"width":35.2},{"id":"67f2674d-ebaf-4c4a-a3a0-338204da0f78","height":18.67,"width":15.73},{"id":"0f7984e3-6298-431d-809a-6bb3b993494a","height":18.4,"width":16.8},{"id":"f4b32c60-01f4-4909-a3c7-6e8551c9fcaf","height":19.73,"width":18.4},{"id":"6df59bd5-b642-40b2-9252-89b7ff77fae9","height":8.27,"width":8},{"id":"7da41654-e796-447d-9778-79c3d888c9a2","height":8.27,"width":8},{"id":"e1ce241f-8ad8-42b4-9c16-c095c1bef4b9","height":8.27,"width":8.53}]},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.73,"sign_width":"120","dimensions":[{"id":"3a5e868e-7399-453b-8650-0a69b6767fff","height":19.47,"width":23.2},{"id":"393508db-da1e-441a-bc7b-3132b4245ad3","height":18.67,"width":35.2},{"id":"67f2674d-ebaf-4c4a-a3a0-338204da0f78","height":18.67,"width":15.73},{"id":"0f7984e3-6298-431d-809a-6bb3b993494a","height":18.4,"width":16.8},{"id":"f4b32c60-01f4-4909-a3c7-6e8551c9fcaf","height":19.73,"width":18.4},{"id":"6df59bd5-b642-40b2-9252-89b7ff77fae9","height":8.27,"width":8},{"id":"7da41654-e796-447d-9778-79c3d888c9a2","height":8.27,"width":8},{"id":"e1ce241f-8ad8-42b4-9c16-c095c1bef4b9","height":8.27,"width":8.53}]}},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"3a5e868e-7399-453b-8650-0a69b6767fff","height":19.47,"width":23.2},{"id":"393508db-da1e-441a-bc7b-3132b4245ad3","height":18.67,"width":35.2},{"id":"67f2674d-ebaf-4c4a-a3a0-338204da0f78","height":18.67,"width":15.73},{"id":"0f7984e3-6298-431d-809a-6bb3b993494a","height":18.4,"width":16.8},{"id":"f4b32c60-01f4-4909-a3c7-6e8551c9fcaf","height":19.73,"width":18.4},{"id":"6df59bd5-b642-40b2-9252-89b7ff77fae9","height":8.27,"width":8},{"id":"7da41654-e796-447d-9778-79c3d888c9a2","height":8.27,"width":8},{"id":"e1ce241f-8ad8-42b4-9c16-c095c1bef4b9","height":8.27,"width":8.53}],"sign_height_raw":31.73,"sign_width_raw":"120"},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":32.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Dimension Calculation {"data":{"dim_id":"3a5e868e-7399-453b-8650-0a69b6767fff","height":19.47,"width":23.2,"ceilHeight":20.0,"ceilWidth":24.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Dimension Calculation {"data":{"dim_id":"393508db-da1e-441a-bc7b-3132b4245ad3","height":18.67,"width":35.2,"ceilHeight":19.0,"ceilWidth":36.0,"biggerDimension":36.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":65,"sign_type_id":1,"heightOrWidth":"36.00","return":2,"price":492,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Dimension Calculation {"data":{"dim_id":"67f2674d-ebaf-4c4a-a3a0-338204da0f78","height":18.67,"width":15.73,"ceilHeight":19.0,"ceilWidth":16.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":31,"sign_type_id":1,"heightOrWidth":"19.00","return":2,"price":187,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Dimension Calculation {"data":{"dim_id":"0f7984e3-6298-431d-809a-6bb3b993494a","height":18.4,"width":16.8,"ceilHeight":19.0,"ceilWidth":17.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":31,"sign_type_id":1,"heightOrWidth":"19.00","return":2,"price":187,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Dimension Calculation {"data":{"dim_id":"f4b32c60-01f4-4909-a3c7-6e8551c9fcaf","height":19.73,"width":18.4,"ceilHeight":20.0,"ceilWidth":19.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":33,"sign_type_id":1,"heightOrWidth":"20.00","return":2,"price":199,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Dimension Calculation {"data":{"dim_id":"6df59bd5-b642-40b2-9252-89b7ff77fae9","height":8.27,"width":8,"ceilHeight":9.0,"ceilWidth":8.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Dimension Calculation {"data":{"dim_id":"7da41654-e796-447d-9778-79c3d888c9a2","height":8.27,"width":8,"ceilHeight":9.0,"ceilWidth":8.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Dimension Calculation {"data":{"dim_id":"e1ce241f-8ad8-42b4-9c16-c095c1bef4b9","height":8.27,"width":8.53,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":8,"baseProductionCost":1545,"result":[{"id":"3a5e868e-7399-453b-8650-0a69b6767fff","height":19.47,"width":23.2,"depth":2,"price":264},{"id":"393508db-da1e-441a-bc7b-3132b4245ad3","height":18.67,"width":35.2,"depth":2,"price":492},{"id":"67f2674d-ebaf-4c4a-a3a0-338204da0f78","height":18.67,"width":15.73,"depth":2,"price":187},{"id":"0f7984e3-6298-431d-809a-6bb3b993494a","height":18.4,"width":16.8,"depth":2,"price":187},{"id":"f4b32c60-01f4-4909-a3c7-6e8551c9fcaf","height":19.73,"width":18.4,"depth":2,"price":199},{"id":"6df59bd5-b642-40b2-9252-89b7ff77fae9","height":8.27,"width":8,"depth":2,"price":72},{"id":"7da41654-e796-447d-9778-79c3d888c9a2","height":8.27,"width":8,"depth":2,"price":72},{"id":"e1ce241f-8ad8-42b4-9c16-c095c1bef4b9","height":8.27,"width":8.53,"depth":2,"price":72}]},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1693.47,"taxFactor":0.0887,"tax":150.210789},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":53.0},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":288.69064748201436,"shippingWeightInKG":130.9254637106641},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":130.9254637106641,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":6,"min":"111","max":"135","rate":"130","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1545,"PSUCost":148.47,"tax":150.210789,"shippingRate":130,"miscellaenous":0,"signPrice":1973.680789},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":31.73,"sign_depth":2,"totalCost":1973.680789,"TATDays":7,"baseProductionCost":1545,"productionCost":1693.47,"PSUCost":148.47,"tax":150.210789,"shippingCost":130,"uniqueReturns_count":2,"objects_count":8},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"3a5e868e-7399-453b-8650-0a69b6767fff","height":19.47,"width":23.2},{"id":"393508db-da1e-441a-bc7b-3132b4245ad3","height":18.67,"width":35.2},{"id":"67f2674d-ebaf-4c4a-a3a0-338204da0f78","height":18.67,"width":15.73},{"id":"0f7984e3-6298-431d-809a-6bb3b993494a","height":18.4,"width":16.8},{"id":"f4b32c60-01f4-4909-a3c7-6e8551c9fcaf","height":19.73,"width":18.4},{"id":"6df59bd5-b642-40b2-9252-89b7ff77fae9","height":8.27,"width":8},{"id":"7da41654-e796-447d-9778-79c3d888c9a2","height":8.27,"width":8},{"id":"e1ce241f-8ad8-42b4-9c16-c095c1bef4b9","height":8.27,"width":8.53}],"sign_height_raw":31.73,"sign_width_raw":"120"},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":32.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Dimension Calculation {"data":{"dim_id":"3a5e868e-7399-453b-8650-0a69b6767fff","height":19.47,"width":23.2,"ceilHeight":20.0,"ceilWidth":24.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Dimension Calculation {"data":{"dim_id":"393508db-da1e-441a-bc7b-3132b4245ad3","height":18.67,"width":35.2,"ceilHeight":19.0,"ceilWidth":36.0,"biggerDimension":36.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":66,"sign_type_id":1,"heightOrWidth":"36.00","return":3,"price":516,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Dimension Calculation {"data":{"dim_id":"67f2674d-ebaf-4c4a-a3a0-338204da0f78","height":18.67,"width":15.73,"ceilHeight":19.0,"ceilWidth":16.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":32,"sign_type_id":1,"heightOrWidth":"19.00","return":3,"price":196,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Dimension Calculation {"data":{"dim_id":"0f7984e3-6298-431d-809a-6bb3b993494a","height":18.4,"width":16.8,"ceilHeight":19.0,"ceilWidth":17.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":32,"sign_type_id":1,"heightOrWidth":"19.00","return":3,"price":196,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Dimension Calculation {"data":{"dim_id":"f4b32c60-01f4-4909-a3c7-6e8551c9fcaf","height":19.73,"width":18.4,"ceilHeight":20.0,"ceilWidth":19.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":34,"sign_type_id":1,"heightOrWidth":"20.00","return":3,"price":209,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Dimension Calculation {"data":{"dim_id":"6df59bd5-b642-40b2-9252-89b7ff77fae9","height":8.27,"width":8,"ceilHeight":9.0,"ceilWidth":8.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Dimension Calculation {"data":{"dim_id":"7da41654-e796-447d-9778-79c3d888c9a2","height":8.27,"width":8,"ceilHeight":9.0,"ceilWidth":8.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Dimension Calculation {"data":{"dim_id":"e1ce241f-8ad8-42b4-9c16-c095c1bef4b9","height":8.27,"width":8.53,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":8,"baseProductionCost":1622,"result":[{"id":"3a5e868e-7399-453b-8650-0a69b6767fff","height":19.47,"width":23.2,"depth":3,"price":277},{"id":"393508db-da1e-441a-bc7b-3132b4245ad3","height":18.67,"width":35.2,"depth":3,"price":516},{"id":"67f2674d-ebaf-4c4a-a3a0-338204da0f78","height":18.67,"width":15.73,"depth":3,"price":196},{"id":"0f7984e3-6298-431d-809a-6bb3b993494a","height":18.4,"width":16.8,"depth":3,"price":196},{"id":"f4b32c60-01f4-4909-a3c7-6e8551c9fcaf","height":19.73,"width":18.4,"depth":3,"price":209},{"id":"6df59bd5-b642-40b2-9252-89b7ff77fae9","height":8.27,"width":8,"depth":3,"price":76},{"id":"7da41654-e796-447d-9778-79c3d888c9a2","height":8.27,"width":8,"depth":3,"price":76},{"id":"e1ce241f-8ad8-42b4-9c16-c095c1bef4b9","height":8.27,"width":8.53,"depth":3,"price":76}]},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1770.47,"taxFactor":0.0887,"tax":157.04068900000001},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":53.0},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":288.69064748201436,"shippingWeightInKG":130.9254637106641},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":130.9254637106641,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":6,"min":"111","max":"135","rate":"130","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1622,"PSUCost":148.47,"tax":157.04068900000001,"shippingRate":130,"miscellaenous":0,"signPrice":2057.5106889999997},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":31.73,"sign_depth":3,"totalCost":2057.5106889999997,"TATDays":7,"baseProductionCost":1622,"productionCost":1770.47,"PSUCost":148.47,"tax":157.04068900000001,"shippingCost":130,"uniqueReturns_count":2,"objects_count":8},"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:10] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 05:18:10"} 
[2026-04-07 05:18:11] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.73,"sign_width":"120","shipping_weight":34.365052258132714,"shape":"rectangular","dimensions":[{"id":"3a5e868e-7399-453b-8650-0a69b6767fff","height":19.47,"width":23.2},{"id":"393508db-da1e-441a-bc7b-3132b4245ad3","height":18.67,"width":35.2},{"id":"67f2674d-ebaf-4c4a-a3a0-338204da0f78","height":18.67,"width":15.73},{"id":"0f7984e3-6298-431d-809a-6bb3b993494a","height":18.4,"width":16.8},{"id":"f4b32c60-01f4-4909-a3c7-6e8551c9fcaf","height":19.73,"width":18.4},{"id":"6df59bd5-b642-40b2-9252-89b7ff77fae9","height":8.27,"width":8},{"id":"7da41654-e796-447d-9778-79c3d888c9a2","height":8.27,"width":8},{"id":"e1ce241f-8ad8-42b4-9c16-c095c1bef4b9","height":8.27,"width":8.53}]}},"timestamp":"2026-04-07 05:18:11"} 
[2026-04-07 05:18:11] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 05:18:11"} 
[2026-04-07 05:18:11] local.INFO: Input Parameters {"data":{"dimensions_count":8,"shape":"rectangular"},"timestamp":"2026-04-07 05:18:11"} 
[2026-04-07 05:18:11] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 05:18:11"} 
[2026-04-07 05:18:11] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 05:18:11"} 
[2026-04-07 05:18:11] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 05:18:11"} 
[2026-04-07 05:18:11] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 05:18:11"} 
[2026-04-07 05:18:11] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 05:18:11"} 
[2026-04-07 05:18:11] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 05:18:11"} 
[2026-04-07 05:18:11] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":838.25,"dimensions_count":8},"timestamp":"2026-04-07 05:18:11"} 
[2026-04-07 06:24:28] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpAA54.tmp"}},"file_present":true},"timestamp":"2026-04-07 06:24:28"} 
[2026-04-07 06:24:28] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-07 06:24:28"} 
[2026-04-07 06:24:31] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":8},"timestamp":"2026-04-07 06:24:31"} 
[2026-04-07 06:24:31] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":8},"timestamp":"2026-04-07 06:24:31"} 
[2026-04-07 06:24:31] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":8},"timestamp":"2026-04-07 06:24:31"} 
[2026-04-07 06:24:31] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":8},"timestamp":"2026-04-07 06:24:31"} 
[2026-04-07 06:24:31] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-07 06:24:31"} 
[2026-04-07 06:24:31] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2025-10-28 100019.png","query_param":"width","query_value":"120","file_size":37443},"timestamp":"2026-04-07 06:24:31"} 
[2026-04-07 06:24:31] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":222,"y":44,"width":132,"height":70},"scaled_width":35.2,"scaled_height":18.67,"actual_filled_area":264.21,"bounding_box_area":657,"exact_perimeter":133.79,"approximate_perimeter":128.1,"convex_hull_perimeter":99.54,"perimeter_pixels":501.72287142747535,"original_contour_points":156,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.89,"compactness":0.1855,"perimeter_to_area_ratio":0.5064},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":2,"y":42,"width":69,"height":74},"scaled_width":18.4,"scaled_height":19.73,"actual_filled_area":151.11,"bounding_box_area":363,"exact_perimeter":100.54,"approximate_perimeter":90.5,"convex_hull_perimeter":61.58,"perimeter_pixels":377.0193359837567,"original_contour_points":176,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.1879,"perimeter_to_area_ratio":0.6653},"image_base64":"data:image/png;base64,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06:24:31"} 
[2026-04-07 06:24:31] local.INFO: Nested area calculated {"data":{"nestedArea":2277.5822},"timestamp":"2026-04-07 06:24:31"} 
[2026-04-07 06:24:31] local.INFO: Mapped objects from Image-to-Text API 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WU6ndJOKqQweF/mrTlcxUgCM3dCc+1u84NqJKSEiMUaEG27wqTJO0ENuYps8ufVZnRPTc5UsDmADpoRP9/F84d2TD0e8+6773LuvXf49a+fJMW6Y3bVhNDS1gHnCjQJk8mM9bVN2rZlMp3inCNq3hSD1SGz0QwVS9EbcN8DDyLlteGTLBxkjBGJMeO9mqOOZHO4ZK3FuAzmt21DHAtvvvEaBwdjgjqsK8E6xLicGscu4RDBGWgnI4zkOdu2zdwR5zq6gS5LY2nJ55s75hgS3g1RFdq2paoqqqpiNNrn0qVL7O5dZnN9SEptxqQ1IBpIc8eNsL29zem33qEsS9Y3t5hMJiQMRVly/sIOm8duYHdvzL//V/8WFjb+Ggk707yysCF1cIcuBKA2V29CyHYwhcCZd97k7bffBvGECCoWjBB1zgfpED5RbAgYTbQdJjEX9pxi5pwjxkiMS3ucUiKEQIiKs/2OFizLmJl8HfQsMdSkFEgxV90Nc/+SFfTC+UtsbR0jamJvbw8jDltYqjriix7TacX2iZN8+StfRczaR2q1hpFevnSB7WPbiNv42LtgQWXQjsprzfL9/P+qugYLbchF1qJwTKuGaTXCl0NSzlwWRduU0qIEBTBwOV4nRUxH2BFNC6y8auL7Eqq5AsQgSA8yE1VIGjKdwQjeCIW1tKEGTR03BeYmZ27erc3fU9c13pWUgwGXLu/StMqtt9/B7t6Uh7/zXTAfAhscHlb4xS9+zslTN1BPz2hR9hG79ZFCX1AZ5j9wLuDD5aygCdqGtolY67K2iuJF6PvMQtKUBR1RkiRsx3BSVWLbgjE56+uoU6aL02OKeGdIKVOL598JGRQLUUnErLlzM5OUECJtzAtaFAWkhHTs2BzzL5OZfr/P7u4uRVnifcHuzj5l2Wd9Y4WzZ8/zhw8/wpcf+griP7o6E+sdff6Zp/nlL37G9rFNLl04wx/+0XdQ3VORD9fyRTSSf1zKsXZHksyaljBiads2w52d9rVtroY3lVDX9UKwc1stHfE9pUTTBJzz5GhcF0WCzKiKeOsIKaIxodLRFYygMZFUUA3UbYSUsvlxjgKIHUs2aSBprmnOfcC8AK2qHBwcZEqxL4g5zKINiZ4x3HzLbTz88MMfA6EB1anWkwN+/OO/ZFZNODiARx/9FarK17/xTVT3VWT9AwW+cJDZGQUsShBD27YYddlhSqJua6SrkMxms4VAq9mkq4TnyMSRKzwY6VhLQFEg1uVAMMYcypmcjUqEJrS0MaIxkgDXEYCkW6yV4RrQ0NaRFFrqtiGmFu0oElmzWSCESZcRompOjVJKTCYT1jY3OHFinXPnL7K9fZz/8B//E4OtbT5Om0g9GfHLX/2Cs+fOsLIypFd6JrMpjz/xK7CGP/rOANWxiqxcda7OQWbeXRsDDkNrlTpl0otqpNWWumopS4tYi0ZwrsR7Tzseg5rud2bnmrp6YUoxz5t8LqjGRB3avN1t5gQGTawOhoiNpDaQhI4rqJm1KnMqcszR8ZzgYy1Fv6AsS6pZk5HelLNSEdtRjXKeOq0bjh8/jvUFb51+h5CUH/3Jn/HHf/pn2OEaH4cFpe2unj3zDn/x5/+dzY1V9vd3SUEZDofMZlOeeuxXCIaHv/vIB86RPYIRqiZgTEEdu2ih7FG3bdZio/QHq6gKdQO+HBIijA9qgloKioz1GyWllhByGJbJlg5vekTNqXzpHKRMLUghgkI1rRdJo7EGTUpoAylke11VFd773HcjwurqKnVdczCa4GY1Bwdjjt9wA7PphMFwJbO5xDKezDDGsrp1gkujGWIjX3zoW3z161/nns99ETtYRWT140UTLvLn/+O/EZoRpR1SmkDflzSzCaX1aFvxdz/9G244fhzVkV5t3mxGsjnMiIRCm5TUERQwQtnrZ5PRtDQhMGsVNFMYjBS0yaKaOl6G7UIzcpwbDV5MTgS7jFCMYFRz9tlRzzJVGLRVlISqwTiDMyV1Pa+cGGIMuYjbtYQYY9g6dixrs2asfTKdMZ1WrG9u0RsMOXfhEvd87l6+/gff4vNffIBysMYHbfWrarVe0sd/8RPefP0lbj11I+P9PURbVoZr7O3NEBQxPYaDgp//3d9x4sZTVzUnXZtHDr2MdNFDSjmD7LqyqqrqyDo2t1MYj4jN1F9nGY+m2fGkLm2XDGSrdhxpDYDL9rNDDkE6h7aET+f9NqqHqGoitFGzaRFLExtM1XTwgs+OMEIg49eQHfTW1hbf/f4PKHp9vnj/g/T6K1AO+TAHdnVBj3V06V1+9pOfQlKm0zHrG6u8+fp5bjl1Ezsp4b1dhJ4vv/QCzzz5FCdueD9vcJHUpJRIktAY0RQzqVoyF6RtGxJgrQMxzGY1IUJMUIfIcLBCVCWlTGK3gIhHicSkmOQXCYbIss1DVVAi0tUpk6ZM9rEGFajbSNvWmcwTu24EzfSJzK7Kjm88GrO2tk6/HNB0Za0bbzzJN7/9bTAF0vvkVODY1vzl//oLRqN9trY3Of/eGY5vbuALx97eLs4aCm+pm8CsatnYWOPFF57j8/fdTz27qGX/+OK7F1F8irkvxiikkNCYOqa/ZGugCWMUVXDOc+z4cVY3tokKo8ksU8k6fp+1HS1CIylojmrm+YYsOYDz6ol2OPOSU52joPF4zMH+LilAiKljARRoiGjK+HuMCeeWlZW2bZnNag4ODhjtHbB6/MZPKmfadl/feuMVnnjiCU4e36CtKzY21zh79gw3n7qJ8++dZWtrCw2BtqmwUrK1vcmZs2d49pmnue3WO47MdySpiV26fljTDzd6pgitJlZW17jv/i/zwENfx/dXcuF3jkvOO3OzOMnZnFuEZUdiMp2bHrpKblcy756n2t9nd+ci//W//GdiWyEIzhe02hxaJGXQURcI5AyxFHb2DvjNcy/wre9/chrwe+++zc9+8lMK65jNZqTQMhz0mRzsYxGGK/1M2g+5druyscFsMibUFS++8BseeeQRNOzpPKVfUBkAUsoJh3SV8pywKUVRQoqkaJhOZ6gUiPUUm5+9RsjvcuxffF37qxsc7FxEIvjCEcjkyFwAMDm6SYkYW3quYDAYEBKcPn2ab33cFPyK0Va7+tijv+T5555lY6VHVY3w1lBVFcPhkIODAwa9PlU1zRC1E0iRpmrolZ693cs8+w/PHAkFu4Jv3oaHuwMOv59MJsSgGNc5SLFYd+3QscNjuL5J2VsBYwlJUQwqhtCZJWMMIQR6vR7eCrNqQtM0iAhnz56lnUw/0fdOpiNC0+C9Z39/n+3tbabjSeaTVzW+sBzs7eC6DuXSF8wmIwb9kl6vwBvhySceZ+784VCFdjzOAs0F6oQR11F6wRY+p911yGSdukGvzoT8vQ/r+3zpgYeoWyXGHJpWsyZv3Y59C2ScvdfLLSveMxqNuHz5cmalavVxsvEjY31ziwceeIAf/OAHnSaPWV1dy3z1rl7rvaeuZ0gHQzdNzWwyZtArQSOXL5zn8oXzizkNLEO/Ocx5+DWHWaMeRvIM14rIcuVQDMdvPAliEeMIKYd2g8GAqqmX8LB2VMKudOdLRxUqXnzxRQ5r18cdIiuysbXF1772Ne6//wFSgrZjbrmyYDKZYH0maGbcKFAUOaO1YnAuF1EuXDzP6VefVpizBZSFFqeurKcqaJIji5BSInHU1FzrYaSUm2+5jf5wmBFFFcQaer1e5nmkgDOyYF/NcZ6yLBERXn75JerJ6BN9t/hN2Tp5E3/wzW+xubGdy53i6JUDmjpQFD1c0euq9plv4rwhxGx+RIT33ntv+Vs+6IuWnV0Z5gyatfsw2eV6jdX1DW48dSrj6V3WmEk4FtXcK6MaCaHtrg3G5la90Xif1199GdXxJ3pokXW57c67uPcLX8T4gjbmDol+f0DUtODcqIA4S4iR6WyWn9MJly5dWsy1EPbhykwWqHSvZUFAVXPyckX9/HqMu+++O+PZNhenJ5MJZVkCqWsyjVmjXO6hbJqqK7cFXnj+Hzhalf8dh1i+cN/9OF8ymdVUdcvK2gazaQ3GLtksXVfxvNEVYHdvbzGNAY4IOYZEjHrEXqtm4aaFRncdA9dpJI3cfffd9Ab9RQEhpjazXSXRNFUm32tOnZ0zNE2VAbEUePOt12jHex/+JR8yxG/L9vFjJDE0bcxdGN5Rtc2iAgQsMHRrLdbnUt9stmTEHjEjhxOFBaUXUNP1o5tl9nc9hzUbcvKmU2xvby8KFYPBgKbKLdVN02RMm5xBAouIwXnDxfPnePGl59B08RNvyNmsBpVFt1tVNXhfoGIXoFiMseN95zEvls+HAY4eV2EPgUCLpv75p69oULqOwxc91tfXFwXjleFaV8TIP7bnC1JKVFVFCpHCeYb9kn7ZYzwe89uXX4FPyE7VcFl393dIkh2v7xVMp+NFqOmcwxpPCIHZbEYIaUHpGwwGi3ky/iaZq5yIeO/wPtu9GFvEmo5WkBYtFqra2cvrN1KMPPiVr+KKkpCUaVXjfI9ZHTFSMJ3kToKe7+GsxSqkuoU2YhVefO5Fzr57Fm33fnfttspjj/+c1dU+USsmkxHWZhL/dDSmcOUiker1egyHQ+q6zgSnfn8xTRf6ZSDoaEwdFo4xxriIRKLO+xevn80GsO6E3HvvvfT7fUKAyXiG9SW+KDG+6A6FyXQHYiK2gdC2xLphfWWVFCK/furpBe7ycUdsLupo/yLnzp9hb/cSxsDqsA+iCw7M4lwrbNfg6nK7YYTjx48v5lokNUcEG+Mixr7eQv2wMVjd4LZb76BuAhzy/Nnk2SPmLSc7LSlFjm1vEtuaxx9/lLdfeRltRx9bu401PPPUE+xcutzJIi0QSmNMZwHigtNyOHqr65qTJ08u58qXObfadDcvaQwLRpQ5eqyQ/R015Pcy1PLgg19ldXWd4WAVEUvbRkK8Iv63GRhyLl/39nZyF3Az4+knH6WdjT/e16U9ff7XT/HY3z9KDA2b66toTEzGIzQmhv1yweYSMQuSUex2lveeG264gdvufkhgYbOXjfzzlTl8XNzh//+g4+auxxCzJnfedQ+3f+ZORtMZRdnLhxRoRz9ePGc+JMZYwdrco25sYtj3vPzS8zzz9KNUB+9+oHZre1lVL+vrL/2Gv/nxX3LxwjkkKfmYlTmJKMfSzthFA9jcWc5lc+rUKba3thbzvq8Pck7NPSzQbE50cZ1XvD+NURQ97r33Czz29/+XlVtvwhc9Uqw7Jle+Z857QSFqYHWtD+oIbcVsNOKnf/vXALz926f1lrvvAgzj/R36RYntl1x45y2eefpJXnrhWc68c5q11RVGo11G+7tYIwxX16hnE2IbjvASE+CwxK6m+9nP3ov1y0AiC1tN143bbcWOrjsX9tHsUkE+PVtuXMnd93yeze0TVE2i8AZJFhW6GurcpqZMnyD/uzjQlBgOeuzvnOP//O8fU/ZW2Dp+jNvv+AzD4YCmrnnttd/y5uuvMB4fICjWKN4IPefRmM+omnMU5yBYUsnVo+5UuJRynvKFL9zHvBEXriDDLxOa5fvrnpd/xPD9LdF2X+/70gO89NyzWGfR1HUymHwk0rIrJ4+YWuKsoo3gY+TY1hZ7uxdZ24g8+dgr/ObXTzEYDHL7XwogSs/lbuTS95lORgz7A6wTRqMR9XS28GUhKqUztClhrcd7T1AwxnLq9s8gxbIG2dlsS0pQFj1UhaIoaNt2sUUOO0Z4f5Hhug/n+eMf/SliHVXdsrq2wcFoQttEin6fZlYR6kCvKNAYsVYoCsewX+ALw6waUZaOejZme2sNITCd7DMZ7dFUE2I7y90SGqhmUwb9Eo2RtsptI8YYCt+jbrITLMseKcLBaExVZ5reIz/4IcjRrrMF1+9K53dlGAXdWVLegLqjmeV1HiIDaWcX9Q+//V1+8pO/Ylo3rKytoallMp5Rlj2cs6S4PJyr+yWQEiq66P1RYFiWC7ZVx3xb9GMlMYS6YXn+a+o2fgddWMt4WiGmYH1jFbElNxw/xle+9k3irD7y3AvNnk+2dJLLg2uvZrs/Vc0GXFHy8MPf47Zbb+fyzl7GKCJUVXOkerOgQ1/xyjy5iKaANbmnMp/QlqkcKbSZ1hFbUtBM+jwUQ8eYCJrLdNiC3dEI1+szaRq+891H6G1s49ZuPBKyHcogP/yVG5tyB1Y+veDadMF+3CF2TQN5+NcAAAP/SURBVIbbW3zvB4/QX1llVjXUbYvzJQlDVdWkpDhbHFGkxct0B9oYS4wtMbUkDcQYCCH/vhAy8yp3STg0zWHnTPoPUambwGBlFcQzayJ33f05vvTgVxH7fsZVdpAJUsz1R01XYNh07RZJUbc81ujTNCPzIbIqWl/Ud98+zROP/YqDnSmrwxViqIlR6Zc98uk5+XzAHGEtd6qdc7gXJiVDydqZCDWSzzZRk48+mkdg1mKsEGIkKByMJ6xubHLjyVP863/z70gfkIMs8Oz3bTMO8ay7L3HO5UpyWS7A8U99FAXf/f73uOeeexiurXdpcpsPZLSeqqqPtJ4cLoR8oEmco5tYMB34lrJpVZPLcmIMxufTHs6ev0ivP+SRH/6I4zfdii2vTopfhH7axdbA0e0GOTpJyxofGj+1OPvKIbIuqrv6jW98C28db7z6EpPRmLLnO+xEc9lMWLCyRE1HL54rlWHeIqKaS4CSunMmJPMPrfE4ZxcHOyYU6Srst3/mTh586Ct89r4vfShhs1PPfHBKwqJSdJVsRTt4teyVhLqhSZbJbErSSN38I8pMv+chsimadhUVLl68yP7BAeI9UQRX9HC+6DjjGfeZZ5epa03xziGSTzoWI10jF90pmYYo+cQgXxZICDTVjCYknCiFKXjkh3/CN/7o+x9ZxHcA+6OK7WM3sbdzETUDdidTer5kVrU455nWhjaWrKysUdDD2II2ffo2+/AQsyna7OmPbMHf/+rnvPDib4izmrX1Vap6mpOVlEhxfpiNJxKp65o2adcG4vHOY1OiaRrqpiWGQFn22Z+MqPci3pcYa8GV3HzbXTzw5Yf4xre/j8hHd5k5gLvv+izT6RRDpCwtbTvJ1OmueJCsp25jpnWF3DV7y22fufYS/B2HFBuiOtYTNx6nt9LnxReeQyVS1QFnTcaai05JjKHX67OyvsFkMkG1a6sO85yiZFAOcc4xGU8Zrm/Qj7kPdjhc5aabb+HLD36N+x/6eO18sGRAfuyhOtKmmmGtwxUf3Y72aYx2claTNrz44gs8/tgvuXTubNZsss+ZzWZMp1OstYuDxa7skFtmzS4vhuTa4x133MnDD3+Pu++7H3C/E9/7n6Swfl9D9ZKOdy7yzum3ePrpp/nNr/+Bqm04trlFOeiT2kAdWgqbTzrWEGliINQNbcoE9CTwmc/cxQMPfpnPf+4LrK6t4cseUtz4O8vun7Ww50P1khIC1XjM2XPneOH55/nNc89x+dIljLVMJxOc9/R7PdbW17nhxAlOnjrFqZMnWVtf54477kB6PXKc/slPsvwXIezD4/WXHlXXHarrnaMoS4wIMSVC29KGkE87Brxz3Hr3V//Fyeifxfh/sBcew3KaihgAAAAASUVORK5CYII="},{"id":"1218004f-1ca6-4d84-9d67-080b6feb44c2","height":18.67,"width":35.2,"perimeter":133.79,"area":264.21,"image":"data:image/png;base64,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"},{"id":"bc082b61-2826-499b-bba9-08d6f4794bf6","height":18.67,"width":15.73,"perimeter":67.99,"area":96.64,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAD8AAABKCAYAAAAMsIytAAAABmJLR0QA/wD/AP+gvaeTAAAIcUlEQVR4nO2cy48cSRGHv4jM6urusVmLC6tFMmgvgJYjQvzNXEDcua0E4sQBiYNlCS4I7Vp+7dj9qMoIDplZVV3dM+NlLEy3HVIrprKev4xHRkZGDnzEJABuW99cv2K1bCAIqAIGKYEISITkgINBb05cLhFZy4f9/PtRBHj94hv+8Pvf8fLlM0IUoipOIhjstzva1RoRwUXpukRsWn7x1S/x/pVL/OxsOyAC7DZvefLk77x4+Yz1ekkMAp5YinB9fc1qeYWJIgS2+46mXfP48WNw+9Dffy9SgIcPr1i0kav1khic3f4N27ffgfcEjKhO2r3F+i14x27/lq7flLvPlyLA9fVrNm/egCU0Cm0QmsWS3eYarEfpSf2OGAPrdsEuQUqp+IbzpQiwXK6xlFAM2feo7TEDVSEuGrpuy3oZMdtnwC6EEMA/9Offj+L4pyGenTs4wZ2EYwIRQXBAEIwySEz4edJ56+096RP4j5U+gf9Y6aMGHwHc84Dt7jg+cFXN57yc83rteQ9xleK8QUSG2CUDzqDz8bTtzCMcZmovcijROcCphlwCKRyDrjRvr8cicuM950SD2k/BZHAgxea1CNocVBXxCwMPo0R9cgyTSF7Gay4G/E1AbnJ4IBdh90fefkpz8Lkt4X6B4Ov4LiKEoHSpTGMlAx3V3vPU98w1/44Ir6KbXCZ2yM+YbgU/HwHmbedOd8b2pzpg/ve50jtNbG4Kds6dPqn9bfTRq/2l0slx3s1IAKqY5ZQ2GOYy9NYlBDm3TmmnbZcSz0/pZHhbZ3U+OxbkoiY2RzZ/k/RFBFXNU9oLAX8wnx9ATSQvIgiCqmB+WZK/Ve2r3tdjFR2kfwl05PBuCmbmEr9AyRtgE2A5hSXqiCiCgCtByMPfmY92RfJWxngryYoEGFhPbJS+7xErHeFOEyLeO5z5WD9xeD7auGaxqmouQtAODSAoIgooipy95E8uWlQeQsjOrXBB80iAXITTO8reVi7F3U8dnSAD+Eugk5IfwU/zd1nNaydcoLe/PcIbFjIovuDM6TDC41DtvUpasvqrKBoCEEo11nlL/9a8/dQEVHWI8JBwEZJXGOfmdWjLUndEHLN+mMz0fY+IE2PMRYhnbvfDctXc0elkFqd4rj08f2Ef0AB+VGvHXVEhV2A3ivQ2VGnkWd+ZRzeFDiSfJe1AQHFCKGbgQgiCe77GRQC7jPD2TrWPEELAzBHl7G290slMTtWCeaeochFhbaWDaixgkPxIPtGI8Zoc8Z232mcxiuGUaayUqSsGQ9o6k0uASeUGkv7X3/teKULugUaFtgm0C4celDyrCyLgwmbfcfXgEV0CEJL3lwFeNDsyLZkbFxAcT4YHp4nNUIi473ryVD5BuAS1h9Gzl18IAQkMY3sIgZQSfbcnKCxigN32Q377vWlweNmbl/Gb3BkxRvb7PZ31gGCec3whCEEMwunqDNu/cDMjhJif5yUwMg65hMy9vNfA6/VQskaQZWTfj4vh3mECQfLWmH5nxGaFrB7IAB7XkqKaef2g9G6IGSKKeyKI0+13fPvNv/nbX/7MX7/+rRsCHkkIyZw/ff1HUspmk/ODUvKCOvDaPufjdU68B3gTY7O9ZtG2NKFhs9nRxBU/+/lXeLd1aZYyK0I8rKtNKeWFyprHxwDn+vo1//zHU54+fUIyxQzMnN7AzOh6y/cVrcLzJkU3yb7ixDFiuEmu9fEMPtThtZyfc5V4sr3y3vc07QIl8OrlGx5cfcZi0fLFj39yqPaDyprhZrgrlrI31xjo+56u6/MLbc/r756zXj3A3bFkpFSyuQaaHHHP014Bd8u/PIfEPXeil81MtVMZJk615HNqVnbERdJ47wkunpB+C0QCe7AOJdG0zQh+eOWkotrdER0zNl3XsdvtWa8DbdsS+h7xBOaI9TnFlfKLo0ASx/uumLeT3A+4AVH1RuUFsDKS1sWjOeeGdgFcLJtoSrSLK65WSxZtwPqOtN9OwQuqkRCAJDSLBSl1WHJchM1mizs0TcNut8tDoAv73QZHs207RWMMt1KvTyhAHKXU7pHT4mUHM0KZVZaPLgmGrHFF7W+y7NqJp887bokmKOIdDuy7Lck6wqo9lnx1NF721HneWcjUF9SfWUIkIBie78TECTByG4MgKc8onmW2M08Ojr3INciYQAinuIzFEsfc6bxGqHV5qZoEI/haTnrwM8HMcZvswnDPbZ7vqXrpJpPzNlw/rdH9b2r177r2zgyyWPYrkjdCupRRVCbg85u0LFVlgGaWgU6AV3B1aErd6JDy+enQBVVjsjzq+Xp815AFfdmlrS6Y+BEPrifbM7fB/qFGrWBz8HNwghWQinmttmYi9XyzHUg2v8Hrm5jvx6lvzdbtQ82+HrRnha1dJ+U9imPfk+dOzlvf8ycVzzN07iD5uT1n9ZWhzDxrAoyqXEtVQokQi616nvmZgPcJE1D3E1yKfxi5euYyJFRHxazWPeU53X7cXvvfUirAi+adUvu5zYpmrhqyJLxEX0XLrdia5yWcg2HH6/MAq5pQtiGfGIlnvD6jrhLdnjG93SPYADQ/Oy+25GBjInkXxSTSu2M0OEISwWSBe/53GeaU3N24VlFjkCNn6WWvddWAEs6HcqwU20MOeG2Xd0yQ3uoQPZLwsrjaksRBGoyYO6GCf/b8BY9++COeffsvdlvlanXFrtsRFrkjCOB6CBCgp88vOkr+KINvqwkfqR048t784Lja5hDS35Pi4gds3u5QIp0J6+UjJF5x/d1mBP/551/wq1//Bk87knWs2pZdtx8WLwZMs/10dw9b7yPRefM7bn+/ELRhs+9YNCuSQZeEn375JQ8fPnxvX/d/S94/977viO0VuHD95i3NYsWyfXDRuN+J/gN9KHXtNMEQjwAAAABJRU5ErkJggg=="},{"id":"9235e651-a129-4d96-ba0a-5e1965ee5710","height":18.4,"width":16.8,"perimeter":115.99,"area":177.21,"image":"data:image/png;base64,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"},{"id":"8047a85e-401f-43bd-bc6a-bb4708c01556","height":19.73,"width":18.4,"perimeter":100.54,"area":151.11,"image":"data:image/png;base64,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"},{"id":"25fca66e-9556-49f8-bc12-d85d2505f23b","height":8.27,"width":8,"perimeter":51.64,"area":36.98,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACIAAAAjCAYAAADxG9hnAAAABmJLR0QA/wD/AP+gvaeTAAAGeUlEQVRYhc2XzY4kVxGFv4h7b2ZW9c+MZzzjsReAEMJCbLFGaMQCCb8LGxY8AAh2fjwWsAEJoQEDwmPG3V1dnXl/IlhkVlVXe+xh4UbcUilUlcobRxEnTkTA/8kRgFd//6N//uqfnJyssNpIqSdPFZHIOI6szzrAjl50d0DnS0SWP/XWs8WBQxkLwzAAQugSY6lMtdD1Pd/+7g8FIAKoFF7+9U+UPNLyxGq1wgxUOtwyN9tXIG3vZOfITe6Auw1ysR6JYcVmWxmnDCFiLnzv+x/y/MWL/bsRYH3Sc3X5OZurV+RxpB8S0gTVQFAnaQGfAMXM9mAOXzly7iY4bbGB6h1XmwwaiGnFVB23zPr09BhIioa1LUMP6z4RFErJTDfjHE4xcMMNzOxLYFo7RGl+Jrg33AVzoWlHzoVhtQaEcXvD9eaC8fLfx0CsFq43F6RQcRsRHHUQK8SQEA+oK26GIKgHmhuYYzjihuFgAmbgTjMQdwzo+kCqhVYL01QoU6XrlOH8/BhI7HvcHauNnEekNVarnihKkEiZHLeAmNJwaEZ1EBPaArrhiAnVDMxo7mBGlcb28poqjiC0NpO7tUbbbu9EJFcsG3HoQAecSqTn+mbDtlZgWNIA7oaZ79Mzkz0y+21L6sCs4j4DdREIgVIaUzY8JEQSqnoMROOKPDleC+JCCiumES5eZ4bVCWHdU92WqLfFkVFKobVGyflOtcwcAQVzzk8fUKvRdQGjoGkAiWyupzsRmQy3iASopZJvMlEifTrn8ZP3efGzj6kBxBVnFh9f6tVcSCHiMmvGjisugC1cq1BzRWOiuVARHr/7hLNHT+4AccVMqaWRJ7AKJo5Ih4Qz3vvWD5DuybFofMNnJmtK5FoplmmlkkLAJDDdZL642IB394nhAKR5pbSMtQm3CgpBHJMyhziu/jdAxjySLaNSaZ5peSJqQGPk5LSDNr3tnm8GCGKYFcxHnAICbjPBNtvP8OkV4+s/u5mhqsQYUVVac2qt9H1/uNH1yIGL8sVmy6OnHyDSfSXPIkC/CFrJmRjm3y0XLi8vefnyL3zyya/JtVCroQpdNyAi5JyZpokUu7lkfPaz78YoRiStHvGTn3789oiMNxl3xS3gCHnb8AYnwzuEENlcvyYNSm2FqMr1dkPOmb7vMa+UNjGPCXrnesG8Q+OKdf/1hI8AtTZKbtTc0C4SNUAICEKKgckmDBCdVVKDQ2BWxqCogImiS7tR18XOqZqmiZLHtwMJIQDQWqNWUJ0lvFVw6XCLmAfMBSHibiAKukKsYsyziC2CZ84tm5ZI3Y3WG4CklAghICL7/M5yLYgozSNYwkwQi/NYRwKGWTad2dGOGkc28PD88deC2APZzRUiQgiBqIEQAiqJkwcP+eXPf0HoV7RcCF1CzJlqY90PFGuIOYaiHJiyZ4wLl5cbnj774O1Adp10F41aK2ZGlyIhJE7WDwknz+5f4oF9WtxnbSiloJIQAtoP94nhAKS1hrvvxcp9BrZarTg7O5unrns+CnMZjuNI3/eUUgCWWbRxtbkAvdesALeqRnWe0FtrCHOKzIxaK3W8Im/+5j4PGXxpn7lVmu6OoCCzFYWAQoxMm2uQQHO4vpl4/O4TtOsRCRJvX7DbS0IIs+SXwvbqkt/+5le4cLQmHAO5XfIgEgBDJCButFzouoGpNPrVGkfQ1PGjj57z0fMfHyJSa6W1BszNLKU0k7ZU6vaKblhj7jjLCsGC2N4QCQDqQv55KQvq4Bm8Yi2QS4NaGPrEe8+eHoDsKmaXml2XFTHcHKUhd5aq+bQlArqAawsqRZYPgCffA3QytRVqK4zjlt0qe6Ss7o1SCkXDvoJEoORxHoZvzaK7GdUFoqb9DLufaUVRBBcnTwWCUlsjSiQmIWmg77tjIHtFDXIk9fP64EQVEEVMZqqGA2VdBHVZmpzsm52JEhBcBZOCRsXFgDnqGEz5hlzGA5BcGk4kdInenBgTZpDrhJXKaki4N4SlqTG3FxcBEWqzZeNjHynUcRR3Y8xGp0JzRV1wlBATqevoUn8A0jzy9P3v8Ps//I53HpxxnRvDMHDy6CFXFxdkZ64C16OUiM226xJ6+//djLTkqU8n5FogCZoGughBEzdTZSr1UHfuo//rH59y/uCUYb0Ga4zjlr7vmaaJIXXsCuVNx1v76mcC2nf4sryHkGg4m6trJETOTx8iMty/Yv635z+MH0LBVkHCOgAAAABJRU5ErkJggg=="},{"id":"5f99428e-a7f3-40ec-a6b7-20bc3a0edaba","height":8.27,"width":8,"perimeter":44.4,"area":31.72,"image":"data:image/png;base64,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"},{"id":"38078617-1089-4d00-aa78-30378f99bf0c","height":8.27,"width":8.53,"perimeter":32.06,"area":21.8,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-07 06:24:31"} 
[2026-04-07 06:24:31] local.INFO: Number of letters detected {"data":{"noOfLetters":8},"timestamp":"2026-04-07 06:24:31"} 
[2026-04-07 06:24:31] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":656.9300000000001,"perimeter_in_feet":54.74},"timestamp":"2026-04-07 06:24:31"} 
[2026-04-07 06:24:31] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[268.52,264.21,96.64,177.21,151.11,36.98,31.72,21.8],"actualFilledAreaSum":1048.19},"timestamp":"2026-04-07 06:24:31"} 
[2026-04-07 06:24:31] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":7.28},"timestamp":"2026-04-07 06:24:31"} 
[2026-04-07 06:24:31] local.INFO: Average character height calculated {"data":{"avgCharHeight":14.96875},"timestamp":"2026-04-07 06:24:31"} 
[2026-04-07 06:24:31] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":450.0,"originalHeight":119.0,"ratio":3.7815126050420167},"timestamp":"2026-04-07 06:24:31"} 
[2026-04-07 06:24:31] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":31.73},"timestamp":"2026-04-07 06:24:31"} 
[2026-04-07 06:24:31] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"11520\" height=\"3046.4\" viewBox=\"0 0 450 119\">
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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":222,"y":44,"width":132,"height":70},"scaled_width":35.2,"scaled_height":18.67,"actual_filled_area":264.21,"bounding_box_area":657,"exact_perimeter":133.79,"approximate_perimeter":128.1,"convex_hull_perimeter":99.54,"perimeter_pixels":501.72287142747535,"original_contour_points":156,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.89,"compactness":0.1855,"perimeter_to_area_ratio":0.5064},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":155,"y":44,"width":59,"height":70},"scaled_width":15.73,"scaled_height":18.67,"actual_filled_area":96.64,"bounding_box_area":293,"exact_perimeter":67.99,"approximate_perimeter":66.69,"convex_hull_perimeter":59.28,"perimeter_pixels":254.97056274847725,"original_contour_points":21,"approximation_points":6,"shape_analysis":{"aspect_ratio":1.19,"compactness":0.2627,"perimeter_to_area_ratio":0.7035},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":81,"y":44,"width":63,"height":69},"scaled_width":16.8,"scaled_height":18.4,"actual_filled_area":177.21,"bounding_box_area":309,"exact_perimeter":115.99,"approximate_perimeter":114.72,"convex_hull_perimeter":68.65,"perimeter_pixels":434.9705627484772,"original_contour_points":27,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.1,"compactness":0.1655,"perimeter_to_area_ratio":0.6545},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":2,"y":42,"width":69,"height":74},"scaled_width":18.4,"scaled_height":19.73,"actual_filled_area":151.11,"bounding_box_area":363,"exact_perimeter":100.54,"approximate_perimeter":90.5,"convex_hull_perimeter":61.58,"perimeter_pixels":377.0193359837567,"original_contour_points":176,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.1879,"perimeter_to_area_ratio":0.6653},"image_base64":"data:image/png;base64,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"},{"id":"1218004f-1ca6-4d84-9d67-080b6feb44c2","height":18.67,"width":35.2,"perimeter":133.79,"area":264.21,"image":"data:image/png;base64,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"},{"id":"bc082b61-2826-499b-bba9-08d6f4794bf6","height":18.67,"width":15.73,"perimeter":67.99,"area":96.64,"image":"data:image/png;base64,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"},{"id":"8047a85e-401f-43bd-bc6a-bb4708c01556","height":19.73,"width":18.4,"perimeter":100.54,"area":151.11,"image":"data:image/png;base64,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06:24:31"} 
[2026-04-07 06:24:33] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1402,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.73,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":54.74,"nested_area":15.82,"occupied_area":7.28,"avg_char_height":"Less than 24 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\"},{\"id\":\"25fca66e-9556-49f8-bc12-d85d2505f23b\",\"height\":8.27,\"width\":8,\"perimeter\":51.64,\"area\":36.98,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"5f99428e-a7f3-40ec-a6b7-20bc3a0edaba\",\"height\":8.27,\"width\":8,\"perimeter\":44.4,\"area\":31.72,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"38078617-1089-4d00-aa78-30378f99bf0c\",\"height\":8.27,\"width\":8.53,\"perimeter\":32.06,\"area\":21.8,\"image\":\"data:image\\/png;base64,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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.73,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":54.74,"nested_area":15.82,"occupied_area":7.28,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":31.73,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1402}},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"3.66184"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"45.7647288"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"1.72431"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"12.1407846"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":6.37},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":61.5632136},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"1.2656"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"60.44822"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"1.118"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"1.08"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"5.572"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.003923974978000001},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":3.9239749780000004},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0003116549041666667},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.3116549041666667},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.0029727083166666674},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":2.972708316666667},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0061096368666667"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"6.1096368666667"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.0029652007"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"2.9652007"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.003970274"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"3.970274"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00031678826666667"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.31678826666667"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":4.114047606433341},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":11.865},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"12.0232"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"3.9774363602703"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":263.64753263859996,"totalDenseWeight_before_formula":31.240956598302464},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":290.01228590245995},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":8,"totalDenseWeight":34.365052258132714},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":8,"sign_depth":"1"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":23.2,"height":19.47,"depth":"1"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":35.2,"height":18.67,"depth":"1"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":15.73,"height":18.67,"depth":"1"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":16.8,"height":18.4,"depth":"1"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":18.4,"height":19.73,"depth":"1"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":8,"height":8.27,"depth":"1"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":8,"height":8.27,"depth":"1"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:33] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":8.53,"height":8.27,"depth":"1"},"timestamp":"2026-04-07 06:24:33"} 
[2026-04-07 06:24:34] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775543074_743ca2afd550a199cf45828eb9a85bc8","bins_packed":[{"bin_data":{"w":35.5,"h":20.03,"d":6.5,"id":"unique","used_space":66.2214,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":20.03,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a4b7b60b5af8166a01b21570ab8a45be/1775543074-6617-8992426.svg","items":[{"id":"item-2","w":35.5,"h":18.97,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a4b7b60b5af8166a01b21570ab8a45be/1775543074-6611-1503709.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":16.03,"h":18.97,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a4b7b60b5af8166a01b21570ab8a45be/1775543074-6613-2443831.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":8.83,"h":8.57,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a4b7b60b5af8166a01b21570ab8a45be/1775543074-6613-3017867.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":17.1,"h":18.7,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a4b7b60b5af8166a01b21570ab8a45be/1775543074-6614-7679810.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":8.3,"h":8.57,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a4b7b60b5af8166a01b21570ab8a45be/1775543074-6615-3193375.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":8.3,"h":8.57,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a4b7b60b5af8166a01b21570ab8a45be/1775543074-6615-5355551.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":23.5,"h":19.77,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a4b7b60b5af8166a01b21570ab8a45be/1775543074-6616-9176347.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":18.7,"h":20.03,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a4b7b60b5af8166a01b21570ab8a45be/1775543074-6617-2118444.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-07 06:24:34"} 
[2026-04-07 06:24:34] local.INFO: Box added from packed bin {"data":{"length":6.5,"width":35.5,"height":20.03,"denseWeight":34.365052258132714},"timestamp":"2026-04-07 06:24:34"} 
[2026-04-07 06:24:35] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":8.5,"width":37.5,"height":22.28},"quantity":1,"denseWeight":34.365052258132714}],"cheapestShippingCost":368.89,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":34.365052258132714,"quantity":1}],"totalHigherWeight":34.365052258132714,"DS":0,"rate":439.51503928477047,"tariffAndDS":439.51503928477047,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":748.9840493427639,"totalShipmentCostFormula":"((tariffAndDS (439.51503928477) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 748.98","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":34.365052258132714,"quantity":1}],"totalHigherWeight":34.365052258132714,"DS":0,"rate":251.66218252953146,"tariffAndDS":251.66218252953146,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":446.0901031106166,"totalShipmentCostFormula":"((tariffAndDS (251.66218252953) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 446.09","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":34.365052258132714,"quantity":1}],"totalHigherWeight":34.365052258132714,"DS":0,"rate":"338.89","tariffAndDS":338.89,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":368.89,"totalShipmentCostFormula":"(((tariffAndDS (338.89) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (30)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 368.89","careerDDPValue":0,"nonConveyableSurcharge":30,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":34.365052258132714,"quantity":1}],"totalHigherWeight":34.365052258132714,"DS":0,"rate":"361.58","tariffAndDS":361.58,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":623.321592,"totalShipmentCostFormula":"((tariffAndDS (361.58) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 623.32","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":34.365052258132714,"quantity":1}],"totalHigherWeight":34.365052258132714,"DS":0,"rate":372.51716647815863,"tariffAndDS":372.51716647815863,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":635.2162722785561,"totalShipmentCostFormula":"(( tariffAndDS (372.51716647816) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 635.21627227856","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":40,"quantity":1}],"totalHigherWeight":40,"DS":40,"rate":340.25,"tariffAndDS":380.25,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":649.4854999999999,"totalShipmentCostFormula":"(((tariffAndDS (380.25) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 649.4855","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":34.365052258132714,"quantity":1}],"totalHigherWeight":34.365052258132714,"DS":0,"rate":793.6505225813271,"tariffAndDS":793.6505225813271,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":793.6505225813271,"totalShipmentCostFormula":"((tariffAndDS (793.65052258133) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 793.65052258133","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":40,"quantity":1}],"totalHigherWeight":40,"DS":40,"rate":340.25,"tariffAndDS":380.25,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":649.4854999999999,"totalShipmentCostFormula":"(((tariffAndDS (380.25) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 649.4855","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_heavy_saver_k0f572","overBreachSurcharge":85,"career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":8.5,"width":37.5,"height":22.28},"denseWeight":34.365052258132714,"volumetricWeight":23.5,"higherWeight":40,"quantity":1}],"totalHigherWeight":40,"DS":40,"rate":364.38,"tariffAndDS":404.38,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":690.5547599999999,"totalShipmentCostFormula":"(((tariffAndDS (404.38) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 690.55476","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"10":{"career":"ups_pakistan_small","overBreachSurcharge":85,"career_name":"UPS Pakistan Small 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[2026-04-07 06:24:35] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 06:24:35"} 
[2026-04-07 06:24:35] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 06:24:35"} 
[2026-04-07 06:24:35] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":31.73,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":11.865,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":12.0232,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":3.9774363602703,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":34.365052258132714,"result":290.01228590245995,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.73,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":54.74,"nested_area":15.82,"occupied_area":7.28,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":31.73,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1402},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1402},"timestamp":"2026-04-07 06:24:35"} 
[2026-04-07 06:24:35] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 06:24:35"} 
[2026-04-07 06:24:36] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.73,"sign_width":"120","dimensions":[{"id":"b01bff0b-929e-4434-a024-b24fd8e5a47e","height":19.47,"width":23.2},{"id":"1218004f-1ca6-4d84-9d67-080b6feb44c2","height":18.67,"width":35.2},{"id":"bc082b61-2826-499b-bba9-08d6f4794bf6","height":18.67,"width":15.73},{"id":"9235e651-a129-4d96-ba0a-5e1965ee5710","height":18.4,"width":16.8},{"id":"8047a85e-401f-43bd-bc6a-bb4708c01556","height":19.73,"width":18.4},{"id":"25fca66e-9556-49f8-bc12-d85d2505f23b","height":8.27,"width":8},{"id":"5f99428e-a7f3-40ec-a6b7-20bc3a0edaba","height":8.27,"width":8},{"id":"38078617-1089-4d00-aa78-30378f99bf0c","height":8.27,"width":8.53}]},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.73,"sign_width":"120","dimensions":[{"id":"b01bff0b-929e-4434-a024-b24fd8e5a47e","height":19.47,"width":23.2},{"id":"1218004f-1ca6-4d84-9d67-080b6feb44c2","height":18.67,"width":35.2},{"id":"bc082b61-2826-499b-bba9-08d6f4794bf6","height":18.67,"width":15.73},{"id":"9235e651-a129-4d96-ba0a-5e1965ee5710","height":18.4,"width":16.8},{"id":"8047a85e-401f-43bd-bc6a-bb4708c01556","height":19.73,"width":18.4},{"id":"25fca66e-9556-49f8-bc12-d85d2505f23b","height":8.27,"width":8},{"id":"5f99428e-a7f3-40ec-a6b7-20bc3a0edaba","height":8.27,"width":8},{"id":"38078617-1089-4d00-aa78-30378f99bf0c","height":8.27,"width":8.53}]}},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"b01bff0b-929e-4434-a024-b24fd8e5a47e","height":19.47,"width":23.2},{"id":"1218004f-1ca6-4d84-9d67-080b6feb44c2","height":18.67,"width":35.2},{"id":"bc082b61-2826-499b-bba9-08d6f4794bf6","height":18.67,"width":15.73},{"id":"9235e651-a129-4d96-ba0a-5e1965ee5710","height":18.4,"width":16.8},{"id":"8047a85e-401f-43bd-bc6a-bb4708c01556","height":19.73,"width":18.4},{"id":"25fca66e-9556-49f8-bc12-d85d2505f23b","height":8.27,"width":8},{"id":"5f99428e-a7f3-40ec-a6b7-20bc3a0edaba","height":8.27,"width":8},{"id":"38078617-1089-4d00-aa78-30378f99bf0c","height":8.27,"width":8.53}],"sign_height_raw":31.73,"sign_width_raw":"120"},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":32.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Dimension Calculation {"data":{"dim_id":"b01bff0b-929e-4434-a024-b24fd8e5a47e","height":19.47,"width":23.2,"ceilHeight":20.0,"ceilWidth":24.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Dimension Calculation {"data":{"dim_id":"1218004f-1ca6-4d84-9d67-080b6feb44c2","height":18.67,"width":35.2,"ceilHeight":19.0,"ceilWidth":36.0,"biggerDimension":36.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":65,"sign_type_id":1,"heightOrWidth":"36.00","return":2,"price":492,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Dimension Calculation {"data":{"dim_id":"bc082b61-2826-499b-bba9-08d6f4794bf6","height":18.67,"width":15.73,"ceilHeight":19.0,"ceilWidth":16.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":31,"sign_type_id":1,"heightOrWidth":"19.00","return":2,"price":187,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Dimension Calculation {"data":{"dim_id":"9235e651-a129-4d96-ba0a-5e1965ee5710","height":18.4,"width":16.8,"ceilHeight":19.0,"ceilWidth":17.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":31,"sign_type_id":1,"heightOrWidth":"19.00","return":2,"price":187,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Dimension Calculation {"data":{"dim_id":"8047a85e-401f-43bd-bc6a-bb4708c01556","height":19.73,"width":18.4,"ceilHeight":20.0,"ceilWidth":19.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":33,"sign_type_id":1,"heightOrWidth":"20.00","return":2,"price":199,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Dimension Calculation {"data":{"dim_id":"25fca66e-9556-49f8-bc12-d85d2505f23b","height":8.27,"width":8,"ceilHeight":9.0,"ceilWidth":8.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Dimension Calculation {"data":{"dim_id":"5f99428e-a7f3-40ec-a6b7-20bc3a0edaba","height":8.27,"width":8,"ceilHeight":9.0,"ceilWidth":8.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Dimension Calculation {"data":{"dim_id":"38078617-1089-4d00-aa78-30378f99bf0c","height":8.27,"width":8.53,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":8,"baseProductionCost":1545,"result":[{"id":"b01bff0b-929e-4434-a024-b24fd8e5a47e","height":19.47,"width":23.2,"depth":2,"price":264},{"id":"1218004f-1ca6-4d84-9d67-080b6feb44c2","height":18.67,"width":35.2,"depth":2,"price":492},{"id":"bc082b61-2826-499b-bba9-08d6f4794bf6","height":18.67,"width":15.73,"depth":2,"price":187},{"id":"9235e651-a129-4d96-ba0a-5e1965ee5710","height":18.4,"width":16.8,"depth":2,"price":187},{"id":"8047a85e-401f-43bd-bc6a-bb4708c01556","height":19.73,"width":18.4,"depth":2,"price":199},{"id":"25fca66e-9556-49f8-bc12-d85d2505f23b","height":8.27,"width":8,"depth":2,"price":72},{"id":"5f99428e-a7f3-40ec-a6b7-20bc3a0edaba","height":8.27,"width":8,"depth":2,"price":72},{"id":"38078617-1089-4d00-aa78-30378f99bf0c","height":8.27,"width":8.53,"depth":2,"price":72}]},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1693.47,"taxFactor":0.0887,"tax":150.210789},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":53.0},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":288.69064748201436,"shippingWeightInKG":130.9254637106641},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":130.9254637106641,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":6,"min":"111","max":"135","rate":"130","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1545,"PSUCost":148.47,"tax":150.210789,"shippingRate":130,"miscellaenous":0,"signPrice":1973.680789},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":31.73,"sign_depth":2,"totalCost":1973.680789,"TATDays":7,"baseProductionCost":1545,"productionCost":1693.47,"PSUCost":148.47,"tax":150.210789,"shippingCost":130,"uniqueReturns_count":2,"objects_count":8},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"b01bff0b-929e-4434-a024-b24fd8e5a47e","height":19.47,"width":23.2},{"id":"1218004f-1ca6-4d84-9d67-080b6feb44c2","height":18.67,"width":35.2},{"id":"bc082b61-2826-499b-bba9-08d6f4794bf6","height":18.67,"width":15.73},{"id":"9235e651-a129-4d96-ba0a-5e1965ee5710","height":18.4,"width":16.8},{"id":"8047a85e-401f-43bd-bc6a-bb4708c01556","height":19.73,"width":18.4},{"id":"25fca66e-9556-49f8-bc12-d85d2505f23b","height":8.27,"width":8},{"id":"5f99428e-a7f3-40ec-a6b7-20bc3a0edaba","height":8.27,"width":8},{"id":"38078617-1089-4d00-aa78-30378f99bf0c","height":8.27,"width":8.53}],"sign_height_raw":31.73,"sign_width_raw":"120"},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":32.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Dimension Calculation {"data":{"dim_id":"b01bff0b-929e-4434-a024-b24fd8e5a47e","height":19.47,"width":23.2,"ceilHeight":20.0,"ceilWidth":24.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Dimension Calculation {"data":{"dim_id":"1218004f-1ca6-4d84-9d67-080b6feb44c2","height":18.67,"width":35.2,"ceilHeight":19.0,"ceilWidth":36.0,"biggerDimension":36.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":66,"sign_type_id":1,"heightOrWidth":"36.00","return":3,"price":516,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Dimension Calculation {"data":{"dim_id":"bc082b61-2826-499b-bba9-08d6f4794bf6","height":18.67,"width":15.73,"ceilHeight":19.0,"ceilWidth":16.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":32,"sign_type_id":1,"heightOrWidth":"19.00","return":3,"price":196,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Dimension Calculation {"data":{"dim_id":"9235e651-a129-4d96-ba0a-5e1965ee5710","height":18.4,"width":16.8,"ceilHeight":19.0,"ceilWidth":17.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":32,"sign_type_id":1,"heightOrWidth":"19.00","return":3,"price":196,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Dimension Calculation {"data":{"dim_id":"8047a85e-401f-43bd-bc6a-bb4708c01556","height":19.73,"width":18.4,"ceilHeight":20.0,"ceilWidth":19.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":34,"sign_type_id":1,"heightOrWidth":"20.00","return":3,"price":209,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Dimension Calculation {"data":{"dim_id":"25fca66e-9556-49f8-bc12-d85d2505f23b","height":8.27,"width":8,"ceilHeight":9.0,"ceilWidth":8.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Dimension Calculation {"data":{"dim_id":"5f99428e-a7f3-40ec-a6b7-20bc3a0edaba","height":8.27,"width":8,"ceilHeight":9.0,"ceilWidth":8.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Dimension Calculation {"data":{"dim_id":"38078617-1089-4d00-aa78-30378f99bf0c","height":8.27,"width":8.53,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":8,"baseProductionCost":1622,"result":[{"id":"b01bff0b-929e-4434-a024-b24fd8e5a47e","height":19.47,"width":23.2,"depth":3,"price":277},{"id":"1218004f-1ca6-4d84-9d67-080b6feb44c2","height":18.67,"width":35.2,"depth":3,"price":516},{"id":"bc082b61-2826-499b-bba9-08d6f4794bf6","height":18.67,"width":15.73,"depth":3,"price":196},{"id":"9235e651-a129-4d96-ba0a-5e1965ee5710","height":18.4,"width":16.8,"depth":3,"price":196},{"id":"8047a85e-401f-43bd-bc6a-bb4708c01556","height":19.73,"width":18.4,"depth":3,"price":209},{"id":"25fca66e-9556-49f8-bc12-d85d2505f23b","height":8.27,"width":8,"depth":3,"price":76},{"id":"5f99428e-a7f3-40ec-a6b7-20bc3a0edaba","height":8.27,"width":8,"depth":3,"price":76},{"id":"38078617-1089-4d00-aa78-30378f99bf0c","height":8.27,"width":8.53,"depth":3,"price":76}]},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1770.47,"taxFactor":0.0887,"tax":157.04068900000001},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":53.0},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":288.69064748201436,"shippingWeightInKG":130.9254637106641},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":130.9254637106641,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":6,"min":"111","max":"135","rate":"130","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1622,"PSUCost":148.47,"tax":157.04068900000001,"shippingRate":130,"miscellaenous":0,"signPrice":2057.5106889999997},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":31.73,"sign_depth":3,"totalCost":2057.5106889999997,"TATDays":7,"baseProductionCost":1622,"productionCost":1770.47,"PSUCost":148.47,"tax":157.04068900000001,"shippingCost":130,"uniqueReturns_count":2,"objects_count":8},"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:36] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 06:24:36"} 
[2026-04-07 06:24:37] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.73,"sign_width":"120","shipping_weight":34.365052258132714,"shape":"rectangular","dimensions":[{"id":"b01bff0b-929e-4434-a024-b24fd8e5a47e","height":19.47,"width":23.2},{"id":"1218004f-1ca6-4d84-9d67-080b6feb44c2","height":18.67,"width":35.2},{"id":"bc082b61-2826-499b-bba9-08d6f4794bf6","height":18.67,"width":15.73},{"id":"9235e651-a129-4d96-ba0a-5e1965ee5710","height":18.4,"width":16.8},{"id":"8047a85e-401f-43bd-bc6a-bb4708c01556","height":19.73,"width":18.4},{"id":"25fca66e-9556-49f8-bc12-d85d2505f23b","height":8.27,"width":8},{"id":"5f99428e-a7f3-40ec-a6b7-20bc3a0edaba","height":8.27,"width":8},{"id":"38078617-1089-4d00-aa78-30378f99bf0c","height":8.27,"width":8.53}]}},"timestamp":"2026-04-07 06:24:37"} 
[2026-04-07 06:24:37] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 06:24:37"} 
[2026-04-07 06:24:37] local.INFO: Input Parameters {"data":{"dimensions_count":8,"shape":"rectangular"},"timestamp":"2026-04-07 06:24:37"} 
[2026-04-07 06:24:37] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 06:24:37"} 
[2026-04-07 06:24:37] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 06:24:37"} 
[2026-04-07 06:24:37] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 06:24:37"} 
[2026-04-07 06:24:37] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 06:24:37"} 
[2026-04-07 06:24:37] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 06:24:37"} 
[2026-04-07 06:24:37] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 06:24:37"} 
[2026-04-07 06:24:37] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":838.25,"dimensions_count":8},"timestamp":"2026-04-07 06:24:37"} 
[2026-04-07 06:25:06] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php3E2A.tmp"}},"file_present":true},"timestamp":"2026-04-07 06:25:06"} 
[2026-04-07 06:25:06] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-07 06:25:06"} 
[2026-04-07 06:25:06] local.ERROR: Concurrent API Exception {"data":{"type":"prominent_color_detection","error":"cURL error 6: Could not resolve host: imgprocessor.epiccrafting (see https://curl.haxx.se/libcurl/c/libcurl-errors.html) for https://imgprocessor.epiccrafting/image-vectorize"},"timestamp":"2026-04-07 06:25:06"} 
[2026-04-07 06:25:06] local.ERROR: Concurrent API Exception {"data":{"type":"light_color_detection","error":"cURL error 6: Could not resolve host: imgprocessor.epiccrafting (see https://curl.haxx.se/libcurl/c/libcurl-errors.html) for https://imgprocessor.epiccrafting/image-vectorize"},"timestamp":"2026-04-07 06:25:06"} 
[2026-04-07 06:25:06] local.ERROR: Concurrent API Exception {"data":{"type":"extra_light_color_detection","error":"cURL error 6: Could not resolve host: imgprocessor.epiccrafting (see https://curl.haxx.se/libcurl/c/libcurl-errors.html) for https://imgprocessor.epiccrafting/image-vectorize"},"timestamp":"2026-04-07 06:25:06"} 
[2026-04-07 06:25:06] local.INFO: All concurrent APIs failed or empty. Falling back. {"data":[],"timestamp":"2026-04-07 06:25:06"} 
[2026-04-07 06:25:07] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":9.999996},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2025-10-28 100019.png","query_param":"banner_width_ft","query_value":9.999996,"file_size":37443},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Detected Objects from Image-to-Text API 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","scaled_width":23.84,"scaled_height":20.09,"exact_perimeter":111.77,"approximate_perimeter":102.87,"convex_hull_perimeter":77.21,"perimeter_pixels":417.28,"approximation_points":12,"original_contour_points":119,"shape_analysis":{"perimeter_to_area_ratio":0.3665,"compactness":0.3068,"aspect_ratio":1.19}},{"index":1,"position":{"x":220,"y":42,"width":134,"height":71},"actual_filled_area":314.58,"bounding_box_area":682,"image_base64":"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06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Nested area calculated {"data":{"nestedArea":2418.3108999999995},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"c92d0e8c-f234-49fc-b5d8-9022df2f438c","height":19.02,"width":35.89,"perimeter":134.83,"area":314.58,"image":"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"},{"id":"99d44570-ee74-4a6b-b35e-0783590793e2","height":19.02,"width":17.41,"perimeter":116.35,"area":210.61,"image":"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"},{"id":"1f04917f-003b-4f45-bfce-963db3af6f2f","height":20.09,"width":19.29,"perimeter":102.66,"area":183.57,"image":"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"},{"id":"ead3680e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06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Number of letters detected {"data":{"noOfLetters":8},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":665.1099999999999,"perimeter_in_feet":55.43},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[305.0,314.58,116.3,210.61,183.57,54.03,41.72,31.5],"actualFilledAreaSum":1257.31},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":8.73},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Average character height calculated {"data":{"avgCharHeight":15.47},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":448.0,"originalHeight":117.0,"ratio":3.8290598290598292},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":31.34},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Image to Text processing completed 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","scaled_width":23.84,"scaled_height":20.09,"exact_perimeter":111.77,"approximate_perimeter":102.87,"convex_hull_perimeter":77.21,"perimeter_pixels":417.28,"approximation_points":12,"original_contour_points":119,"shape_analysis":{"perimeter_to_area_ratio":0.3665,"compactness":0.3068,"aspect_ratio":1.19}},{"index":1,"position":{"x":220,"y":42,"width":134,"height":71},"actual_filled_area":314.58,"bounding_box_area":682,"image_base64":"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"},{"id":"c92d0e8c-f234-49fc-b5d8-9022df2f438c","height":19.02,"width":35.89,"perimeter":134.83,"area":314.58,"image":"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"},{"id":"1f04917f-003b-4f45-bfce-963db3af6f2f","height":20.09,"width":19.29,"perimeter":102.66,"area":183.57,"image":"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"},{"id":"ead3680e-7f6b-4f01-8524-a390c6a315f1","height":8.84,"width":8.57,"perimeter":52.67,"area":54.03,"image":"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OfSign":"120","otherDimensionOfSign":31.34,"width_of_smaller_line":20},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1403,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.34,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":55.43,"nested_area":16.79,"occupied_area":8.73,"avg_char_height":"Less than 24 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\"},{\"id\":\"c92d0e8c-f234-49fc-b5d8-9022df2f438c\",\"height\":19.02,\"width\":35.89,\"perimeter\":134.83,\"area\":314.58,\"image\":\"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\"},{\"id\":\"1f04917f-003b-4f45-bfce-963db3af6f2f\",\"height\":20.09,\"width\":19.29,\"perimeter\":102.66,\"area\":183.57,\"image\":\"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\"},{\"id\":\"ead3680e-7f6b-4f01-8524-a390c6a315f1\",\"height\":8.84,\"width\":8.57,\"perimeter\":52.67,\"area\":54.03,\"image\":\"iVBORw0KGgoAAAANSUhEUgAAACAAAAAhCAYAAAC4JqlRAAAGa0lEQVRYCb3B78vddR3H8efr\\/fme60opMPJHuuaiH0SQYGxTXGKJlPkj3UT3q6S5TUkxmhZBoOQmxkrdlEiIgrpRUN4MuuGtCPoH+kPO5s6VeZ3z\\/bzfr87ZFsaK7th6PPTO397mr2\\/9yJvvzFHAZH0dV4JhvhgxRhIK0VpQZXo30aBsykXTQNlkFUFgFxh6dhZZNAVZiQFnse0zt7LzrqMsSRuzM\\/zlzeedZXoWrQUrfeysX\\/EBFosRbAz0noSCclE2ZkUsFp21yRrjOIIgKxHCiD6OSEFVkZWgxmdvuoU7Hvg2S9LGbMqff\\/e8FY3MZKWyEwrSkC6qzGQyYcxOjp2ICYvFgggRBEmxGDtVRgi7mM8XtDZgTC8jhMuMvfjc9tv48kPHWJI2ZlP\\/6ffPkb3ILBTChmiNzGIcRyIaGMqFC9JFRDCfzxFBRJCVVBoQiQFRvShDzw4WWYkxN++4nbv2fIclaWN2xm\\/95gcEghCZSWYhBa4iWmNcdKoKhbChsthczJkMaywWC1BQNhCAmC\\/mRDRsY5vWBjbnm0QERtz0+du4++FjLEkbs6n\\/+OvvA0KI7IkNMQy8++67IDFpE6oKC+abc4bJhL9vbtJaowpsU2UqCwkKKBunidbo40hrjbEnWNx86+189eFjLEkbs6n\\/8MvvkVnYgCCzMAaLzI40UFWUjQGnKcA2vSdlY1ZEVQIiFJSNEJmFbRSiu9h+y+3c88izLEkbs6nffOMYkpBg7MmkDSzGkauuvp4v3HsUO7lAGIMFmPPKWIBBIVygAKdRE14AAQTQDYO48oMf4uprbmRJ2phN\\/ebPnsE2tulVVBUu+PC1Wzn41E+4DMRFms2m\\/u3rT2NEZZFlxjFZW5vwketu5OCTJ7lIXAaazab+1ctPUWXKJlqjZyLDtTds49GnX2ZJXCaazab+xclvgUTvSURQZezihq2f4tGnf8xF4jLQ7NzUPz\\/5LWxji8oEhG0++rFt7HviBLZ5H7S+vs4wrPGfaHZu6jdeeoLqplwoArsoGySGYUJVcZ44TwoqkwtMGwZy7JRNtAY2K9EakvjKgwfZftuDLIlLaHZu6tdeOEJrgQ09O601yoUkQGDOq0qQsMFlhiHILMqmtaCyaK2xUlVEBLa595FD7Ny1myVxCc3OTP36S0cQQbmoMisCDChEZSEJCWxQBJWJJFaEyEoigqwCm\\/MkQuK+vYfYuWsPS+ISmp2d+rUXjzAuRhSBEBa0CKoSCCJE7yOtDdhGEq4CCYVwGUmAsfk39+09xM5de1gSl9Ds7NSnjx\\/BmBWXISAUVBbGtNYQUDYrVUVEQ4LMBIEUYINAiIiGnbRo3P3QN9ixaw9L4hKanZv65ee+CRIhYSAkQNywZQt7jzyDVIB5jwADAswF4j0GxD9N1q7hiiuvYklcQrOzU7\\/ywiFCgSRchSSqzJZtn+DxZ0\\/zPon\\/QrO3p37txFGyJ9GClZ6dtcka111\\/I49\\/9zQXictAszNTnzrxGDbnSaL3zjAZ2LL1kxx95lWWxGWi2dmpX\\/3hIRRBZjIMA2B6Jlu3fZrHnz3FReIy0Ozc1KePH0EEWYlsEEtiy9aPs\\/+JF7HN\\/5jW19dZW1tHszNTv3L8McQFkrBNSBRmaBMykwghCTAYspJQUFVMJhPGntjF2mRC7x0QEigC29gmInAZArbfsZ97H9iLZmenPnX8MLYBAaZFI7OjFkiCAmSyTEjYxjYtgnQhhBDlQhJSAKa1RlVigyTswggBO+48wH0P7EOzM1O\\/+sJjtKFhm8xEITDYJiJYsc2KqxgmA+Oi04ZGVWFAgCTOsykXUhASZbOiCFwJiJ13HuT+3fvR7OzUp44fpvckArJMIKIF5wlkqCpiaIyLkYhgRRISRASZhSRcBRIGBEQEvScSRDTsQoIdXzrA\\/bsPoNnZqU+dOExlgYSAYRhYLBZIorVGVoELEAohRFWhCOzCNi0aQhhTVQxtwJjeO21oOI1dKIKIYPsX93Pfg\\/vQ7MzUp04cRhIrmYltVqI1BNhGEnZhG0UDG0lIYmUcR9owECEqDZiqorWBqkQRCAGm986td32d+3cfQBtvn+GnJ5\\/0fHOTiGBoAz07QxtYjAskCDXsorVGlrHN0BpVBYZoQgRZSUQARhH0sWNMROAykgCjCLbfsY97vvYIss18Pjf\\/Z8Mw0FpDtrmEubzEv\\/gH3jkH8843nO4AAAAASUVORK5CYII=\"},{\"id\":\"5ec7c20b-2a50-44f5-b0a7-c90a7c8fd76b\",\"height\":8.84,\"width\":8.3,\"perimeter\":44.79,\"area\":41.72,\"image\":\"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\"},{\"id\":\"4d572f94-ba65-42d3-98ac-bad57f7c831f\",\"height\":8.84,\"width\":8.84,\"perimeter\":33.34,\"area\":31.5,\"image\":\"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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.34,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":55.43,"nested_area":16.79,"occupied_area":8.73,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":31.34,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1403}},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"4.39119"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"48.5707836"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"1.746045"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"12.2938197"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":7.63875},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":65.3379492},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"1.3432"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"64.15459"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"1.118"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"1.08"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"5.572"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.004423515494200001},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":4.4235154942},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00035133004291666676},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.35133004291666675},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.0033511481016666677},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":3.3511481016666673},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0068874224466667"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"6.8874224466667"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00334268473"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"3.34268473"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0044757086"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"4.4757086"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00035711690666667"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.35711690666667"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":4.637785264423341},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":12.5925},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"12.7604"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"4.0975602497096"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":277.95765408653995,"totalDenseWeight_before_formula":34.19833417603172},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":305.75341949519395},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":8,"totalDenseWeight":37.618167593634894},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":8,"sign_depth":"1"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":23.84,"height":20.09,"depth":"1"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":35.89,"height":19.02,"depth":"1"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":16.34,"height":19.02,"depth":"1"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":17.41,"height":19.02,"depth":"1"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":19.29,"height":20.09,"depth":"1"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":8.57,"height":8.84,"depth":"1"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":8.3,"height":8.84,"depth":"1"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":8.84,"height":8.84,"depth":"1"},"timestamp":"2026-04-07 06:25:07"} 
[2026-04-07 06:25:08] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775543108_1129302b51d3cfdfa941e7b55fe9d18d","bins_packed":[{"bin_data":{"w":36.19,"h":20.39,"d":6.5,"id":"unique","used_space":67.6963,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":20.39,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/2a62ff9d426d1417c2b74ccf565cd003/1775543108-5037-2256405.svg","items":[{"id":"item-2","w":36.19,"h":19.32,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/2a62ff9d426d1417c2b74ccf565cd003/1775543108-5031-9113674.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":17.71,"h":19.32,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/2a62ff9d426d1417c2b74ccf565cd003/1775543108-5033-7939973.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":9.14,"h":9.14,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/2a62ff9d426d1417c2b74ccf565cd003/1775543108-5034-1860468.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":16.64,"h":19.32,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/2a62ff9d426d1417c2b74ccf565cd003/1775543108-5034-7676506.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":8.87,"h":9.14,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/2a62ff9d426d1417c2b74ccf565cd003/1775543108-5035-7766087.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":8.6,"h":9.14,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/2a62ff9d426d1417c2b74ccf565cd003/1775543108-5036-3420516.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":24.14,"h":20.39,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/2a62ff9d426d1417c2b74ccf565cd003/1775543108-5036-3654678.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":19.59,"h":20.39,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/2a62ff9d426d1417c2b74ccf565cd003/1775543108-5037-3668203.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-07 06:25:08"} 
[2026-04-07 06:25:08] local.INFO: Box added from packed bin {"data":{"length":6.5,"width":36.19,"height":20.39,"denseWeight":37.618167593634894},"timestamp":"2026-04-07 06:25:08"} 
[2026-04-07 06:25:08] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":8.5,"width":38.19,"height":22.64},"quantity":1,"denseWeight":37.618167593634894}],"cheapestShippingCost":403.3,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":0,"rate":482.4236305600442,"tariffAndDS":482.4236305600442,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":818.1698619150153,"totalShipmentCostFormula":"((tariffAndDS (482.42363056004) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 818.17","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":0,"rate":275.47498678540745,"tariffAndDS":275.47498678540745,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":484.485868692791,"totalShipmentCostFormula":"((tariffAndDS (275.47498678541) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 484.49","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":0,"rate":"373.30","tariffAndDS":373.3,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":403.3,"totalShipmentCostFormula":"(((tariffAndDS (373.3) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (30)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 403.3","careerDDPValue":0,"nonConveyableSurcharge":30,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":0,"rate":"398.26","tariffAndDS":398.26,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":682.464424,"totalShipmentCostFormula":"((tariffAndDS (398.26) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 682.46","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":0,"rate":407.78093671500227,"tariffAndDS":407.78093671500227,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":695.3480532864218,"totalShipmentCostFormula":"(( tariffAndDS (407.780936715) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 695.34805328642","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited 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[2026-04-07 06:25:08] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 06:25:08"} 
[2026-04-07 06:25:08] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 06:25:08"} 
[2026-04-07 06:25:08] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":31.34,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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USA","boxWeights":[{"size":{"length":8.5,"width":38.19,"height":22.64},"denseWeight":37.618167593634894,"volumetricWeight":24.5,"higherWeight":37.618167593634894,"quantity":1}],"totalHigherWeight":37.618167593634894,"DS":0,"rate":"373.30","tariffAndDS":373.3,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":403.3,"totalShipmentCostFormula":"(((tariffAndDS (373.3) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (30)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 403.3","careerDDPValue":0,"nonConveyableSurcharge":30,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy 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Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":1.3432,"result":"64.15459","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC & IP65.","sequence_no":7},{"material_id":8,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":9,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":10,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":10},{"variable_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":13,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":13},{"material_id":14,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":14},{"variable_id":21,"dense_weight_expression":1.118,"result":"40.6093","sign_material":"Power Supply 15A-10+5","description":"Power Supply 15A–(10A+5A) UL Certified","sequence_no":15},{"variable_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":16},{"material_id":17,"dense_weight_expression":1.08,"result":"5.572","sign_material":"Wire 18g UL UL Certified Red & White China","description":"18 AWG Wire Gauge (Red & White) - UL Certified","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.004423515494200001,"result":4.4235154942,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.00035133004291666676,"result":0.35133004291666675,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.0033511481016666677,"result":3.3511481016666673,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":28,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":29,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":30,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":31,"dense_weight_expression":0.0068874224466667,"result":"6.8874224466667","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00334268473,"result":"3.34268473","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.0044757086,"result":"4.4757086","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00035711690666667,"result":"0.35711690666667","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":4.637785264423341,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":12.5925,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":12.7604,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":4.0975602497096,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":37.618167593634894,"result":305.75341949519395,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.34,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":55.43,"nested_area":16.79,"occupied_area":8.73,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":31.34,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1403},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1403},"timestamp":"2026-04-07 06:25:08"} 
[2026-04-07 06:25:08] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 06:25:08"} 
[2026-04-07 06:25:10] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.34,"sign_width":"120","dimensions":[{"id":"fcd4a198-1b64-406d-b917-85d818d78803","height":20.09,"width":23.84},{"id":"c92d0e8c-f234-49fc-b5d8-9022df2f438c","height":19.02,"width":35.89},{"id":"bfc070e2-0d8b-4251-a9be-343947ad4c1b","height":19.02,"width":16.34},{"id":"99d44570-ee74-4a6b-b35e-0783590793e2","height":19.02,"width":17.41},{"id":"1f04917f-003b-4f45-bfce-963db3af6f2f","height":20.09,"width":19.29},{"id":"ead3680e-7f6b-4f01-8524-a390c6a315f1","height":8.84,"width":8.57},{"id":"5ec7c20b-2a50-44f5-b0a7-c90a7c8fd76b","height":8.84,"width":8.3},{"id":"4d572f94-ba65-42d3-98ac-bad57f7c831f","height":8.84,"width":8.84}]},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.34,"sign_width":"120","dimensions":[{"id":"fcd4a198-1b64-406d-b917-85d818d78803","height":20.09,"width":23.84},{"id":"c92d0e8c-f234-49fc-b5d8-9022df2f438c","height":19.02,"width":35.89},{"id":"bfc070e2-0d8b-4251-a9be-343947ad4c1b","height":19.02,"width":16.34},{"id":"99d44570-ee74-4a6b-b35e-0783590793e2","height":19.02,"width":17.41},{"id":"1f04917f-003b-4f45-bfce-963db3af6f2f","height":20.09,"width":19.29},{"id":"ead3680e-7f6b-4f01-8524-a390c6a315f1","height":8.84,"width":8.57},{"id":"5ec7c20b-2a50-44f5-b0a7-c90a7c8fd76b","height":8.84,"width":8.3},{"id":"4d572f94-ba65-42d3-98ac-bad57f7c831f","height":8.84,"width":8.84}]}},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"fcd4a198-1b64-406d-b917-85d818d78803","height":20.09,"width":23.84},{"id":"c92d0e8c-f234-49fc-b5d8-9022df2f438c","height":19.02,"width":35.89},{"id":"bfc070e2-0d8b-4251-a9be-343947ad4c1b","height":19.02,"width":16.34},{"id":"99d44570-ee74-4a6b-b35e-0783590793e2","height":19.02,"width":17.41},{"id":"1f04917f-003b-4f45-bfce-963db3af6f2f","height":20.09,"width":19.29},{"id":"ead3680e-7f6b-4f01-8524-a390c6a315f1","height":8.84,"width":8.57},{"id":"5ec7c20b-2a50-44f5-b0a7-c90a7c8fd76b","height":8.84,"width":8.3},{"id":"4d572f94-ba65-42d3-98ac-bad57f7c831f","height":8.84,"width":8.84}],"sign_height_raw":31.34,"sign_width_raw":"120"},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":32.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Dimension Calculation {"data":{"dim_id":"fcd4a198-1b64-406d-b917-85d818d78803","height":20.09,"width":23.84,"ceilHeight":21.0,"ceilWidth":24.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Dimension Calculation {"data":{"dim_id":"c92d0e8c-f234-49fc-b5d8-9022df2f438c","height":19.02,"width":35.89,"ceilHeight":20.0,"ceilWidth":36.0,"biggerDimension":36.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":65,"sign_type_id":1,"heightOrWidth":"36.00","return":2,"price":492,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Dimension Calculation {"data":{"dim_id":"bfc070e2-0d8b-4251-a9be-343947ad4c1b","height":19.02,"width":16.34,"ceilHeight":20.0,"ceilWidth":17.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":33,"sign_type_id":1,"heightOrWidth":"20.00","return":2,"price":199,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Dimension Calculation {"data":{"dim_id":"99d44570-ee74-4a6b-b35e-0783590793e2","height":19.02,"width":17.41,"ceilHeight":20.0,"ceilWidth":18.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":33,"sign_type_id":1,"heightOrWidth":"20.00","return":2,"price":199,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Dimension Calculation {"data":{"dim_id":"1f04917f-003b-4f45-bfce-963db3af6f2f","height":20.09,"width":19.29,"ceilHeight":21.0,"ceilWidth":20.0,"biggerDimension":21.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":35,"sign_type_id":1,"heightOrWidth":"21.00","return":2,"price":223,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Dimension Calculation {"data":{"dim_id":"ead3680e-7f6b-4f01-8524-a390c6a315f1","height":8.84,"width":8.57,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Dimension Calculation {"data":{"dim_id":"5ec7c20b-2a50-44f5-b0a7-c90a7c8fd76b","height":8.84,"width":8.3,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Dimension Calculation {"data":{"dim_id":"4d572f94-ba65-42d3-98ac-bad57f7c831f","height":8.84,"width":8.84,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":8,"baseProductionCost":1593,"result":[{"id":"fcd4a198-1b64-406d-b917-85d818d78803","height":20.09,"width":23.84,"depth":2,"price":264},{"id":"c92d0e8c-f234-49fc-b5d8-9022df2f438c","height":19.02,"width":35.89,"depth":2,"price":492},{"id":"bfc070e2-0d8b-4251-a9be-343947ad4c1b","height":19.02,"width":16.34,"depth":2,"price":199},{"id":"99d44570-ee74-4a6b-b35e-0783590793e2","height":19.02,"width":17.41,"depth":2,"price":199},{"id":"1f04917f-003b-4f45-bfce-963db3af6f2f","height":20.09,"width":19.29,"depth":2,"price":223},{"id":"ead3680e-7f6b-4f01-8524-a390c6a315f1","height":8.84,"width":8.57,"depth":2,"price":72},{"id":"5ec7c20b-2a50-44f5-b0a7-c90a7c8fd76b","height":8.84,"width":8.3,"depth":2,"price":72},{"id":"4d572f94-ba65-42d3-98ac-bad57f7c831f","height":8.84,"width":8.84,"depth":2,"price":72}]},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1741.47,"taxFactor":0.0887,"tax":154.468389},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":53.0},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":288.69064748201436,"shippingWeightInKG":130.9254637106641},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":130.9254637106641,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":6,"min":"111","max":"135","rate":"130","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1593,"PSUCost":148.47,"tax":154.468389,"shippingRate":130,"miscellaenous":0,"signPrice":2025.938389},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":31.34,"sign_depth":2,"totalCost":2025.938389,"TATDays":7,"baseProductionCost":1593,"productionCost":1741.47,"PSUCost":148.47,"tax":154.468389,"shippingCost":130,"uniqueReturns_count":2,"objects_count":8},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"fcd4a198-1b64-406d-b917-85d818d78803","height":20.09,"width":23.84},{"id":"c92d0e8c-f234-49fc-b5d8-9022df2f438c","height":19.02,"width":35.89},{"id":"bfc070e2-0d8b-4251-a9be-343947ad4c1b","height":19.02,"width":16.34},{"id":"99d44570-ee74-4a6b-b35e-0783590793e2","height":19.02,"width":17.41},{"id":"1f04917f-003b-4f45-bfce-963db3af6f2f","height":20.09,"width":19.29},{"id":"ead3680e-7f6b-4f01-8524-a390c6a315f1","height":8.84,"width":8.57},{"id":"5ec7c20b-2a50-44f5-b0a7-c90a7c8fd76b","height":8.84,"width":8.3},{"id":"4d572f94-ba65-42d3-98ac-bad57f7c831f","height":8.84,"width":8.84}],"sign_height_raw":31.34,"sign_width_raw":"120"},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":32.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Dimension Calculation {"data":{"dim_id":"fcd4a198-1b64-406d-b917-85d818d78803","height":20.09,"width":23.84,"ceilHeight":21.0,"ceilWidth":24.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Dimension Calculation {"data":{"dim_id":"c92d0e8c-f234-49fc-b5d8-9022df2f438c","height":19.02,"width":35.89,"ceilHeight":20.0,"ceilWidth":36.0,"biggerDimension":36.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":66,"sign_type_id":1,"heightOrWidth":"36.00","return":3,"price":516,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Dimension Calculation {"data":{"dim_id":"bfc070e2-0d8b-4251-a9be-343947ad4c1b","height":19.02,"width":16.34,"ceilHeight":20.0,"ceilWidth":17.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":34,"sign_type_id":1,"heightOrWidth":"20.00","return":3,"price":209,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Dimension Calculation {"data":{"dim_id":"99d44570-ee74-4a6b-b35e-0783590793e2","height":19.02,"width":17.41,"ceilHeight":20.0,"ceilWidth":18.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":34,"sign_type_id":1,"heightOrWidth":"20.00","return":3,"price":209,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Dimension Calculation {"data":{"dim_id":"1f04917f-003b-4f45-bfce-963db3af6f2f","height":20.09,"width":19.29,"ceilHeight":21.0,"ceilWidth":20.0,"biggerDimension":21.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":36,"sign_type_id":1,"heightOrWidth":"21.00","return":3,"price":234,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Dimension Calculation {"data":{"dim_id":"ead3680e-7f6b-4f01-8524-a390c6a315f1","height":8.84,"width":8.57,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Dimension Calculation {"data":{"dim_id":"5ec7c20b-2a50-44f5-b0a7-c90a7c8fd76b","height":8.84,"width":8.3,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Dimension Calculation {"data":{"dim_id":"4d572f94-ba65-42d3-98ac-bad57f7c831f","height":8.84,"width":8.84,"ceilHeight":9.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":8,"baseProductionCost":1673,"result":[{"id":"fcd4a198-1b64-406d-b917-85d818d78803","height":20.09,"width":23.84,"depth":3,"price":277},{"id":"c92d0e8c-f234-49fc-b5d8-9022df2f438c","height":19.02,"width":35.89,"depth":3,"price":516},{"id":"bfc070e2-0d8b-4251-a9be-343947ad4c1b","height":19.02,"width":16.34,"depth":3,"price":209},{"id":"99d44570-ee74-4a6b-b35e-0783590793e2","height":19.02,"width":17.41,"depth":3,"price":209},{"id":"1f04917f-003b-4f45-bfce-963db3af6f2f","height":20.09,"width":19.29,"depth":3,"price":234},{"id":"ead3680e-7f6b-4f01-8524-a390c6a315f1","height":8.84,"width":8.57,"depth":3,"price":76},{"id":"5ec7c20b-2a50-44f5-b0a7-c90a7c8fd76b","height":8.84,"width":8.3,"depth":3,"price":76},{"id":"4d572f94-ba65-42d3-98ac-bad57f7c831f","height":8.84,"width":8.84,"depth":3,"price":76}]},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1821.47,"taxFactor":0.0887,"tax":161.564389},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":53.0},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":288.69064748201436,"shippingWeightInKG":130.9254637106641},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":130.9254637106641,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":6,"min":"111","max":"135","rate":"130","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1673,"PSUCost":148.47,"tax":161.564389,"shippingRate":130,"miscellaenous":0,"signPrice":2113.034389},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":31.34,"sign_depth":3,"totalCost":2113.034389,"TATDays":7,"baseProductionCost":1673,"productionCost":1821.47,"PSUCost":148.47,"tax":161.564389,"shippingCost":130,"uniqueReturns_count":2,"objects_count":8},"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:10] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 06:25:10"} 
[2026-04-07 06:25:11] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.34,"sign_width":"120","shipping_weight":37.618167593634894,"shape":"rectangular","dimensions":[{"id":"fcd4a198-1b64-406d-b917-85d818d78803","height":20.09,"width":23.84},{"id":"c92d0e8c-f234-49fc-b5d8-9022df2f438c","height":19.02,"width":35.89},{"id":"bfc070e2-0d8b-4251-a9be-343947ad4c1b","height":19.02,"width":16.34},{"id":"99d44570-ee74-4a6b-b35e-0783590793e2","height":19.02,"width":17.41},{"id":"1f04917f-003b-4f45-bfce-963db3af6f2f","height":20.09,"width":19.29},{"id":"ead3680e-7f6b-4f01-8524-a390c6a315f1","height":8.84,"width":8.57},{"id":"5ec7c20b-2a50-44f5-b0a7-c90a7c8fd76b","height":8.84,"width":8.3},{"id":"4d572f94-ba65-42d3-98ac-bad57f7c831f","height":8.84,"width":8.84}]}},"timestamp":"2026-04-07 06:25:11"} 
[2026-04-07 06:25:11] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 06:25:11"} 
[2026-04-07 06:25:11] local.INFO: Input Parameters {"data":{"dimensions_count":8,"shape":"rectangular"},"timestamp":"2026-04-07 06:25:11"} 
[2026-04-07 06:25:11] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 06:25:11"} 
[2026-04-07 06:25:11] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 06:25:11"} 
[2026-04-07 06:25:11] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 06:25:11"} 
[2026-04-07 06:25:11] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 06:25:11"} 
[2026-04-07 06:25:11] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 06:25:11"} 
[2026-04-07 06:25:11] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 06:25:11"} 
[2026-04-07 06:25:11] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":866.3199999999999,"dimensions_count":8},"timestamp":"2026-04-07 06:25:11"} 
[2026-04-07 06:37:37] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpB6D1.tmp"}},"file_present":true},"timestamp":"2026-04-07 06:37:37"} 
[2026-04-07 06:37:37] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-07 06:37:37"} 
[2026-04-07 06:37:39] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":13},"timestamp":"2026-04-07 06:37:39"} 
[2026-04-07 06:37:39] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":15},"timestamp":"2026-04-07 06:37:39"} 
[2026-04-07 06:37:39] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":14},"timestamp":"2026-04-07 06:37:39"} 
[2026-04-07 06:37:39] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":15},"timestamp":"2026-04-07 06:37:39"} 
[2026-04-07 06:37:39] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-07 06:37:39"} 
[2026-04-07 06:37:39] local.INFO: Calling Image-to-Text API {"data":{"file_name":"fgffbvggv.png","query_param":"width","query_value":"120","file_size":36844},"timestamp":"2026-04-07 06:37:39"} 
[2026-04-07 06:37:39] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"light_color_detection"},{"index":7,"position":{"x":329,"y":148,"width":62,"height":48},"scaled_width":16.28,"scaled_height":12.6,"actual_filled_area":168.03,"bounding_box_area":205,"exact_perimeter":49.03,"approximate_perimeter":46.09,"convex_hull_perimeter":47.14,"perimeter_pixels":186.7106781186548,"original_contour_points":70,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.29,"compactness":0.8784,"perimeter_to_area_ratio":0.2918},"image_base64":"data:image/png;base64,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YeRGUYg4YGjU4OGzVVkQoQCslait5h+orxGNYrWmw4z6fihZFWEL3CuL5N7+CO/qGtZCiWE3VMpPZv9BTbiviPv2HDO31umeWcXpaSXZ2wOZVuRiUQh8ELdRNryzxq0aC5iNCBk0tFoqDjUfzBjM7MBCFt6/TWV6uWmg67GvSy0ZhcydZYR7oGS2JCyWkGsrTP3r22R/eYPheoIBd3c96mThh2px6jXZmlpjbWYTO5Og1tFOsjWNEQszW18HBFohikZZVNBKoSVAo9CAq8GLWTiOgxXYkK9Qnd1g69YqenGraSg3btM5OgQR6y6NCSCLVWFlh9VffMj8G9ep/2qJQT/JQO07+95O/fVG4ng73BZbvy1Vcw4PwVWCMhRiasqVCoEC3ZgxTShMtEDNhKx2MSyLNiIkagaRiuDUNL3V5p6na6mXpd6eINaXgZYoqv9e7Te3weqlKWZ+eY3a5CqZos/QAUD7Qm49wEP9EC2rXTJDHbSODUBb7O73GmDl5gyXfv4Ocx9MEgmEc7XHsB51n11PvSa6N036+CD6WB8kjLvnNEC6PUNrRyuOY+HxAKuzj8huJF6TUoum49xR2k4PQ3fLrkKBCRA9McKX6polu5Xce7e4WH1JEhWTU4XPtwLfjF2NvCzlNhM90MKRp88QGx2A5O5/pvDI9mG4lz6x6Uu3M2W/T/l2jg+tV+VU9nBrf5+F3Uy+KvXOGMnTQyROHyF2bhT60qiB3crm7oHc2hbqDhR8eOs9Ft67yfKVaZx8neiWy/Hyo0vjJ1OvihfRuK0RYqO9DL/wG1jPnoJuB3Vsr1Tbu+43XxZyFcjXWX7jMu7MBtXJFfRykWQZegqfXw34Uu+fSNUWgqRDrC9D54mj9J0ZRY8PQ6+NGt5fe+6/8LJeC3OlQgCTy+T+d5Ls1Vn8hS3sfJ1IPazZdhf+4qECTqa+Ka6tcKMmlaiiGjWI9mfoPDFC3+ljREYGoC0BlkKNHSymP/41niVfKAHZKixtIXMbZGeWyS+vU8sXKWxmUYEgfkAQBGGmG4SfVSBh8VoaGS939uGQSinq9SqmbWE6Nsox0BEbpy1BvLMNqy1B7xOnIeVAWxJaoxB3UEf1w3mLDEDmRcgL5Ip420Uo1TAqZZQviO/jeR6BF+7FC9N4ywzjkIG6C6SUCmWhVmH917HANMNjE4hFoDUFLTFIRsFRqOFPBjkU1L3mb4joAMhXfi1ORRovJ96z9/2GkKWxbwhbpcKRDaNRl5KwfRCADlBjyccm4j429n/Ow2qapGiPpwAAAABJRU5ErkJggg==","detection_approach":"light_color_detection"},{"index":14,"position":{"x":15,"y":3,"width":427,"height":110},"scaled_width":112.12,"scaled_height":28.88,"actual_filled_area":517.46,"bounding_box_area":3238,"exact_perimeter":313.55,"approximate_perimeter":282.86,"convex_hull_perimeter":240.6,"perimeter_pixels":1194.1219330882004,"original_contour_points":555,"approximation_points":7,"shape_analysis":{"aspect_ratio":3.88,"compactness":0.0661,"perimeter_to_area_ratio":0.6059},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAa8AAAByCAYAAADkvF5EAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nOy9aXNlyXGm+bhHnHPvxQ4kMrOqSFHSaOmWWmqpe1o2y0+YXzpfx6y/yDTTZmprkU21FlJcxFUSKZGVC3bc7ZyIcO8PcYDMKhY1RbIWZFU8ZqhEIitxgcQ9573u8frr0Gg0Go3GG4Z82l9Ao/GmkX7ynz0uOvAZ6CFy/B/addRofMK0i67R+JBsfvwXvl79iKCXzBeChJ6uO0RmXwA5QA7+oF1PjcYnRPy0v4BG401hzBes1v8C9i8MQ0aCErt9dhbvInqKX/y5Y3vI6f/aRKzR+Jhp4tVofEh2Fs52uWUcLvGyxLLhY8dQrhB9hMo1Go/xi//X6U5AT5HdLzUhazQ+Bpp4NRofAr/6W0/r74HdIOUK5QYrW4rBdrjG9V3G8Z+R7oDF7DH97G1C9zZ+/t8dDpFHv9dErNH4CGni1Wh8GAJ0YvRSCKGw0xmmiZIy4oHCwHr9AgkL8uaY2L/LfP4Os8U7hNnb+M1XnHgIzJCd32pC1mj8ijTxajQ+DNkgFaKB5AK+JeSB6KCSGPNAL2uKXOF2TcqX+HhB2r5L6E4hHrO7/w4eDihX/81dDomHf9hErNH4JWni1Wh8GFzBIZiCK9EAN9RB3YFC3AlkyeQyYH6FjyM5X5P0JcYOnp8TumO6xWNi/xi//rIjh8jBv2si1mj8gjTxajQ+FAIeAZ2ELCCuqNd5E/GAjAURJbijPmLumI94uQXp2V6fE7oDbHiMzU6J3VNCPMHP/szRE0o4Ih62lmKj8WFo4tVofCgUUBzBRTEBRTAcFcAhJ8E1oCKIBFwdJAGJIgPFVthwzXY8Z5AjNPwL/eyUfn6Kdk/Q/d8k3XzD0Rnd3u82EWs0/hWaeDUaHwZREKGIUkQwUUpwghuKYQhdmGOvSY55wa1glnEKXRcpPmK2IZUlLteM6RLGF3j3gmA3eHdEnO+Rb/7c0T3iXpsZazQ+iCZejcaHQaAoFJne1MDBxVAxDEXFAUW8/hU1wVxetRZTJgZDFHoVzFe4ZcqwpozXbDcvYX7IbHZIXJwQ56fk6z916Y7xcECc/dsmZI3GRBOvRuPDMIlWDtSKSw0noxgqBXcje0Fd0UnAAoGgghAQcXIZq8EDxVUxM4qPeCmIbLD0Aik9NuyRNkfk2WPi/Ak6ewzxlM3FV9xlj53j5lJsNNpF0Gh8SNY/+X/85uxrlOHbdOEFapcoA6oKBaJG1CKYIC6oT1WYVFeiqAFgYhSD7OAEVCKiBSHh7hTvGX0Hi4fQnxLnj5H4iJ29LyDhkBhPIB6ALpC9ZvBofD5plVej8WHxQ/rZFxjyCivVbehcIQx0HTA6mCEmk2g5ioAr7oU8Gqoyue4LTsYBUyGoEUvG3YGByECyAUsrxnKGsaBs/pGue8R8/oRu/hj0Ef7yK47sUNgjnjYha3x+aOLVaHxIutkxZm8hbPGkSI6U3JHKBSWN7PQzwHAAc0SguEHJmBlSyy9EQaW2FV0cVQga0FQQBweKZCIDZg4y4mywzZJxuMC2Z4TuhL57Qrd4hMxPCbNThtvvu4cD5jtPm4g1PvO0J3mj8QuQzv/Sy/guWl5g6RnD5hlpc46Xa2YyoDaCZYSMCogl3DLihqqiqgiKa8BNMARBiciU3OEUV4o4SRQPAdOAS8SJuHcYHSY7BD0kzg7oFodIf8zs8B3oDoE93HcJe234ufHZpT25G41fELv5Sxe/hXKOjZek7SWeLtnc/BgtS9y2wIiSiDIijKhnlOpGDARwwT1gRXCrLchOApjg4hQBo2AqWBBcAFWQWIXPO7LPyChIT9EZu0dPiP0xs9lbaPcU9Cn4MXL02+06b3zmaE/qRuOXxFd/7dgKbAv5ks3lP+DpgpxuyeM1breI3xJ8TWBASAQ3MCEQEAu4RcQjYkLQrvYMpZ6JmRg+vZk4WRwNAY0RFyG5Yl6rt+JKLk7sDlnsfIH5/EuE/kvQvQPxKegh2Ax59Lhd843PBO2J3Gj8ivj6u05ZQT6DfEXaXDBuz8njS/J4hqdLsBsiG9RGxBPBIEokSEQ8gCtyN+EshogDDmJVxAALUgelcWyye7goIoKq4sUwjyDHaHhKiO8Q+reI87cJ88cwPwGd42GO7v9mu/YbbzTtCdxofET4+l+csoR8S0mXlHRGHp6Rh2eQz+9FjLRCfUvA6SYbPUAp9R0Vn8Ko7P5zG4rEiImSEYobZoa517M0EeZ9R86Qc8TYJbNPkV20P0ZnJ+wev4OHPeiOCN0h6FE7F2u8sbQnbqPxMWDrH7nYNZbOKMMLPL9ke/sTyOfYeI7nW4JvCGzBM+6l5iTiRCBSCHi9QF1xUbZjgRCRbo5oAMDdaqXmINkwAySicU4SZSyBoj10u0i/h3RH9LOndIundP07qB4Bh8AOcvQb7X7QeGNoT9ZG42PGbr/lIjfY6l08vyRvn5PGF5ThHM/X4BucsQb52kiwkRnOXBys4AbmQpGAE6dfFYB64uV1CNoCoNMZmVXjhxoWHBMlWYfrLqInSDil695mPnuH+ewp9I/rm+whB2+1+0LjwdOepI3GJ4SvvuOUC0hn5O0z0vY54/YlKV2TywqTLW5burxhxsjCEx11cNkn8cpSzRp3DcVAqbZ8U4R5fRwvmBaQjEvCteDqFALIHGMP/BDkMTE8mhI7HtHv/hr0J4TZAXQHyM6X2v2h8WBpT85G4xPGb7/j2DWkC/J4QRqvyHbL1fIZ2A3deENMN8x9SS8DwTMuRhElq2JSqyshoxSiZUBBFoBOYldwClAQLbiU+uAaMJ9hNqPYDvgeqnsU3UN2nyLzE+aLR/Tzx2j/CAvHFA7pF++0e0XjQdGekI3Gp4Svvu/YCs9L3G+5vPlHpFzC5iWs3qUfz+hlhcqAeyJHwQSKKFSDPIFE8Fwv5LCDeQADMcfdEa+ORciYGCJ1H5kTMevBO1zmWJgz6IwSd4j9EbE/peuf0M3fplu8jcZTiu0Rd1s11ngYtHioRuNTQnZ/514I0tU3fe+4J9gL7KZnzCNSNoiNKCMZg+mcq6qTo24IRvB891lwCkI9E6ubnhXcgFDPx2rcPS5eW4tV6TDdkNlCjpQyx4dDSjilLJ7iwxcI/VO6nS/it19z2Ef2W45i49OliVej8QDojv5AfPw7xwqMSzwuQJQgUkXHDQVMqPFSUMUJrUPOGOal/okLuCBekztEAmAwiVd1NoJQKC6IVFdjLyPoiEuuizTzlrK8YbV+AfqI2c5P0e6UfvFOFbFwBL6L7LbB58YnTxOvRuOBIP2/Fx/+zBGvqfOWwRMihUDGPU6CFTBXxAxxJVgACohTxBHzaXZMkBrXUduFdw/kAXfHjNpClIg4RGKtzDTgQLYVTiLLEuOS5foZzB7Rzd+i232Hbv6U2D8irb7uLnv0O60aa3xyNPFqNB4QKUMoQikFsYyrTSnzddaL+0WX1MWXrph3IAnzEXdwOiCiBFxAxXDJuOdp+7PiruCxfj7pUVEkDSiGu1FIRDFMB7ow4jGRbM0wLhnTFcPqXeL8CbPdUxY7p4T+MXn9TTffpd9t6R2Nj58mXo3GA0L7UyS8QENP6GZYUZIp9HNM6vZlNSdKbQ9mE1znxG7BmK8JQYFd8J6CICSQW/ANkTRVbnPUIxbmNdRXFHEjMBKm5ZkmtU6rFeAaGwdiXBBsJNmG4lcwnlE2ewz9AR6P2Dn6XbQ7wa/+q9PtgS+Qvd9rQtb4WGji1Wg8IGL3H6S8+L8dr+YMFyiqiDg2BUZFN0SqVbigmASSREx3cekptiDngLsQupFOE0rGQ20p+uhYccwSpuBRUZxw/1Uo6mBS6pnZNAhtZUvnCZVEkRFki9gKGS+xfM7mYoV0x/T9IXF2iHaP8MuvOPEE2f83TcQaHylNvBqNzwBGT39whOsOPs6xTSFno/i2no85qIyYJ1QCEgAtqNY0DqVa6AsCBBAFIi42fX7wUteziDiqGccobHBTrFxStpcQdkn9IbE/oZud0u+8hc7fwm//1s3mhMNWiTU+Gpp4NRpvFPZzPtoxO/5N6E6YpwVhVdhsBkq5pZQdLPXYeEkviZkIXRcISp0fm1I8inc14R54NQL6qh4zN9xAgiM+4lIdizY5HGeyBpvj4xUln1GGM9JwRuhf4t0jdg6+SL76S0f3Mdmh3//1JmSNX5omXo3Gg6ca238+itFBeATzL8HuI+YzQTYjlm7Iw0/Jm33y5l1MViRPeEngA0jBw1gfxUH81TxZzUqsxhAA1Tocbe5AQd1QBdWMitGVLbDEbUb2BancMqYLPLwk6xElXeD9Md3sEdofMV5/zV0XzFpLsfFL0MSr0XhouH7AB1+ruOT1geVKoed6HZj3B8z3/i+BOvisvsXSI8r8hDQ/QdMVZbhimy4p6Ra0IBLRYKDUwefJU69a241GXdtS7faOWEFwPFDbkR7qjSSvCSL16/OMMwJbim0QveHm/Bz6E7rFKbOdx3TzY/r+AF/9V7ewR5j/xyZijQ9NE69G40FjfHDlVVMzXiFkn1N87/4j3dEfiC1feOwOiHGf2fwU8hl5c0kazhjTOdkvyHINrFEfCFbNIOpgZHTSIrhf8oyg9bHLa48uipQeEUCFCLgM9XxMMsoWK1f4eE3hJUP+CWWzT5kfYvNdpDthc/WnbnpEkB3m+3/YhKzxr9LEq9F4I5gyCsXq+z+DMuv3CN3Oez+69+ReBPzma44/Ji5uiOmKfnzJenjGOr2gpEsk3+AMCE4gI5LBHZGai6h1iIwgTg0AFtwEDIoH+rBbVU8czFAzXLa4jCAD+/MFhUQqS1J6yShzynoHm+0i3THzw98iyDEhHuA3X3b0ANn7gyZijQ+kiVej8cCoqfCOiIDUlIy6dPJ993GfhpYJCAHLI2IfJGwVOfjjV0K2/BsP87fo8ztYPsfzBVy/RNMtOa0otkR9jciI6kCQEbGEl0wxQQkIEdWuZimKUkquizEnoQ3RYFrZkr3g44BIpCfSS8R9hqdbJEWyvGQ9XqPxhFl/Av0pITzCX/y5Ew9BdpHj32lC1riniVej8eCYzrPkg52FP/dvGQT/cH9H9ur50ub2bzx2T1C7JZYLJN0wDleUdEHJl5R8geVrkjvzPiIyQr57DMHNKVZqizHGGqtYjfW41Z1iInWo2h3wUis5D/V9Ik4kMLK5XuLxBXQnWP+I2D+m658g/Sn0h/jNNxyZIfu/20Ss0cSr0XjY2GvtQuGDW4ZV7pSCevnAP/95LPZfmST86u+dYUmcXZLHF+ThGTk9Jw/P8HLB6GuENap52iVWNzm7CAVHO6NQwDJ4BnJNvQfUa31Y1U0JrtO34uAFFccZKGWFlCVpuCTpOWP3kjB7hMYjZsfvgO5iV191C7vE/dZS/DzTxKvReJOZWocfBXL0e+KXZ048JfanxPljPD8lD6e4nbO8/QliS2AJPhDE6szXZCrZegIxdNobpnX3yhQObFN7U6cKrB6N+bTqJTCy09UKrpiTbaSkgTwuycMVHvfI+SVhfkTYOSHOj/Hll93iHmH+75uIfQ5p4tVoPEheF6T3VVvyfqchk4gJ/isKmRyfvlaJ/cDFTunmT8EuWPAYsyvycEEuV+SyRthOtvgBMUPFMYnEO9u9OBTHzUG1Fl53tsX77yyDFCxXd2IQQcWwQA0U1hFnyebmGbrdJwzHdIsTwuyY0O/j1//Z0V2QPWTvT5qQfU5o4tVoPDh+3pzX6/fln20fGvE9CYW/KnL02wLgV991ygmLx08hXZC3LxjurPbpmpyXUJZVsBgRkWracAMHo9zvDqtt0On7kfGV2EqBnFFVVAouAZUtTsZ8xPyW4E5Jl+T8gs16gXYH9LNjZosjQndMv/cl/PYvHF0gu21m7LNOE69G443i58RDSTW4F/noL2k5epWA4dff9tg9IS7OmeeXDOmSYbjE0wXd+IJga7zUKsrMwBMqgkttHSKOaz3Dc7FX3hSHoBHxDkdwL7gZZgPoFjfoVSgiZO/IOWJlh5ReIuMBHk9IKUM4pev2yRdfcemPCC3V/jNLE69G44Hh043dpLbh1Jj2dOlUyYCKYFojnXR6q/u5PrrK64OQw99/zW7/Zd8pN8ThGk/npKsfQr4ilRXFtlhZIzIQNRFUKDagtZarw87yalGmoHiurc/6yQ0xJ4qgkpEgbHMixMAsGKZG9ho87NtbEresViu67jGznUfMd57Q+Snl+qvuckBhwezgN5qQfYZo4tVoPDCSZ1IwojqkgmYjEsgqJA8YyqiKik6GCKPzOvEV/ZO7P8ve/ykA480PvZ/fAk+hnKHbazxdYuUct2tSuSDbihjzNLysaBG0BIJ3iAviOs2ITXjGzXAv01ZoZeZaV7mUBJoIxJp+7wHYIHaN52fktMt2fUiZPyLOT+n6J2g8xpd/7bCH7LUsxc8CTbwajQfEevMdt5u/nbYn17lk8SmWaco8LMp00wYE1KyeiE0Ovk+a/uC3aj21/J5jF4ThijGdo8MzyvicPMywckUaL+k8ET0jogQUccVNcS+IOCI2lZGC6FSHqYAoSt0ELShYNXOIKy4ZJaG6xrlGygzYIdlzynjIGE4wPWS+/SLaneIX/93pTkD2kb23m5C9oTTxajQeEvfW9/pmoqjc2TNeP+/6AMchfDrqdffQe3V42G+/67E/xedPKOmMMr6kpDPWtz9BbYmVJWPZUEggCZEEJROBqNWhWPeIlWq9R6YVLDINQYOimCuKgismhuiIueO+JucbrMwp+QzjOUX22aYXxNlTZvO36edP6eIpfvktRxbI0f/SROwNo4lXo/GAkNfEy9FqXrib7RWq6aHesl/j9USOXyyV4+Pg9a3JfvN1j/0V+CX97IuUdMa4eUEaXjLma8Q2IAOqgk8Dz1Dbh6I1qeMu1b6WYXdKPm17nh4neD0rDGSKOCJKkYSwxXSNyhJPK7b5grw9YxN/SuxPmfWn9P0Rfv5Vpzuk2Jx41M7G3gSaeDUaD4p6juVT1eWiuMi90QF5NRRctx2DvedW++mL1+vIwR+9JmT/w0M6Q2bPkO1zSC/J+ZyclqitwNZkGxEyQiGIEJhSPLyG/Yr7dAZWRwcUvRczSgChth7FKVJwKZiOFEaybxC/wYYr8vCMtD2m9Mf47ITQHTPb/xJBD/Grbzmyhxy2ZZkPmSZejcYDIrjVIV4mdyGKobjULIr7SKX7VSkGflehPSzhej9y8CeSr77t3c4RcectZuWcYXzJsL3EhkuG9TPUl7iN4CNRRqJEhJHghYAgYrje7RF77/JMvAc3guRqtS8JV78/E+slY5owSZhvMdvgwyVDega6z7B9l65/ymLnMcyf4jffcdhFDn6tidgDpIlXo/GACCScMlVXFRew9zQKrdYc/gF11gMXsHj0ympfVn/js3gLcQmLc2L8EaRLxvGWnJYkX1F8jVh966MT3Ag4wWvFqYB4Bu8Qm1NLr4KTCJKwkhBq5mLo6sA0jBiF7ANmipQOkzmb7T+TuiNseMxs/hZx9gT6x/jFV51wgBy2mbGHRBOvRuMBob5BGRAyYJjcLX/06czrrhaze6G6Pw97wwivpWCU1dddd97ChjPW6wvGzQUlXVLSFVauQJZk3+Kk+ib138Cpjkx9LYBEJNQQYBStazEJFChOKFaNIj6iskVFCKHDdUUMkcI14+oFw/qfke6UfvaU2e7bxPmjmt7BLsYOoSXbf+o08Wo0Hgi+/gdn/Cc8X6MMmG3ACzGEOgM19RPfayi0N1K43k/Y/aPJbv913+vX+P41aXvOZvMu2/W72HhOStcU2dDLFrSei5lnKLWyUt1U0RKpIcAuuEXMDHel68J9VWuU+xcA4kPNXiTXc0RbYHKDj1cM5Yzt8GOK7LFz+AVC/5h+/ha++jsnHCPz1lL8tGji1Wh8CvjNPzmWwcq0PmSAzT9DeobnS8RXOGM94zHHrNYR4qV2xvy96YY/xzj/xiF7k4hd/72H2SGLcEDXn2Dlkrx9jqcr8nDJkG+IpZo7ohgSRtTXJM+I1fmx4B1BOkKIiIRpyScIgoogUte3mDgiBZVU/13FUEmYDLhtML/EdYfNzSXanZKHM2azc7R/G7v6hks4QvabiH3SNPFqND4m0updFxkIDOAD5DX4BtIGW/0NljdYGcAK4sZ6dY37NZ7fxewF4lsCZQqrlZoFhUyzYK8wee1c7H1/9qZyd77kt9/xfv4IuKUMTyjjGcP6jGF7hg+35LIhlxHlmtl8gzBgRdGiWKkJHe59FTQ6QCdHogCCuwIGRVCVOi/mCuqojxRPuCyRHMjpDBtfYtsXpNlP6WKdF5vNHuNXf+XEY2CG7H2xCdknQBOvRuMjIi9/5M4ANuA2YNsf4GVN8RXCmu36Esoazys8ryh5gDKCJzBhuzFUtoheo3pN0A2iGeim9AwFm6x2/somL7zfLv/ZQfb/7Sur/frLHuaP6edX7IwXpO0lm8014/qGlGcgmSAQVPBQBcxNKNnBSrXdi1ThEkcQbIrYMhcoUtd9qiBWnY24I54QnCAjVkbMtuR0hckZZfVT0uyY2D0mLn4N6Y7wy687/Q6y+zuf0Z/Kw6CJV6PxC+KrHzqWwEYoGUoCttjyazirWg2kNXlcUsZbcr7BfUMfMmIb3DeQt2AjQgEM8Y79+QFgqC5xGcBHxB0rYBbotaNesu91FNq9w/CjW0z5EJGdmqXo67/y0C8Js1t0dk2Y3ZDTc7brOYVrpEzWektEjK7PiDspjwS8VrESAKVM7Vd3wT0iIgQTVKtJJlCrtyIFvOCypZRMZoWVWyydkYZdkh4hy58Q54+Z754Qd0/w2684uofs/mETsY+BJl6Nxr+C33zHkREYYFyBj7D6FpQtnteUNJLyBrcNw3AObBFLuIy4bfGyJfimuts01ygkT4hnRDIiTM64gJQqZM4KGOrcloMQEdfprc41vT8E6tXvP7vidYfs/KfXFmZ+1bvZFvEvsVk+oaQLxtUlaThnTNd0ckvWLV0YkFAoFMyrIxEPmNR/e6aE+7uBZ/eATvvHokQ6CsN2g4SCaiZKwSSDbcBvyXbDOL4kpUPKeEi3PaVbPEbnT/Hlf3O6Y1KZ0+/8VhOyj4gmXo3GhF9925ElbhlswGxL2X4Ttw3Kms3yHLcNXm4peVXftwSWUApls66hTmKEAKqGUBCtolTSFsGm85ZXQbv1946lG5CMswEyqCDM6pkXobYKvZ7ZqEPWO5v8a5XYZ8F6+AsgR//b5FL8oS/ib8N4jcdnbDY/IQ8/Jud3UV5gXKMyAKmulZFU0+i9q59H5N7NaSaoK+6x/rvjiETUMooQ5C5psgAOnkmyRtTIPiNvd0jpELanhPlbxMU7aH/K/OCLjJtvOrJLP//Nz9cP6mOgiVfjc4fdfM/rYGvBLOPFUF1Rtt/AucVSIuUVOa/J4y2WV+AbooyYrbHxFrMt4iMajC4KUQNdP6U+THFGlgvFq6PQKcxivdzk1UASmONWI4/m3QyopoE0Bc86YWpp1RZWTdQAnyqxO1z9A3Yrf36QvSnZ/uqFS3fMzu4jSKeMwz+T80+x8pxh9S7KEqjnjOrTjJg4KqBuSBEcn1ygAkRcaop9DDuoAppxyTiZQk3zMDH6LqJsyLaqQ9bpkjRcIKvnSHyEpHPQIzQeM1x91UPYJ8gc2WuhwL8MTbwan1ny7Y9d2KIM4FusrKAsKZu/pZQVVrZ42WBlxG3JuHmG+rrOBdmIealRRWWs+6WCoxQCGdW7FAyDYljWOlMkAabqSoMSpUOlnlO5FcScYtWSLVJFy83wEiDNICzQbkHnxtYLxWuquqoD6X54WV0pk3i5Ti2sKdPv84wcPbkXAlt+zYM9xdMZwa5I/b8g6RxLF9h4DqUaaSChliE7Yo54QCSgCjK9eCgI2i0YKRScLImsCdcB1wEQettBrCNihLBl5hmzAR8uKdufsrz6B8LsMYudL9LvvoPOn0I4xF9+sybbn7aW4i9CE6/GZ4J08X2PobZwsHreZOsfUMqKXJbgK9brM8RvMVuBr6t5ghG3hNsWyhJIvNrnW9PNNdR08xo6aPfV1R13M1dGmVpJAF5t2FJntO7nshzUIyIQJSBh0pugMASwACUiagT1GlCrRhCDPIAUxO/ajjVF4rUVjo3X0L0/FoD17ddcWLITnmDjGbZ9Qdk+w4czyniF5Vty2bIXA6KpzoPhk4NzwIrgCNkjLkaWUosyCfVNOwIBzxG1+oKi7h4rBBJiA84W4kDJibxasdq+JPSn9ItHxNkxxGP85jtedEbcay3FD0MTr8Ybhd/8neOZaqIouGXyuMW2Xyf7FWIrrKTJ8belpCWe17gNlLJCbIP4FhiIGKp1SNjd74VHCNMQa33TaVV9TWGoo8AynZVAbRWaFpR1vWnBq/OpolVkXAna1cR4BzfFqI63mpjudAJ4JttIcSjRa1g6GceJUs/OXt/3Ja6o6/uyDxuvs7NfRczHbzvjKcweY/1T8vactL2kDDdYumFki9gKZ4NKXdUiMoAmxEoddEaJBNyUaB1Odz+mIHa/eI1XPycQc5xEDCPmVwzjNdmfQVrQlQPmZY8wOyXwG0g4oVz+F9ewgxz8703E/hWaeDUeJH75I69nExtgC77Fy4q8+h4lL+vQryRK3pK2G0q+Ru0SZQMlY56xMtYqLI+IJ+ZREJ/cfhSiQPCa3V6m1DxnqoTu1mxQfzV34t324tc+fod6uTdi3IcQ4nX91oR4/TxugohOM0bVOehixKA4tVWYpeAYeDV9uNnPXKzqinqoSxnvxLLxc5H+9ydzxzdd9TH9fEmfljBU2/vN+T/iXGN2jXNF4AaRRBAjaK4tY4/4FCvpFnELhOn5IV1doilTdX3/uNQXPyVvEJyodd+YqWD2jM0WbLtPpz8ldm+zs3sC88f45f/n6AFwiBy2LMX308Sr8ani4w/drCBlRNIWyhbygG2+geV1nYmyDbAmpVtyuialW8zEFHUAACAASURBVLysUc04IyWNeNoyUwNyDVsVQX3afaVeQ1yt4GXaCTVVV6oyHRMVYmCKemWKErL794FJq6rUTaPBr30jEIiIh1eGPxdM6wwRQCpj/bgAIRLU6zzRFL6bSsC93tScSYs8o2Ko290KK3wy198RTDGT1jz8kMjeH7yy2l9/1+lG1JbMOMHyOeP4nJSeYeU5oAQTxNfMpMZLqTlqDsVrIHBNSZzmwaYdY/LKUFMzPAwsQzTmwbCQyZIoDOSUKGWG2pIQXjJsT+jnjwn9U6R/Cv0T/OJrjh4hbVHmPU28Gp8Yw/JvHKkDpMiIuJE23yflDZK26PYaLRtS3lDSlpI3eJkqL7ZETdV0kdbgW0QLIRi9FIiOmFRzA1IdfXczVHcmBjNc7qqhyZ1XqHuzXBCXerYE9+dIInJf0LiXn9mZ9d5ki/iewMF6UlbFyQQQn9qTXjuKGO41u7B4h3hEJRLUMBkptqoGArFpGeVrTJb5u28tfL59Gr80cli3Pg9nP/DF4yM8ndMNbzEOp6ThhDK+i6UzyNdkH4lez8TEHJWABoCCqpAmw8z95mdqdcy0BUCVqfLOGAPKiMtIlEQH9LLEk5HHK8bVCwjv0i/eIu68Q5w/RXfewi7+2k33MZnTH37pcy1kTbwaHzl++103TzUmyaeWn2wp6+9TfMs4Lsm2pOSBkrfkPEBZ09uSYFvMMuKG+YjbiFJqhFKnRE/EkBFPdabKjSCCB2E0A5HXljYq5tzfbGLs63mTyLRK4+6Moi6HEgexCFJbiVMmU/VqiL3m5rP7VItXYhbJeRp4nc7FXOtG5HrkVVMdCo65TFmE9Vd3p9icTh8R4oLYFYrfYIOTc0K8oKG851zr7q4l00JGw+9vmI1fnNnpb98LQb79pi8Wp8zTF8nDC9LmJYzn+HANZV3Xs8gSLRtMRzpNoEJ2m16sKI4SXCgyCZhbnddzJeeA0gEBCT0ijkgguiM+kKyQfIuVNaNdM+bnyPqE2fA2Hg6ReArdMePZ1110h+7k8xlD1cSr8Svh13/3qoSRbXX7DT9GykBOa1K+hbLG2JDH2+r+y0tyWaE+4p5ACspIHm9wMYKCqhLFIVqtPnAkF1T8/obtxbC71p4IXYz3lVCNsPWpvnJMHdOMm2C110NAaovOnSCKlLp0ntdah2ZVoByrY1kIfndehdUZIGxKa9B6gH/XNqKjiCJEiitmAdOIaETjjNjP0NijGsFmYHv0fU/fjVh6Wb+GksEMlQBe93upv1bxSW2Nqt9tVm78qsT92lb04XseZ1+g686w8Yrh5gWeLynpDOMcuABuiBSEQqmnW9R6uzoS9bX0/7vzz1qNzYgitaXsUgM+0oiGzGImzEVItmbwLeP2isQzxuE50h3T9U/oFk/oZk8JsyP86q8d2buvIj8vNPFq/P9Sbr/jQoK0qe06G+8t6ax+QMkJLxvG7UVN9c6JYiOWNxTb4GWLs60rJxiZycBMEuoZpExXtWExv3pQLzUayevFLghmNVi9vpKtlVPwu9uF4aVWRe6OiRFF6wE6IGqUMiUiTKkU963B4JgrYxY6idRJ1CpU5l6FSgNoPc8yFwpTC3AyYJgooZtBmKGhxySSk2IyI8gOEhd0YRd0gYZdQtwlxB1CnBPjvMYVicBMIZ9jV844XiLsELTgvqa4VcebhirLlhHp6o3Ths/ESpSHhMyqScKu/8nDbEs3v8WGM8bhXdLmXYq9AD8ncQ2s8e2mDj9LbfW6VPeqWbXNC6GG/5remz2k9Ih0QEbUMRKWt3VTAEpQpQ8dgZGct3i+ZNiek9c/pcweMZsd088OoT/Gr/7KXfcQ7T8Xg89NvBo/w7j5plsZoWwQG8jDP1aLed7U2ajpTMrzQEkbSsqUskK5RbxGIOGlOvDIUyp3IUiZgmgzQp4S+qpgmUAhUER4fc62ChfVaj6dHynK68Y+ca2PaYlAdfK5xCk3sLbU3MApNTFc6lZimVp2LkZxJ8z6+urZpVrVHVw6RHsIgVyEXIRiSjFFJSCxo+tmhNhhEtB+BnFG0DnBO1x3ibqLxH0Wi0fAHJMdkAXIHNEOPaouuHz+NQ8kAIq9QHwX7AZkU9uP92FFr9agyHSyJhSQVnl9HOjhK5OEX/3A5/PHxN23yekZ2+EZ4/CSki5wLomyQUkUGQmSyL5FpCCWKaQ6eiF9feElNT9RCPUsFsek3D+uUAheh+FVCkEz7gnzESlL2F6Qyw4+Lsh6COkC+lPmiwN89T+csIPM/91nVsSaeH2OKbffc6xMJoI1rpfALXn7LUoesLTCxiVetohtsGGF2BbyFrEBtXoW5cVQX4HcIgw1tRuqecLvcuOoMUi8Okqq1CX3RRRXwVTfc3Zzf+VJvl9lcW9nB8AoPp1XJZvEq84T1zafIXi1nIdQ8+tEJkFz8EKZVmJYP51RmZBNwHuQnhB2kbDDSMB1htOjMiOGBbFb0HVziDMIc6SbE7se0fr/uC7QuAdxD5iDzwh7v/6BN5T46I/Fl//oyIjIIbAD3t0noNfoqPpX7+z1dWvwZ/b+9OCQo3o25qsfebAvouMVMlxg6QW2/hGUM3K6JZUbpKwm05CjWuhkei7aSHSrySpWHbJIpugAkgFFrP68xRUloiY1AswSRsbtFoqSMxQRRt0l2xn0p1g5YTY/puuO8Nv/4sgBsvefPnNPkiZenxP8+u8cmdInSt1L5Mt/oJRCySPGmmw/wVhSbMBLtZ/b5PhT30JJiG1RG6t9WyEGqUkQksCuEUbuhzNLbYXJNINUrcMy9fzfOzMlk9AFf3/14K9VFHfv36Uf1KrqrrUYgt7XJuZOuXP2ieASCRIoAmb148XBPd4vckzsgEQ8dgg90KNhBw/7iO4wk11U9+i6fWK/j+ouaA8ecDqk38O1Q8IMOfjlXvHK3m+KX3/NnR6oG4Df868xqXZd46H3JyyNTxbZffUCJC1/5OoX+O5j8vBTNuszNttajYnfADdT2PKGcJfA4nU3gMuI2J0Z6NWZ5l1HgbvOA6A541q7CY5hwQhTqouyhGRke8kq7bIJ+/T9Cd3slH72lHL1Z67hBJcDdO+zYfBo4vUZw5ffqEfEtqXunNqADTB+j2F9XTf35pGSt2CZUlI9s7Il5uegG9xr6oR4InhGfEAozHoFS/WsxQtKtac7fj/4K3fDuV7jkdz9fug3hIC44FOyxHTiVP8rVEfhnXi9LljTx0xfiVfFppkqqyG22tVmpAu5ONkdR9EwQ0IkmVI8UKpxGYnxvvWnOsd0D9cFXVwQtEfDAtEdNOwgukcIVbwk7kFcgO4ge7//0d8IpJpCatmagVJ/JtMCxSKA1/+n1l36eQuTf1B0e78u4/WPvVv0hHiCxmu62TlpPCfnMyydg12Tx0ucDe6J4iOBTBRHQq7dhmnY/C72S1/rLlSqccnVkTAJ3mQk6mXE5QwpN5QUGX1OCYek/oSyOCf2j9nZ/zVEj/Hl31aDxxu+LLOJ1xuK3357OsipbjRsDfkWW30fKwOWN+S0mnZKrcE2pLSqolaGKWnCquW8GO4D0e/ijRxRr716rReJaKneCgzzPLXtplaWl1r90FPogRqxVN+RqY14lyTx6pVkveG+EiKwV5XXNBjsk4HLAEzwaX27iOCTA8+pGXNrr84+l0gOjpWIS4+GOdItMOtxOpwZxDka58RuTt/NkTCn+C4a5nRxgYa+VlBS24EwRw7+j0/mYhdq0C5VuO4EDPL0PYf7EA8j1rZhS9f4VHl95spv/t67nS9AuSZtX7LdPMeGlwzlOdgtsAJf4TJgjEQmISqTQelerGwKYr4bGjNQma6b+jO3OrWO4XS+JciISyAzdU+GNUNeMegZ4+YCjSf0s1Ni/wi7/LJL3Ef238xlmU28Hjhp803HRwJjfSLbGvIWH76J5Q0pDZS0xcpQhcpGSt6QSxUt99ryU98SNKE+olMlFaQgMjnwitF5/2rNRrGpf1EHe80g5zyZBKpwqMbpzKWaCdxn4HeiVS0GMp1RIUYpw3TgZTAZE+4qKXGmtII76uepyQXdVKBpFc0pVqlmDwZchUJkS4AwJ8Q5aAfW4zKHsAtxn6h7uO6iujM5/hZo3EEnU0Yv3ZR4EZCjP/rULmib1m04mRoUXOr7Ytg0o1bDNnQ675remoA9COTg914J2eU3vJMnMLsidc/xcomlM0q6gHyN2RJjILgjxeo1QwZJ9ZyXVN+fugw+Lcr00lOkw1wx70EywZbEkEGEjkQxJ5dMziPGks3qAu2O6GYn9PNTZosT+tkhfvOnTjxBdv7kjRKxJl4PiLL8lt9v4vWhtvhWP6xmCbZsV2dQ1tOfbRHbUsqI5RErA1EV84yXAbGEkmsmm4yEmKvRYtplhGd8mhHykhELhHBYU82n9PQynQ1VRx50Gu8tvCIBl1it5AZWhBD6+ygk81JPpPxusDdPvcEqVvePPQ39ClqjmizCdAlzt9NKIu4BI06Nkw6RUC3GEhCEJDOsOyDMD+jmu8SwqBWWzKtpQncg7E3CtV8rL5nj3tEffOFBXbR3P7u79Sc2CTcwhfBavdl5NQCY1H+bxsNDjmtVU6uxdyBd4JvnbDdn5M0LUrphsBXRtnSsUbYoqaanYKBlGpivIyC4TNcAYIowJ9AjUgheuypMO8bECiqFnoJrIcqA24CMK0o5Zxj3KP0+3WwXiY+w9V945gBsRr/38LMU2zP+U8Avvuv11dTUDrJpZur6R5A3UDY1CT0tMVvivkFYIukatw34BnwA2xIkEcUJ4li6O0F67VzIpr54ef2s6M7BVj+iaqDKGCaXoAvuej/LJKJEUdJYanxR6OrQLFCKU6zeSK3cTmkBct/2EzE8VMdh8WqLdy/1cakrQ1QjIoKViMYO14AVJRelWETjDhJ3ySWA9CAzJPSEOCd0PaHriXrAbv8Oxh5oR4w9GmaEOAPtP56zqY8JESN4IXg9yzPrcalLLaM6MwzKgHmhiOESKSFMg9ONh8hdNea3/+DS/xqLvRVpuIHNFcN2RcrP8fxDyM+xvAGgD7W7oR6wMhDw6s31jiA9MczBO6yEmsQSu9rJcCXgBK3XoUkBW+EMWFmR0wVGNRYR51jXY/EA0jNk9oR+9hRfftnRR1D2kf13HuS108TrY8Zvfui1RTZA2dR4meHvoawoaU3JNcuPPDBzQ0rGypZiA2brarZgCzLQacIZql3WR8Trq/PaPvMpQPb1jCB572+ndl/9wn52pDUVQ+7cbH73+WoSRcaQGMCMnMf7PxMRgkZicIoNU4EwxR8V7odvXQJorczMhTx9XW76P9s7sx5Hsuy+/865NyJI5lJbd1W1ZyxZ3iDbsgFLsAHD+rr6CH4yDPnB8IMMC7Is9bhnRjPSLOruWrJyJRkR957jh3PJrB4ts6iX6un4A4lkkiwmkcWIE+ec/9JmYBmrHZo2dGkFucdSh7DC0wa6E842DzFZBZGijQc1ZdAc2ike42zIj/75O3mw/cLwcMwQDo73Cfcu+tHmMq9t1Gqko+ZrcYd69yFn/7QVsZ+66GP6bo+sR8Sfwpip4ynT3RvqdMNUt3SMdKxIOiFaw3GlhgZRSjjauKUgS7ni1jVdZG2EDyP5gQE8U11ISNNT9pEdJx3iV9y+fo327zH1z+j6D0j9t9DuKfb6I/e8IT34x+/UcbUUr88Jdv0TF7kDdsHisx2UiXn3Ifgd4lvG3WvcbvB6i/s17nd43VNqxHhMpuFW3WLjxQ4jtSAQqqcoKtVx61C6oEuLhDq/zcl/1uNO3jqtvU1Ff1sr5Y1CjkgQNLjXSomEL5szEUxCC/YbhCA4CaKKUmLE5dpsmBqrTzIuA2aZQsa9xyXHXkpyE2mu6Pon5HxO321I3QoOOqm0grQh5w3oKggUaUAe/Kt36mBasOAXhZzdj6rL9UeuLsimo+yfQ3fJuH2NlzdYvWa2a8xuKHUbu2uJRO2kjviEtp10sjUwEPSNBG1PGqhHRqqgcUHJjNkcUpk6MdstlC3TeE3qLum6N+TVM4b1e4g8wrd/4pWevHk3phhL8fol4dc/ivmcz4QlecWs4OMP2U8vgBusFErdY/OWWra4bYEd8/6S0HrsUN2T04hooZOCpEq1IES0lAwkhUYqAhEVq20a5+metHAQhbjiGp56Ve4L08FbTY5O18H2k7eKmDYD2w457qXqwRfQDZUgSpiHe0XqNK7WJPRW7s7sjvtAbLIy1YTqHbDCfY1LkCPQFZI25HTSBL0rkg4ga5I+JumG3K1DP6U96AC6jn/3d4h7Fyz4OiOfhyeh77/nuXvK6eqW9dkVdXzNvH/JvPsEm18x717SSYfrjj7NqFSUSrUZbaTEI+GqDebvd8zheoMoNK+WCF9NuFfMC5uuw7mheKWOO8b5mmn+lHl+gnTn9NNjND/Arv6HS36EnHy17h1L8fp74DcfOT6BT8AYe6n5Q7zsKWWLlT1l3jPPY9NJvcFlG4axVqAUvLZCZ0avQW0XJlRAS45SYoozR7svhdjWRnERLyF1wnAJblnEMBz0UU0ELGEq6/LZz5NJcxs/dFlirZrdxzbgROSGShv7ZbBWwFwxF1S0iX0PcSPBcLPDao2OYitgjWgHqSdLdEzxdUp/8qR1UmdoXiP5BO2GKF4pCh6ekbPfWYrUgm8cZBW6q2n3iadhR1pfkfcvyMN7ML9g6l+g9QIrb5jrdXRisg8NJYR9Gu3C198W9EcH5mZxalEh1Ja5jRgzKoXORyp7pO7Bbij+hjqvqOMGS6eU/WO0f4INH7AaPsBf/5Ejj8DPkSfPvvRjdileDX79PUcugS3UKcS4uw+xGgQJt5Hd7QXmO6h7zMJtIgxoZ8xHRG9AZtSV3CyRVAgWnUagRYz9ynGngTnWWqqcQTQRo8LQMCG05VEoekKJH+/5qJgSmrv5wRX9XqF/oFUr907kCqENOXzcDvsSUWrLtqqScJfWzaU27ksUB/MUBU0zknKIj/WEYfUMlXNyH84U5B7JJ9C1ApZPgOikTHrS2W8vRWrBgp9Bv37+1kjxO74ezsGes35wAfsXjDcfs9t+Qp0uwXYIE5mKSjhuNA17oDl3uPg9s9cTqUlR4jyTSDg+7kgSBK7ETJGRyi1uA1Uume9eI/sXWH7NmD4h5+cM3XO64Sl+8R0vw4ru5Le+tGP6G1W8/ObDYPn5GEQIK7hNeJmp2z/Gy0vcbqllotTImvK6x21EZWR3+wZ0DnukVOjE6bQiqYUK1jnYdm9pkJKEoDZqUG2OE23xLkJSiQ+WO+YgFvujg1+dm+F+X5QOiFEiR+KES0X0MOPWw5NinChgB0smhOpvq/ebg7ooRmpGtBknYynh3iM64DqgskboSdKTdEDTENEeqUf1nH71bdATyD3kLsZ+oqADcvbNimtYsODzQH5bM7b9Y6d7nyE9I69fM45B7KjzHq+XjPMnJL1r3VSK/XeL5wFDNDW2oqJ+2KM30b8n3AdUQ6RiKUI1q4ClHVVGxvka91us3GL+ksLHlO4Jm9UTZH5I6p4x7f67Jz0lDV+8l+KvbfHym7/woKKPIGN83/+g/dy6p+mWcdoyjZEx1eketx11nkPka3NzRJ9JUjntHWdEbQKpZLXQYlhoMOJDo02PwVHz5BZC3SF3mB/Gf3b0rRN3zDxsYTRFflWKQsNh5CeHMeEhPypesxJjQXOLON3DWLA5Whx2Y1USNJ0UZBBt4YbtPdJjEka0UXQyeI/rGpE1pA3r9RO6fELXnZGG0+ikdCB8CtdgJyBr5NG7xUpasODXAbL53TjF3P5fT+d7NvMNtrtke/uGMn7CrswkyeGSIxNCj8oeaUL3JBLuHZV2EW1gE+nIHD6UAyPVSIBwqc17EfrDMl0qJjusXFHrS3blFJlO8fIYWT1itXqKX/9XR54gZ7/7hZ0Lfi2Kl9986pQd5IiLxyaYforPt0zTNbXcQL1ju32F+hb3O/AdVvd48wB06jFYUIGMNa8+Q6mIFyJuylBzvMV+hDVSMO+SdtBIDe6ONxNOVQ22nlea9KJR0g9Bih6PVxAiKgHuqeqIIC0H3r3eBy56baay8RyritDjEiLf6inYfCn2ULNl/NhddYiucFFUMyY98zyQ0gn9esNqdc7Qn0F/H9+BnoIPwIDJinT27gsZFyz4dYOc3ts51Td/5pt1QeWC8fKUOn/M7u6acX+F2y1J9vQp0p59HiMNohaSh4A55dTYXQnm5tQSTgRUqziGJMhJyZrCfMB2VCaSZJxr3JS679ntV+jwGF89hdU/oh++hb/8Qyc/AX2IvGWh9Xnga1W8/PZDxyYoE0caqFXY/imUHfv9JV53lHnPNG+xugffETEdI8m3qIzAQT81xhWK1lZsBmhmRxCMvHAPs2Ny78F4VkVRkRYG2J5/iOIRwbD7wbM3Sx+7/7/zz0QHBr3QWhtfAa/SXCruXyMyEhUTa95+IQj2luSb2CAMof3xGBFUUvP0W1Olo3gX9jKsyGlFvzqlW63J+Yzcvx+jwRTFDekxMun062Ubs2DBNwXpUZCbxus/9+GxQvmAtLkm7y+Zdq+Yxwvuxgt8vuLBekOSLaJjs4mrUNvO3iCn85i4NIpyRwjfJSmiSq2GNOaxSG1hmzsQD4cX38A4YuOW7e0lU/eqpT4/R/rH+MX/8lgrbJDTf/IPPqe8k8Vr3H/k4jMwIXUff2hG6vghVu7CeaLG6K/Me8q0pcx7soBboc4T1SawgkoBnRGxsEaSGSV0EuKRoxO0cQ3T2ZgKAwfWTtxWh2oWJAkJd3Q57rMa+651YEdLpRZ0KK0y1ertcVrxaeygA0MwtdTeQ2aTD6CCaAYVqlkTpEbHVg/jSTHwNfPuAUnOwtsvd0juUQ0DWtKGh+dPkG5D6jZBoshDfFjJ4Y/GQ9Lmay7wXbDgG4ihRfD43Xd8yCPd+ppy8or99lPGu4+Zx5fs6xuSd2S/pcPDOiqHSz3mzD62EWM43/hhMe5ATYiH24e0FYlrhWbxphS07DA3ap0ofkOR18z9X9ON76H9A/qzp0j3EF2/h+/+xF0eo6tfvRv7youX3/6oMRX21Poa4w67+z61OaObbRELc9nt9hXU2+bvFym/bnusjFippK5HUXKWo47Jmdtst+LMjeUXf3RpuyN1WoKpfaYfkrbs1GYGm3NqRIdmwtTaa/FQUon07XcaTsWkxt7rsFrKchz5vV2EDhSLpKGTwpViipngZEKB1TPVGuJeSZDCpklSasVvw8nqGZoe0A+biKTvVpBX0J2EsLcodOsYBXZrJP36R4UvWPBNgpw0G6rtT7zv36dbPWN98pw6v+Lu+sfI/Jp5fMk0X5D8jjmNdKmQOqGGexspRJ2ghpg0i7lKYoi5lMfuzNpFvza9jFZDZMZVKewwmWPEuH/DNA3spgek4TF5fE6/fk7qP6Be/6mTHpJOfvki9qUWL7/+KAS+1jRTPsPdX4S3n9+xu/sx+B1WJ0rdU0tkUblvEfZM4zUiI1kmkkykzkjJ0Bx7qnE7c0idPdDI3b0x9pycM0EVpY3alEMAHLRARd5i633muwSJorlHhOeftHFjzIyVjLSsKJcoYajjaUZS3DYxXCqmdu97IUa1jtpCDd0ShUT1jmorqBvE1kg6RVM4onfdGX2/oevX4XGW+0jr1RWk3EgXof6Q83+3FKkFC75BkM23BcBufujSn9B17/Fo9Yw6XzDefcy0+5QyvabON+xsi8wjq95RmaheUA1He00tPNaC+cyRtayogSnH9YgSelBRJ6tRfU+xfRh8u2Lbl8zzGWX8hLJ9Su6e0a2fMQxP8av/6aT+l0p8/tyLl1/9VVPFlihSdQ9lC76D2+/itsWmYPdF5tSOUmeoW5Rr1PcRdmiV7DPOhEoFmRlyRWXCD/EgNbKOVGL0tu4TXgu1VopHkVLNpEaYoBEoWpB8E/9qK2aFe31vK2DN5PJQ3DC7L22i8R+HHF+rNvq7iEdfJ409KIIlZSxjECY04ZZCBNZo9UaH2xkiJ6Tco7ohyQmazkjpHJEThtVjXE7ac9aIrqOj0g40HDjS44WSvmDBgoCe3euu/O47rv0leXjKan5D2V+w271m2l0yjxckrpDajMDFSCJ06hg1jL9Fm0b04N4RKQcxXLJ2l+E2YRZNg4iT1UkJCnuq7bDxhmm6oKQXzNsfU1fvof0jVk9+E7/9bw4r5PQ//9zz2D+4ePnFD9ysAHu8XGG778abb0w+q1vE78D3TLsL3G4jZ8puMduD7allROrEph/QGiw9b1RwUW/FyUmqVCwiOEypVjFTZqIOnKwGTK2lkTYHiZRCRCvCNM/377u95n0CreKu90uu4wP33VdpLHRvmUqin91ZuY2g3rz6gpThKKp9kEEckA6x0E4pjRxBh7NC+jM0rei7DbnbkPIpdKfRUaUN5A1YD3TIWx/KBQsWLPh5OIwUy/VHntOONNyRVteM6xtsfoHdfg/qS8p8hXEDchtuQD5jQKchyfGWJheI0NrjHr9NtA5EafV2SjUjq1OYKYxovaHWC2pZM81neHpE9UssPaHPZ5SX/8VTehQsxYd/u5fiL1S8/OZHDhMwtW5qDHKCV6g/QuqI2C13tz/G6y11mpjmW2rdge1QZlR2iO2APYmRpBOrbEguSGckB5/u4veZcYzUaI4Posq8q3ijjAtKJiHSozmRRNlvt8dIjk5TMPiqUEulchDztmLjQYw41CoRQevP+nK3rqvFcsce8z5yvRzZhPEUk76RN0Lki3e4rkP7xAl5dYJraKFSjoyp+zDEFd36PHRTqQONXRfSLQa030D4W//j6eBP6Qcuj7bpQdyOizWIfDT7my+2YMFbOHgpAsyX3/Wcd2h5H89rbPopMl5Q59fAJdVucNkiNjeSGsF8bp85oI0SK2YzqpBy15w7pFnlGe5gzKgKvTpVYmdmNiFlx1x3vPp4i3bvs1k/YnPyPuvVU+jv8Dd/3KsnrgAADRdJREFU5OjZ3zgP/q3Fa3/1Z55lIlHBZpg+wus1Y/kU9ztqnbEyMY8Fm0ZsvgG7ZZMn1CayGHpg8ukcwWgyk7RAu1/dYWo7Jrdw9ssbPGmjhB96HsfrwWev/exBNFfNgMBcKTbTNaaeiIQw2D2yZkVJkqg1jClFJFh9zaHCPRaUnSbUvDmhC5Li9asI5k4xIsm2dV6kQyaWUrzH04MQ9eoK0RVJT1E9RfQUkw3D+jGqGySfklr0/Gd2U2eLuHdBwIHauD6phVrjekicwWjMVFeSKUmkaTXKV/m2F3zN0D0MreZ885eeN0+g/Bar/QX7/afM0yfM00tsfgN6E5rYOpPbhVOS4BZIFZyJlEq4/Ljg1qJarDUInsipxw99iQQrQQXcKpkdJ9Jh1fG7S3bbv6b0JwzDA/L6MTK8h7/+Q0c/QB6FrdyxeNWL/+PGHIaPd39OmW+QMkPZU+st7lfspp+ARnckQKod2QrKFtURLeNbGikHry3RM5wfcspNExUOE0iOfZNUlMxssScKMoTfEytwFCOl3AoS0Y19pvK3q9JWvGjRHQDVw4gymHxx0B+tv0SaK20w+w6Bfi5KdY1dlEikBmumOsEERFHJ5GFFnwf67oRZTkHPkTTQd2fkfE7KZ5DOQE4opUV/PPlnS5Fa8HfjoBNtAvTsrfvyJsE5PhZHm7bHIXzsFiz4ZdGd3euu/M2f+7r7gG5+yTR+Qh0/odbXzLsweTDboUxkF7JECoZqwjXjzavVq4NVhPBRVG0Wec39J7UpgtOs63Sm55LKLVQFz1jNjPOacT7D8lNW5zOpu++3MoBd/cDr+Fdsb79LrT+hTi/x6ZZUPZTYFIRbOl6BjlFcLJPqQHKLkaC01Nfjjoj7wEKCoYdm/NBPtccO1HPDEYuOStriLx6h6aeiIOEe+qYI8mivdWD9pVag4kA3l3aFWhAE7Q9E+Bgi2mGECEjOXO0qqn3E2Usw/0Rah5RW5O40AtzIIAOpW9H1a/puBd2KdTeAdE3otwZdI6f/aSlUC345SHRdtZ0YzKEaHIuTGubeJBnxZfJZ2fuCBb8q5NG/Eb956bkLRmDtn+P2ir3+NW4X2PQ6nO1tx+x78JnkRkcGEiIGWiOhvenAjiQ5aM1GPDfG3oAXtLsliSGWKaa4KaUMVL+hppkiZ6zOHh3fZxQvL9h8y7T9C6T8kDpfkMqejNJrCod0HbG0w5mwqriB1vjFKhUXo2o6OkIEA6UdTq2bsdoKEIeFngb/zzVsmMTjnrf3gfECgFBrbflRIQwWje5HiHLkSY87MfPQYVlbHpgmXBSTRnU/UguFJJkqHVPXk/sztA8GnxCJvbk/I+VTuu5BFCTdtOI0AB2QcTH04eJEseAfjmMycuu84iLLjm7hfvweJwcOXRdL17Xg84GcvX/fiV19x5HnnK6eQ3nBPL5gHINqX+Y3lHILZaa3ng4l5UKSgrcE+WozXqcYbQN4JtLC+2MnplScbfAhpI9OTpTCjKjgsqFMb6j1Brv80PXhvw4nRrOC1YnOdyTZ0bEjyUSuGTVDDZwJlxkTB08k60l2SkJCW6QVagG9F94ebPcP2+f7abwfGykRAXEiX+YgIOboCxhRvnEzpQ7ccAvH9qrpGGvvAsVnTCWWhSSq9jgJIayOinW4d0ACWSHaoalDtcNTz8nDc6Tf0PcrRHucFZpWpHyOdGdQB1xWyMmSN7Xgi4NLTE6sTbS9sWJjSOFxZeuHK9lmxrwUrgVfEA5ECb/7gWPfIncvkeE10/QCmS4immXeMu93uE2Ij4hvWyRUIVGQHBG32kwd1OLzqh7GDrhRxh2aw1QiexSvcM7LYVbRz3Q6IzoBnyFsFLA9UkcSM/gUCzWLYlG9Qj60eCmqp7VC4BKC4xZwaMJxsdw4fvFHkPtiFffUe2skDLECB1ul471BPUcE14QZVAnLXLF0SGbEXCgexrOiGZUO1wGkD1d0XdP3D6MgyUBKp6S8JqchIj9yT+3XeNfFbo1M3vz+UqQWfOk4WmD6z3787P67eMRYwGdSsRcs+KIgJ+HIU65+6CrPGfpvk+s1ud4i5Yrp+mN8umaaLpmnS3DI6vQJek3hiHSYICiIha1UuBQZnQwky0chdPVoQxxHkjMkSAoHvW6G0DuJ0oS9RrVK8kJq0RmqMWbTPmNiYBmvCRehmDeDR0NSEDCSHNzS76m7Lt6KljXObytrb/lnFRyqRHfX/NxdNKjnkoCOglDR2J1phzZappGwxvKTPKC6Di2VhiOFyAmr9RNEg7Ye8fKbYPuRkdTRnS/aqQVfPdT17Z+Oh4v4vW6mEW/bEMOP+98FC75o5AefPU+OVz/wZG/o9C/x8pK0v0T3F5T5AuwGY8ssd3AYC1KA0O8ahhKdVJLzKFyuYBGsGXmEPdlzyJTcjzKqKF4aHdFqtSHNKybPYVFkRnJrGVROqROujqBRqChtQF8Qn0naHRmAFuX0yPxDnGpRzMTaGOQQTSWGkhDvGsvvsKvKRH5wh9GjOlBSxlOM/VLXId2apB0qK/r8BNKGnFakPKB505woTkLkWxMwLLqpBe80xCGZfoYmf6DKi1fE246gFS9F2n0LFnz5GB5ER+bX/9vhnLzZshovmfYX4Ww/vcHKFW7XdOww9iQmVGZUSkifTKBksDYMbNM3R4Lsl7QRBe+jotozjVIKFCijUfaGupDI4VeVFO2ESYLWbsyYSRQxAdgjUpjLjpwOY7tg+uF+CBUBSc0hPaEpBMBmhlUoniilBx1IuUdST0pDmN36gNMjeU2fVqTulK7fkPIGzR0qHdVPyKvfAFatWit6vjikL/j6Qa0VrRoHq1RQ9zimSsWlhN2ZC7WxdTXJ0UlmwYKvAnL+e1HEtn/sff+UbnXLsL5iHq+gvGF/8yn4G6xc4n4TEivZoTpDVZQeIVzrnTkS5VMsft0rXc7xGdcoW8exoeK4K06i1w6xKGDijtdKYcJzwbQQpNyKpoqijaDuWLNvEimYx17KJQgTpl2j/KZgKxbFpUMlk1JGdEVen+C6ossbUo7uSdIG8RWmA8Pw4BhJL2kNMoR34OkXl9a5YMGXD0FFyKIkTXQk1DvUK0IJlxg9aGESWTJVM1bvJSgLFnxVOCQ+2/X/8yzvk/Id4jdoeh+bXzHtP6XMnzLXC9QzajtmDE+ZTJskkKhUihSKG3MdqdMdXkZW9e2dlzpJnFJmUjGSCQlFXcCcYrELy0ma04UdJoHR3kl8lRRtHkjw9L3DpSc1zZOzQhgQ71Bdo2mgyxs095BWyOoBrgM5bVrhWgeTkRVID2mDnC7pvQt+zVFihxzpBXLcA5gVzDQUydZE9J4oLlgVpKUnLFjwLkDPf/uebn/zfV/pE7y8Iq8eM4+PmOeXlPmCsbxByi3V93RayC6IFlRnKiHBKswkKZiUI5nvMGBssfRh72Fpxt2CX1+JzigLNc2AgHRU73DrIu+FgkuiditM+mbb1Eeh0jWSzhBZI/kM0Q1d9yAEv2kTruh0QZzIA6YDQkYf/PulSC34xsOEcPP20CiaaEvQbinZkkC65gwjS/Fa8E5CzmKF41ff8X7zkN6f4fMrxt1LttvIGCv7T3HfMntBbCJhkAXvOrKukC6Tckb72O5G8RLDtGJdRI9YmSKR2DrEMyRFc2JrmaoKbCCFZ1+iQ2XEJCPdQySdkruBlNaohE5K9BSRdeildB12SYeuSgbkbOmmFiw4IickR+AoJYEkqiiSOjDBtCJJMQasdoj0WDewHEQL3nW8TZbz7R/50H0LuktsvqBMP8bnC+rujjJdMds1YhNUCYkTHZbuaUn33obAzhW8x1kjXpDa4xZMvmSZUU8gJUTOyfkRnT6myxv6VHAdmPRhsP36npzXMerTAaTdTmtk82+XY2zBgr8PbkxWma0ibohX1MPrs9LMzTxSuc2FhGAO/dHXc8GCdx+y+Y/Rjd18z+EOyrfx+RXz3Rt223DyMLuKUMsykGpmKtC/vfPSk9+V65/8ge940maNj0i9kuoKfAVyAv3AaqVBltAHqD5hkPfIaYOoIzkzMODao6oLHX3Bgl8RRRxrLhtJoKZmZyZKccXCCRUnUTRGiYggC9twwdcQcvYvGtX+py5yTa839P1L6vQTxvkFY71grBWTc5Q1/fl/+Kyr/GwPoPsWKg/oUmXoVmTZIL5BdUPu1qT1EGJgOcXtFPFz9NES47FgweeJ7uz35frjP3DtnyGSw27HRswr7gVRx1NoYlT7iOFJz6jygHT+8xNoFyx4FyHn33qL4PEDT/aEzfQC2b/Cy56p9kh+//j8Y/E6ffw7ICdk2ZNSIueOLp+haQ2pB+2R9W8uB8aCBV8C8uo3OHvvEVru8DqiNpOCgBy+AAAkjLAyK2xYPfqXX+l7XrDg84KchfB5vvm+d+uZDthPE6rr++d8VW9uwYIFPx/z6z9x8Tl2XseooMPSWo/pCPr495ZjecGCBQsWLFiw4F3G/wcZ0fuNDbZLFQAAAABJRU5ErkJggg==","detection_approach":"light_color_detection"}]},"timestamp":"2026-04-07 06:37:39"} 
[2026-04-07 06:37:39] local.INFO: Nested area calculated {"data":{"nestedArea":4873.253000000001},"timestamp":"2026-04-07 06:37:39"} 
[2026-04-07 06:37:39] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"93253892-3484-48e8-af57-d0219d8854fe","height":2.89,"width":4.73,"perimeter":13.1,"area":11.2,"image":"data:image/png;base64,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"},{"id":"4f8ce50b-aef0-4c65-a802-9c778a959ce3","height":12.6,"width":13.13,"perimeter":56.75,"area":123.18,"image":"data:image/png;base64,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"},{"id":"5b15e4f5-bf22-443a-9121-8957fc63ecc8","height":12.6,"width":16.28,"perimeter":49.03,"area":168.03,"image":"data:image/png;base64,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"},{"id":"a6295c5b-f5c6-4e5d-bc6a-989f52cd6806","height":28.88,"width":112.12,"perimeter":313.55,"area":517.46,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-07 06:37:39"} 
[2026-04-07 06:37:39] local.INFO: Number of letters detected {"data":{"noOfLetters":15},"timestamp":"2026-04-07 06:37:39"} 
[2026-04-07 06:37:39] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1154.43,"perimeter_in_feet":96.2},"timestamp":"2026-04-07 06:37:39"} 
[2026-04-07 06:37:39] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[30.79,43.13,28.34,31.2,71.81,11.2,123.18,168.03,41.82,3.34,95.15,108.04,98.98,3.86,517.46],"actualFilledAreaSum":1376.33},"timestamp":"2026-04-07 06:37:39"} 
[2026-04-07 06:37:39] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":9.56},"timestamp":"2026-04-07 06:37:39"} 
[2026-04-07 06:37:39] local.INFO: Average character height calculated {"data":{"avgCharHeight":11.971999999999998},"timestamp":"2026-04-07 06:37:39"} 
[2026-04-07 06:37:39] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":457.0,"originalHeight":264.0,"ratio":1.731060606060606},"timestamp":"2026-04-07 06:37:39"} 
[2026-04-07 06:37:39] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":69.32},"timestamp":"2026-04-07 06:37:39"} 
[2026-04-07 06:37:40] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"11520\" height=\"6654.87964989059\" viewBox=\"0 0 457 264\">
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","detection_approach":"light_color_detection"},{"index":7,"position":{"x":329,"y":148,"width":62,"height":48},"scaled_width":16.28,"scaled_height":12.6,"actual_filled_area":168.03,"bounding_box_area":205,"exact_perimeter":49.03,"approximate_perimeter":46.09,"convex_hull_perimeter":47.14,"perimeter_pixels":186.7106781186548,"original_contour_points":70,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.29,"compactness":0.8784,"perimeter_to_area_ratio":0.2918},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":14,"position":{"x":15,"y":3,"width":427,"height":110},"scaled_width":112.12,"scaled_height":28.88,"actual_filled_area":517.46,"bounding_box_area":3238,"exact_perimeter":313.55,"approximate_perimeter":282.86,"convex_hull_perimeter":240.6,"perimeter_pixels":1194.1219330882004,"original_contour_points":555,"approximation_points":7,"shape_analysis":{"aspect_ratio":3.88,"compactness":0.0661,"perimeter_to_area_ratio":0.6059},"image_base64":"data:image/png;base64,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"},{"id":"5b15e4f5-bf22-443a-9121-8957fc63ecc8","height":12.6,"width":16.28,"perimeter":49.03,"area":168.03,"image":"data:image/png;base64,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"}],"no_of_letters":15,"perimeter_of_sign":96.2,"nested_area":33.84,"occupied_area":9.56,"avg_char_height":11.971999999999998,"widthOfSign":"120","otherDimensionOfSign":69.32,"width_of_smaller_line":20},"timestamp":"2026-04-07 06:37:40"} 
[2026-04-07 06:37:40] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1404,"no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":117.26,"width_of_line_2":77.74,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":12.48,"height_of_line_2":9.36,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":15,"perimeter_of_sign":96.2,"nested_area":33.84,"occupied_area":9.56,"avg_char_height":"Less than 24 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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 06:37:40"} 
[2026-04-07 06:37:41] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":117.26,"width_of_line_2":77.74,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":12.48,"height_of_line_2":9.36,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":15,"perimeter_of_sign":96.2,"nested_area":33.84,"occupied_area":9.56,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":77.74,"other_dimension_of_sign":69.32,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1404}},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"4.80868"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"97.8937056"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"3.0303"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"21.336198"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":8.365},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":131.6876832},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"2.7072"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"129.30264"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"2.025"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"10.4475"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.005824382845600001},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":5.824382845600001},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00046259150166666675},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.46259150166666674},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.004412411246666668},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":4.412411246666667},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0090685757066667"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"9.0685757066667"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00440126764"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"4.40126764"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0058931048"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"5.8931048"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00047021098666667"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.47021098666667"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":6.106508945453342},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":25.380000000000003},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"25.7184"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"5.8172158288996"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":504.32678047272003,"totalDenseWeight_before_formula":53.98032837362686},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":554.7594585199921},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":15,"totalDenseWeight":59.37836121098955},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":15,"sign_depth":"1"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":7.35,"height":9.19,"depth":"1"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":10.24,"height":9.19,"depth":"1"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":8.4,"height":9.19,"depth":"1"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":7.61,"height":9.72,"depth":"1"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":9.72,"height":9.72,"depth":"1"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":4.73,"height":2.89,"depth":"1"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":13.13,"height":12.6,"depth":"1"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":16.28,"height":12.6,"depth":"1"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":3.68,"height":12.6,"depth":"1"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":13.39,"height":12.6,"depth":"1"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":10.5,"height":12.6,"depth":"1"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":12.6,"height":12.6,"depth":"1"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":13.92,"height":12.6,"depth":"1"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":12.87,"height":12.6,"depth":"1"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-15","width":112.12,"height":28.88,"depth":"1"},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:41] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775543861_fa23c1ea166acd94661792a24ea706f7","bins_packed":[{"bin_data":{"w":112.42,"h":29.18,"d":2.6,"id":"unique","used_space":76.2928,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":29.18,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3a58a2e7efa86308f54479e89731392b/1775543861-9366-2817646.svg","items":[{"id":"item-15","w":112.42,"h":29.18,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3a58a2e7efa86308f54479e89731392b/1775543861-9353-3149145.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":16.58,"h":12.9,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3a58a2e7efa86308f54479e89731392b/1775543861-9354-6923203.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-13","w":14.22,"h":12.9,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3a58a2e7efa86308f54479e89731392b/1775543861-9355-6906767.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-10","w":13.69,"h":12.9,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3a58a2e7efa86308f54479e89731392b/1775543861-9356-8189907.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":13.43,"h":12.9,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3a58a2e7efa86308f54479e89731392b/1775543861-9356-7090551.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels 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[2026-04-07 06:37:41] local.INFO: Box added from packed bin {"data":{"length":2.6,"width":112.42,"height":29.18,"denseWeight":59.37836121098955},"timestamp":"2026-04-07 06:37:41"} 
[2026-04-07 06:37:42] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":4.6,"width":114.42,"height":31.43},"quantity":1,"denseWeight":59.37836121098955}],"cheapestShippingCost":613.2655070919175,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":0,"rate":769.4405843729521,"tariffAndDS":769.4405843729521,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1280.9559982429482,"totalShipmentCostFormula":"((tariffAndDS (769.44058437295) + overlengthSurcharge (25) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1280.96","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":0,"rate":434.7596040644436,"tariffAndDS":434.7596040644436,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":741.3163855935088,"totalShipmentCostFormula":"((tariffAndDS (434.75960406444) + overlengthSurcharge (25) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 741.32","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":0,"rate":583.2655070919175,"tariffAndDS":583.2655070919175,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":613.2655070919175,"totalShipmentCostFormula":"(((tariffAndDS (583.26550709192) + overlengthSurcharge (30) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 613.26550709192","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":0,"rate":622.3052254911705,"tariffAndDS":622.3052254911705,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1043.7149455819633,"totalShipmentCostFormula":"((tariffAndDS (622.30522549117) + overlengthSurcharge (25) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1043.71","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":0,"rate":604.4717171278736,"tariffAndDS":604.4717171278736,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1030.74517204645,"totalShipmentCostFormula":"(( tariffAndDS (604.47171712787) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1030.7451720465","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":154,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":59.37836121098955,"rate":522.22,"tariffAndDS":581.5983612109895,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1002.3924107811041,"totalShipmentCostFormula":"(((tariffAndDS (581.59836121099) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1002.3924107811","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":0,"rate":1043.7836121098956,"tariffAndDS":1043.7836121098956,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1043.7836121098956,"totalShipmentCostFormula":"((tariffAndDS (1043.7836121099) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1043.7836121099","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","overBreachSurcharge":154,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":59.37836121098955,"rate":522.22,"tariffAndDS":581.5983612109895,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1002.3924107811041,"totalShipmentCostFormula":"(((tariffAndDS (581.59836121099) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1002.3924107811","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_heavy_saver_k0f572","overBreachSurcharge":154,"career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":59.37836121098955,"rate":597.5799999999999,"tariffAndDS":656.9583612109894,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1130.655130781104,"totalShipmentCostFormula":"(((tariffAndDS (656.95836121099) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1130.6551307811","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]},"10":{"career":"ups_pakistan_small","overBreachSurcharge":154,"career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":4.6,"width":114.42,"height":31.43},"denseWeight":59.37836121098955,"volumetricWeight":54.5,"higherWeight":59.37836121098955,"quantity":1}],"totalHigherWeight":59.37836121098955,"DS":59.37836121098955,"rate":663.04,"tariffAndDS":722.4183612109895,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1242.068050781104,"totalShipmentCostFormula":"(((tariffAndDS (722.41836121099) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1242.0680507811","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["UPS Not Available (Width exceeds 98.43 in)","Extra Charges: Too High - Minimum Weight should be 40 KG"]}}}},"timestamp":"2026-04-07 06:37:42"} 
[2026-04-07 06:37:42] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 06:37:42"} 
[2026-04-07 06:37:42] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 06:37:42"} 
[2026-04-07 06:37:42] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":69.32,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":59.37836121098955,"result":554.7594585199921,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":117.26,"width_of_line_2":77.74,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":12.48,"height_of_line_2":9.36,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":15,"perimeter_of_sign":96.2,"nested_area":33.84,"occupied_area":9.56,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":77.74,"other_dimension_of_sign":69.32,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1404},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1404},"timestamp":"2026-04-07 06:37:42"} 
[2026-04-07 06:37:42] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 06:37:42"} 
[2026-04-07 06:37:44] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":69.32,"sign_width":"120","dimensions":[{"id":"ba495cee-e29a-4a6e-84e3-f26a1f7dc7ef","height":9.19,"width":7.35},{"id":"3d5f166d-8faf-42c7-bd4e-5c83d1a10a21","height":9.19,"width":10.24},{"id":"16931ff4-e1e8-42e2-adfa-4eb21fcdeedd","height":9.19,"width":8.4},{"id":"68d8a7c2-e5b0-493b-8593-261215396e87","height":9.72,"width":7.61},{"id":"a109bd69-488f-4935-8669-b2c33ef1e4a9","height":9.72,"width":9.72},{"id":"93253892-3484-48e8-af57-d0219d8854fe","height":2.89,"width":4.73},{"id":"4f8ce50b-aef0-4c65-a802-9c778a959ce3","height":12.6,"width":13.13},{"id":"5b15e4f5-bf22-443a-9121-8957fc63ecc8","height":12.6,"width":16.28},{"id":"0a733be7-aa0f-4570-a940-8018b4d8ec10","height":12.6,"width":3.68},{"id":"77563686-cd9d-409d-bb72-bcf61745e80d","height":12.6,"width":13.39},{"id":"8d0e6690-13d8-4f90-86d5-c67cc58134c9","height":12.6,"width":10.5},{"id":"f78971d1-e76c-43a3-8249-ddf63bd26d3d","height":12.6,"width":12.6},{"id":"14027a61-1e3d-4b0b-ad59-97b94fe5b8ce","height":12.6,"width":13.92},{"id":"116232c8-29ec-4b3f-93da-7d1a9121b659","height":12.6,"width":12.87},{"id":"a6295c5b-f5c6-4e5d-bc6a-989f52cd6806","height":28.88,"width":112.12}]},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":69.32,"sign_width":"120","dimensions":[{"id":"ba495cee-e29a-4a6e-84e3-f26a1f7dc7ef","height":9.19,"width":7.35},{"id":"3d5f166d-8faf-42c7-bd4e-5c83d1a10a21","height":9.19,"width":10.24},{"id":"16931ff4-e1e8-42e2-adfa-4eb21fcdeedd","height":9.19,"width":8.4},{"id":"68d8a7c2-e5b0-493b-8593-261215396e87","height":9.72,"width":7.61},{"id":"a109bd69-488f-4935-8669-b2c33ef1e4a9","height":9.72,"width":9.72},{"id":"93253892-3484-48e8-af57-d0219d8854fe","height":2.89,"width":4.73},{"id":"4f8ce50b-aef0-4c65-a802-9c778a959ce3","height":12.6,"width":13.13},{"id":"5b15e4f5-bf22-443a-9121-8957fc63ecc8","height":12.6,"width":16.28},{"id":"0a733be7-aa0f-4570-a940-8018b4d8ec10","height":12.6,"width":3.68},{"id":"77563686-cd9d-409d-bb72-bcf61745e80d","height":12.6,"width":13.39},{"id":"8d0e6690-13d8-4f90-86d5-c67cc58134c9","height":12.6,"width":10.5},{"id":"f78971d1-e76c-43a3-8249-ddf63bd26d3d","height":12.6,"width":12.6},{"id":"14027a61-1e3d-4b0b-ad59-97b94fe5b8ce","height":12.6,"width":13.92},{"id":"116232c8-29ec-4b3f-93da-7d1a9121b659","height":12.6,"width":12.87},{"id":"a6295c5b-f5c6-4e5d-bc6a-989f52cd6806","height":28.88,"width":112.12}]}},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"ba495cee-e29a-4a6e-84e3-f26a1f7dc7ef","height":9.19,"width":7.35},{"id":"3d5f166d-8faf-42c7-bd4e-5c83d1a10a21","height":9.19,"width":10.24},{"id":"16931ff4-e1e8-42e2-adfa-4eb21fcdeedd","height":9.19,"width":8.4},{"id":"68d8a7c2-e5b0-493b-8593-261215396e87","height":9.72,"width":7.61},{"id":"a109bd69-488f-4935-8669-b2c33ef1e4a9","height":9.72,"width":9.72},{"id":"93253892-3484-48e8-af57-d0219d8854fe","height":2.89,"width":4.73},{"id":"4f8ce50b-aef0-4c65-a802-9c778a959ce3","height":12.6,"width":13.13},{"id":"5b15e4f5-bf22-443a-9121-8957fc63ecc8","height":12.6,"width":16.28},{"id":"0a733be7-aa0f-4570-a940-8018b4d8ec10","height":12.6,"width":3.68},{"id":"77563686-cd9d-409d-bb72-bcf61745e80d","height":12.6,"width":13.39},{"id":"8d0e6690-13d8-4f90-86d5-c67cc58134c9","height":12.6,"width":10.5},{"id":"f78971d1-e76c-43a3-8249-ddf63bd26d3d","height":12.6,"width":12.6},{"id":"14027a61-1e3d-4b0b-ad59-97b94fe5b8ce","height":12.6,"width":13.92},{"id":"116232c8-29ec-4b3f-93da-7d1a9121b659","height":12.6,"width":12.87},{"id":"a6295c5b-f5c6-4e5d-bc6a-989f52cd6806","height":28.88,"width":112.12}],"sign_height_raw":69.32,"sign_width_raw":"120"},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":70.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"ba495cee-e29a-4a6e-84e3-f26a1f7dc7ef","height":9.19,"width":7.35,"ceilHeight":10.0,"ceilWidth":8.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":13,"sign_type_id":1,"heightOrWidth":"10.00","return":2,"price":82,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"3d5f166d-8faf-42c7-bd4e-5c83d1a10a21","height":9.19,"width":10.24,"ceilHeight":10.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":15,"sign_type_id":1,"heightOrWidth":"11.00","return":2,"price":91,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"16931ff4-e1e8-42e2-adfa-4eb21fcdeedd","height":9.19,"width":8.4,"ceilHeight":10.0,"ceilWidth":9.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":13,"sign_type_id":1,"heightOrWidth":"10.00","return":2,"price":82,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"68d8a7c2-e5b0-493b-8593-261215396e87","height":9.72,"width":7.61,"ceilHeight":10.0,"ceilWidth":8.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":13,"sign_type_id":1,"heightOrWidth":"10.00","return":2,"price":82,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"a109bd69-488f-4935-8669-b2c33ef1e4a9","height":9.72,"width":9.72,"ceilHeight":10.0,"ceilWidth":10.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":13,"sign_type_id":1,"heightOrWidth":"10.00","return":2,"price":82,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"93253892-3484-48e8-af57-d0219d8854fe","height":2.89,"width":4.73,"ceilHeight":3.0,"ceilWidth":5.0,"biggerDimension":5.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":3,"sign_type_id":1,"heightOrWidth":"5.00","return":2,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"4f8ce50b-aef0-4c65-a802-9c778a959ce3","height":12.6,"width":13.13,"ceilHeight":13.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":21,"sign_type_id":1,"heightOrWidth":"14.00","return":2,"price":122,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"5b15e4f5-bf22-443a-9121-8957fc63ecc8","height":12.6,"width":16.28,"ceilHeight":13.0,"ceilWidth":17.0,"biggerDimension":17.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":27,"sign_type_id":1,"heightOrWidth":"17.00","return":2,"price":163,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"0a733be7-aa0f-4570-a940-8018b4d8ec10","height":12.6,"width":3.68,"ceilHeight":13.0,"ceilWidth":4.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"77563686-cd9d-409d-bb72-bcf61745e80d","height":12.6,"width":13.39,"ceilHeight":13.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":21,"sign_type_id":1,"heightOrWidth":"14.00","return":2,"price":122,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"8d0e6690-13d8-4f90-86d5-c67cc58134c9","height":12.6,"width":10.5,"ceilHeight":13.0,"ceilWidth":11.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"f78971d1-e76c-43a3-8249-ddf63bd26d3d","height":12.6,"width":12.6,"ceilHeight":13.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"14027a61-1e3d-4b0b-ad59-97b94fe5b8ce","height":12.6,"width":13.92,"ceilHeight":13.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":21,"sign_type_id":1,"heightOrWidth":"14.00","return":2,"price":122,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"116232c8-29ec-4b3f-93da-7d1a9121b659","height":12.6,"width":12.87,"ceilHeight":13.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"a6295c5b-f5c6-4e5d-bc6a-989f52cd6806","height":28.88,"width":112.12,"ceilHeight":29.0,"ceilWidth":113.0,"biggerDimension":113.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":15,"baseProductionCost":1974,"result":[{"id":"ba495cee-e29a-4a6e-84e3-f26a1f7dc7ef","height":9.19,"width":7.35,"depth":2,"price":82},{"id":"3d5f166d-8faf-42c7-bd4e-5c83d1a10a21","height":9.19,"width":10.24,"depth":2,"price":91},{"id":"16931ff4-e1e8-42e2-adfa-4eb21fcdeedd","height":9.19,"width":8.4,"depth":2,"price":82},{"id":"68d8a7c2-e5b0-493b-8593-261215396e87","height":9.72,"width":7.61,"depth":2,"price":82},{"id":"a109bd69-488f-4935-8669-b2c33ef1e4a9","height":9.72,"width":9.72,"depth":2,"price":82},{"id":"93253892-3484-48e8-af57-d0219d8854fe","height":2.89,"width":4.73,"depth":2,"price":80},{"id":"4f8ce50b-aef0-4c65-a802-9c778a959ce3","height":12.6,"width":13.13,"depth":2,"price":122},{"id":"5b15e4f5-bf22-443a-9121-8957fc63ecc8","height":12.6,"width":16.28,"depth":2,"price":163},{"id":"0a733be7-aa0f-4570-a940-8018b4d8ec10","height":12.6,"width":3.68,"depth":2,"price":111},{"id":"77563686-cd9d-409d-bb72-bcf61745e80d","height":12.6,"width":13.39,"depth":2,"price":122},{"id":"8d0e6690-13d8-4f90-86d5-c67cc58134c9","height":12.6,"width":10.5,"depth":2,"price":111},{"id":"f78971d1-e76c-43a3-8249-ddf63bd26d3d","height":12.6,"width":12.6,"depth":2,"price":111},{"id":"14027a61-1e3d-4b0b-ad59-97b94fe5b8ce","height":12.6,"width":13.92,"depth":2,"price":122},{"id":"116232c8-29ec-4b3f-93da-7d1a9121b659","height":12.6,"width":12.87,"depth":2,"price":111},{"id":"a6295c5b-f5c6-4e5d-bc6a-989f52cd6806","height":28.88,"width":112.12,"depth":2,"price":502}]},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":70.0},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2122.47,"taxFactor":0.0887,"tax":188.26308899999998},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Box Calculation Details {"data":{"breadth":76.0,"boxDepth":8,"oneBoxCapacity":-9.0,"noOfBoxes":-13.0,"noOfFullBoxes":-14.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-9.0,"widthOfHalfBox":-6.0},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":183.71223021582733,"shippingWeightInKG":83.31620417951353},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":83.31620417951353,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":4,"min":"76","max":"90","rate":"85","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1974,"PSUCost":148.47,"tax":188.26308899999998,"shippingRate":1800,"miscellaenous":0,"signPrice":4110.733088999999},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":69.32,"sign_depth":2,"totalCost":4110.733088999999,"TATDays":7,"baseProductionCost":1974,"productionCost":2122.47,"PSUCost":148.47,"tax":188.26308899999998,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":15},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"ba495cee-e29a-4a6e-84e3-f26a1f7dc7ef","height":9.19,"width":7.35},{"id":"3d5f166d-8faf-42c7-bd4e-5c83d1a10a21","height":9.19,"width":10.24},{"id":"16931ff4-e1e8-42e2-adfa-4eb21fcdeedd","height":9.19,"width":8.4},{"id":"68d8a7c2-e5b0-493b-8593-261215396e87","height":9.72,"width":7.61},{"id":"a109bd69-488f-4935-8669-b2c33ef1e4a9","height":9.72,"width":9.72},{"id":"93253892-3484-48e8-af57-d0219d8854fe","height":2.89,"width":4.73},{"id":"4f8ce50b-aef0-4c65-a802-9c778a959ce3","height":12.6,"width":13.13},{"id":"5b15e4f5-bf22-443a-9121-8957fc63ecc8","height":12.6,"width":16.28},{"id":"0a733be7-aa0f-4570-a940-8018b4d8ec10","height":12.6,"width":3.68},{"id":"77563686-cd9d-409d-bb72-bcf61745e80d","height":12.6,"width":13.39},{"id":"8d0e6690-13d8-4f90-86d5-c67cc58134c9","height":12.6,"width":10.5},{"id":"f78971d1-e76c-43a3-8249-ddf63bd26d3d","height":12.6,"width":12.6},{"id":"14027a61-1e3d-4b0b-ad59-97b94fe5b8ce","height":12.6,"width":13.92},{"id":"116232c8-29ec-4b3f-93da-7d1a9121b659","height":12.6,"width":12.87},{"id":"a6295c5b-f5c6-4e5d-bc6a-989f52cd6806","height":28.88,"width":112.12}],"sign_height_raw":69.32,"sign_width_raw":"120"},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":70.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"ba495cee-e29a-4a6e-84e3-f26a1f7dc7ef","height":9.19,"width":7.35,"ceilHeight":10.0,"ceilWidth":8.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":14,"sign_type_id":1,"heightOrWidth":"10.00","return":3,"price":86,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"3d5f166d-8faf-42c7-bd4e-5c83d1a10a21","height":9.19,"width":10.24,"ceilHeight":10.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":16,"sign_type_id":1,"heightOrWidth":"11.00","return":3,"price":96,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"16931ff4-e1e8-42e2-adfa-4eb21fcdeedd","height":9.19,"width":8.4,"ceilHeight":10.0,"ceilWidth":9.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":14,"sign_type_id":1,"heightOrWidth":"10.00","return":3,"price":86,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"68d8a7c2-e5b0-493b-8593-261215396e87","height":9.72,"width":7.61,"ceilHeight":10.0,"ceilWidth":8.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":14,"sign_type_id":1,"heightOrWidth":"10.00","return":3,"price":86,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"a109bd69-488f-4935-8669-b2c33ef1e4a9","height":9.72,"width":9.72,"ceilHeight":10.0,"ceilWidth":10.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":14,"sign_type_id":1,"heightOrWidth":"10.00","return":3,"price":86,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"93253892-3484-48e8-af57-d0219d8854fe","height":2.89,"width":4.73,"ceilHeight":3.0,"ceilWidth":5.0,"biggerDimension":5.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":4,"sign_type_id":1,"heightOrWidth":"5.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"4f8ce50b-aef0-4c65-a802-9c778a959ce3","height":12.6,"width":13.13,"ceilHeight":13.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":22,"sign_type_id":1,"heightOrWidth":"14.00","return":3,"price":128,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"5b15e4f5-bf22-443a-9121-8957fc63ecc8","height":12.6,"width":16.28,"ceilHeight":13.0,"ceilWidth":17.0,"biggerDimension":17.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":28,"sign_type_id":1,"heightOrWidth":"17.00","return":3,"price":171,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"0a733be7-aa0f-4570-a940-8018b4d8ec10","height":12.6,"width":3.68,"ceilHeight":13.0,"ceilWidth":4.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"77563686-cd9d-409d-bb72-bcf61745e80d","height":12.6,"width":13.39,"ceilHeight":13.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":22,"sign_type_id":1,"heightOrWidth":"14.00","return":3,"price":128,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"8d0e6690-13d8-4f90-86d5-c67cc58134c9","height":12.6,"width":10.5,"ceilHeight":13.0,"ceilWidth":11.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"f78971d1-e76c-43a3-8249-ddf63bd26d3d","height":12.6,"width":12.6,"ceilHeight":13.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"14027a61-1e3d-4b0b-ad59-97b94fe5b8ce","height":12.6,"width":13.92,"ceilHeight":13.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":22,"sign_type_id":1,"heightOrWidth":"14.00","return":3,"price":128,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"116232c8-29ec-4b3f-93da-7d1a9121b659","height":12.6,"width":12.87,"ceilHeight":13.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Dimension Calculation {"data":{"dim_id":"a6295c5b-f5c6-4e5d-bc6a-989f52cd6806","height":28.88,"width":112.12,"ceilHeight":29.0,"ceilWidth":113.0,"biggerDimension":113.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":15,"baseProductionCost":2045,"result":[{"id":"ba495cee-e29a-4a6e-84e3-f26a1f7dc7ef","height":9.19,"width":7.35,"depth":3,"price":86},{"id":"3d5f166d-8faf-42c7-bd4e-5c83d1a10a21","height":9.19,"width":10.24,"depth":3,"price":96},{"id":"16931ff4-e1e8-42e2-adfa-4eb21fcdeedd","height":9.19,"width":8.4,"depth":3,"price":86},{"id":"68d8a7c2-e5b0-493b-8593-261215396e87","height":9.72,"width":7.61,"depth":3,"price":86},{"id":"a109bd69-488f-4935-8669-b2c33ef1e4a9","height":9.72,"width":9.72,"depth":3,"price":86},{"id":"93253892-3484-48e8-af57-d0219d8854fe","height":2.89,"width":4.73,"depth":3,"price":80},{"id":"4f8ce50b-aef0-4c65-a802-9c778a959ce3","height":12.6,"width":13.13,"depth":3,"price":128},{"id":"5b15e4f5-bf22-443a-9121-8957fc63ecc8","height":12.6,"width":16.28,"depth":3,"price":171},{"id":"0a733be7-aa0f-4570-a940-8018b4d8ec10","height":12.6,"width":3.68,"depth":3,"price":117},{"id":"77563686-cd9d-409d-bb72-bcf61745e80d","height":12.6,"width":13.39,"depth":3,"price":128},{"id":"8d0e6690-13d8-4f90-86d5-c67cc58134c9","height":12.6,"width":10.5,"depth":3,"price":117},{"id":"f78971d1-e76c-43a3-8249-ddf63bd26d3d","height":12.6,"width":12.6,"depth":3,"price":117},{"id":"14027a61-1e3d-4b0b-ad59-97b94fe5b8ce","height":12.6,"width":13.92,"depth":3,"price":128},{"id":"116232c8-29ec-4b3f-93da-7d1a9121b659","height":12.6,"width":12.87,"depth":3,"price":117},{"id":"a6295c5b-f5c6-4e5d-bc6a-989f52cd6806","height":28.88,"width":112.12,"depth":3,"price":502}]},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":70.0},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2193.47,"taxFactor":0.0887,"tax":194.56078899999997},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Box Calculation Details {"data":{"breadth":76.0,"boxDepth":8,"oneBoxCapacity":-9.0,"noOfBoxes":-13.0,"noOfFullBoxes":-14.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-9.0,"widthOfHalfBox":-6.0},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":183.71223021582733,"shippingWeightInKG":83.31620417951353},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":83.31620417951353,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":4,"min":"76","max":"90","rate":"85","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2045,"PSUCost":148.47,"tax":194.56078899999997,"shippingRate":1800,"miscellaenous":0,"signPrice":4188.030789},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":69.32,"sign_depth":3,"totalCost":4188.030789,"TATDays":7,"baseProductionCost":2045,"productionCost":2193.47,"PSUCost":148.47,"tax":194.56078899999997,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":15},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":69.32,"sign_width":"120","shipping_weight":59.37836121098955,"shape":"rectangular","dimensions":[{"id":"ba495cee-e29a-4a6e-84e3-f26a1f7dc7ef","height":9.19,"width":7.35},{"id":"3d5f166d-8faf-42c7-bd4e-5c83d1a10a21","height":9.19,"width":10.24},{"id":"16931ff4-e1e8-42e2-adfa-4eb21fcdeedd","height":9.19,"width":8.4},{"id":"68d8a7c2-e5b0-493b-8593-261215396e87","height":9.72,"width":7.61},{"id":"a109bd69-488f-4935-8669-b2c33ef1e4a9","height":9.72,"width":9.72},{"id":"93253892-3484-48e8-af57-d0219d8854fe","height":2.89,"width":4.73},{"id":"4f8ce50b-aef0-4c65-a802-9c778a959ce3","height":12.6,"width":13.13},{"id":"5b15e4f5-bf22-443a-9121-8957fc63ecc8","height":12.6,"width":16.28},{"id":"0a733be7-aa0f-4570-a940-8018b4d8ec10","height":12.6,"width":3.68},{"id":"77563686-cd9d-409d-bb72-bcf61745e80d","height":12.6,"width":13.39},{"id":"8d0e6690-13d8-4f90-86d5-c67cc58134c9","height":12.6,"width":10.5},{"id":"f78971d1-e76c-43a3-8249-ddf63bd26d3d","height":12.6,"width":12.6},{"id":"14027a61-1e3d-4b0b-ad59-97b94fe5b8ce","height":12.6,"width":13.92},{"id":"116232c8-29ec-4b3f-93da-7d1a9121b659","height":12.6,"width":12.87},{"id":"a6295c5b-f5c6-4e5d-bc6a-989f52cd6806","height":28.88,"width":112.12}]}},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Input Parameters {"data":{"dimensions_count":15,"shape":"rectangular"},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:37:44] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1257.0600000000004,"dimensions_count":15},"timestamp":"2026-04-07 06:37:44"} 
[2026-04-07 06:40:04] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpF52A.tmp"}},"file_present":true},"timestamp":"2026-04-07 06:40:04"} 
[2026-04-07 06:40:04] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-07 06:40:04"} 
[2026-04-07 06:40:06] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":14},"timestamp":"2026-04-07 06:40:06"} 
[2026-04-07 06:40:06] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":0},"timestamp":"2026-04-07 06:40:06"} 
[2026-04-07 06:40:06] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":28},"timestamp":"2026-04-07 06:40:06"} 
[2026-04-07 06:40:06] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":28},"timestamp":"2026-04-07 06:40:06"} 
[2026-04-07 06:40:06] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-07 06:40:06"} 
[2026-04-07 06:40:06] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2026-01-05 100345.png","query_param":"width","query_value":"120","file_size":26333},"timestamp":"2026-04-07 06:40:06"} 
[2026-04-07 06:40:06] local.INFO: Detected Objects from Image-to-Text API 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9TdPtXCAqlf0c4ypkZHWb9uinVDHW4dG+bRYuqm6vu+0VDfttKm5y9xfv4Ss71FLizM8VfvAP12+Y2D37OhosV4Z5iJ0RHWDA0x3hnmF31rRXGJ/2fkfwCyWPVk/FK7QQAAAABJRU5ErkJggg==","detection_approach":"extra_light_color_detection"},{"index":302,"position":{"x":78,"y":3,"width":10,"height":18},"scaled_width":3.17,"scaled_height":5.71,"actual_filled_area":3.22,"bounding_box_area":18,"exact_perimeter":16.4,"approximate_perimeter":15.9,"convex_hull_perimeter":14.46,"perimeter_pixels":51.65685424949238,"original_contour_points":11,"approximation_points":5,"shape_analysis":{"aspect_ratio":1.8,"compactness":0.1504,"perimeter_to_area_ratio":5.0932},"image_base64":"data:image/png;base64,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","detection_approach":"extra_light_color_detection"},{"index":303,"position":{"x":39,"y":3,"width":41,"height":53},"scaled_width":13.02,"scaled_height":16.83,"actual_filled_area":19.05,"bounding_box_area":219,"exact_perimeter":107.37,"approximate_perimeter":91.94,"convex_hull_perimeter":48.44,"perimeter_pixels":338.2253967444165,"original_contour_points":79,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.29,"compactness":0.0208,"perimeter_to_area_ratio":5.6362},"image_base64":"data:image/png;base64,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","detection_approach":"extra_light_color_detection"}]},"timestamp":"2026-04-07 06:40:06"} 
[2026-04-07 06:40:06] local.INFO: Nested area calculated {"data":{"nestedArea":2250.556},"timestamp":"2026-04-07 06:40:06"} 
[2026-04-07 06:40:06] local.INFO: Mapped objects from Image-to-Text API 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D8nDR5+0mGi8NtYkT6pkKjgMTam5YpYCPiVYmGdUM6aGRtmyZpIPTazll0fX/UT635Ta5PFywY6cOsXZ3jxvzM9yqSqpvTRlsc8IYtTJQJuw9/hdDb/2mR89aZaarRDqt6ozjyAxIqn5FDFxy1CHzaPjbJ1Yy6NjN+di4U0vzP727Cl77cI5pruXma/7LKZIzyLF6BBRFEvCf9z76SvG/exzT1jLZ9TdPtXCAqlf0c4ypkZHWb9uinVDHW4dG+bRYuqm6vu+0VDfttKm5y9xfv4Ss71FLizM8VfvAP12+Y2D37OhosV4Z5iJ0RHWDA0x3hnmF31rRXGJ/2fkfwCyWPVk/FK7QQAAAABJRU5ErkJggg=="},{"id":"d0d89541-2f95-49f1-acbd-e4a984a0afbc","height":5.71,"width":3.17,"perimeter":16.4,"area":3.22,"image":"data:image/png;base64,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"},{"id":"6f2884f6-f05b-41b6-a37f-e8c0f8340d4e","height":16.83,"width":13.02,"perimeter":107.37,"area":19.05,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-07 06:40:06"} 
[2026-04-07 06:40:06] local.INFO: Number of letters detected {"data":{"noOfLetters":28},"timestamp":"2026-04-07 06:40:06"} 
[2026-04-07 06:40:06] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1665.9200000000005,"perimeter_in_feet":138.83},"timestamp":"2026-04-07 06:40:06"} 
[2026-04-07 06:40:06] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[3.58,9.12,4.13,6.65,13.61,5.44,8.21,4.84,9.83,3.53,8.67,5.59,4.28,9.73,19.5,3.98,10.83,9.32,13.91,5.9,4.74,10.48,5.19,4.18,3.33,42.83,3.22,19.05],"actualFilledAreaSum":253.67000000000004},"timestamp":"2026-04-07 06:40:06"} 
[2026-04-07 06:40:06] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":1.76},"timestamp":"2026-04-07 06:40:06"} 
[2026-04-07 06:40:06] local.INFO: Average character height calculated {"data":{"avgCharHeight":10.611785714285714},"timestamp":"2026-04-07 06:40:06"} 
[2026-04-07 06:40:06] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":378.0,"originalHeight":259.0,"ratio":1.4594594594594594},"timestamp":"2026-04-07 06:40:06"} 
[2026-04-07 06:40:06] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":82.22},"timestamp":"2026-04-07 06:40:06"} 
[2026-04-07 06:40:07] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"11520\" height=\"7893.333333333333\" viewBox=\"0 0 378 259\">
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06:40:07"} 
[2026-04-07 06:40:08] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1405,"no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":96,"width_of_line_2":36.16,"width_of_line_3":119.04,"width_of_line_4":null,"height_of_line_1":20.16,"height_of_line_2":19.84,"height_of_line_3":19.84,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":28,"perimeter_of_sign":138.83,"nested_area":15.63,"occupied_area":1.76,"avg_char_height":"Less than 24 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NnT3OpDLQmR\\/mZo\\/stiJJiRFGCgySJJNdnTN+r\\/NErJ+xfDh9mttelj5GKDlUhdLNAaYGYK4tVl1ar1TQqq0fqiE+p6fCMRpZlUCjdqkclNSNZxie2bH3XWO8Cv23NOOc33sqh89PMLfTIRzqEkPBJAYNBKemgaRFdhnzxme\\/YWFDGfIuiKPDe45xDMwV1VCly\\/vJluinx\\/PlpupaoioygSlIlOKNKICpkThEUiQFLTbuKE6XdahPKPiGUWEr4aLRNGMkLPjQyxi\\/lI++y1VWN963Fi7b38HOc7C5gE+P0DZIomKLW0EEib6eMm7977716eHzk0PdML\\/foiMeJDqikwfG6KVGMXlkSnYM8gzwnZRlBlColkkXEarwKqh5J0vTmJBCf4ZwjpYAz0FDjU6KIkSzWbJqc5C+2f+yqel1z5f7pS0fs8BsnWfCOqiioUWpTHE2b+LfvuV9+4dmDZmaYQFYUVBaoreb7dzXtpg8c+56ZUzITWlHIBpOXYmgmIL3lmPJWQaDpwUkCe+9sJvL+Y0+ZhIjGQCGCF9\\/w72nQn+c9ycP84gJjIyN0xHALXTplxXqfc\\/emrfzWxq1XxXnNE5t7t95GjDXH3jhNT6BbtKktkVID\\/nP\\/\\/Yyl0PBookav18O8QObZ8+Iz9v3b7xMrcnp1xUJdk5vH05yvSaY406a3FPCqRIW9Ox56l5JmCRUhw6OxIWwEQ8UhCqUkasByB7kRqxoNfdZnbe5Zu5GvXAM4XKekfcQNy\\/a1a9ngPZ2yJpPGh0Zik0IqRDGixMZaTog0p6J1Ffnk8YOWguFMcZoRRSnFUYojOkelSilQASXpqsChOYcXQETBBrzdQG0ZOB01Y7jTgrqmPzdLUddsHZ\\/gK7ddvxv7umd1X1izSf7x5At2eHaGRQFTI1pEtOl6qL2RIog3XJYjKWEhkKoaKw2vkGce9Q68J1ganLA0ZGJIsemnH6Soe3603970KaYNPxdDJCUI0YPzTaOiJFJKxBQRFXKAsiSra0bEcefUFHdv3HQ9aM3k3fCNgXz5h\\/9lr6dAFSOuyLEso4yJYCC+4dCd83h1ODMkNldGLIWmW0KVKjX9ss45oGkqcs5RZI6UmpsXlt5Kn94kKJMJdYQsb9HyGRYTVd3HYsRnypBXystzTHjP7WNreGDrNj6fr7khtmWD\\/7v+eXtu+gwvnTrFoiWysVG002IhRXp1IKlAaq6J5CjFoEhysVE+ihDfscnMGqCJiJmhqjjXhFIsLkUTQwkuo9cvSSnRzjJa3uFixJUVRR0YI3HP5tv43S07lo3px8pTvtmbtZfPvs7J2fNMl\\/3mLs1wG9dpU8Ig\\/js0JFwV0RDQMADq\\/JvOnSRN65iIgDZFkuigJI01IQRIAVXBe484T7eKuMzTygs8hnV7SK9kHMc6l7Fr7Xq+uvXDPxae95Sk\\/c3pE3Z0ZprXFmaZzz1hqEVfhSd3PiyfOLbPLES0aviytm+R+4yyDk2D0OCCESpNq5gKiFDVfZxzeK9N04FFUorYoFb34hrGJhmUFa6smHSeOybWccfYJL+24dYP7qbFP188Y8dnz3Pi0gxnugswOkzlmjbxlJrbUVhzR0ZQvM9JAskEE5Z66KMMTloHlrcYsFgjGJk68tyTOw+9itTvk6qaIVHWD41wx+QGdkyt4\\/NDE\\/87d2z++tRxe3H2AqfmLtJ3QukUco\\/LCvDa3JEJgUTTTy\\/O851dD8nDR5+0mGi8NtYkT6pkKjgMTam5YpYCPiVYmGdUM6aGRtmyZpIPTazll0fX\\/UT635Ta5PFywY6cOsXZ3jxvzM9yqSqpvTRlsc8IYtTJQJuw9\\/hdDb\\/2mR89aZaarRDqt6ozjyAxIqn5FDFxy1CHzaPjbJ1Yy6NjN+di4U0vzP727Cl77cI5pruXma\\/7LKZIzyLF6BBRFEvCf9z76SvG\\/exzT1jLZ9TdPtXCAqlf0c4ypkZHWb9uinVDHW4dG+bRYuqm6vu+0VDfttKm5y9xfv4Ss71FLizM8VfvAP12+Y2D37OhosV4Z5iJ0RHWDA0x3hnmF31rRXGJ\\/2fkfwCyWPVk\\/FK7QQAAAABJRU5ErkJggg==\"},{\"id\":\"d0d89541-2f95-49f1-acbd-e4a984a0afbc\",\"height\":5.71,\"width\":3.17,\"perimeter\":16.4,\"area\":3.22,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"6f2884f6-f05b-41b6-a37f-e8c0f8340d4e\",\"height\":16.83,\"width\":13.02,\"perimeter\":107.37,\"area\":19.05,\"image\":\"data:image\\/png;base64,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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":96,"width_of_line_2":36.16,"width_of_line_3":119.04,"width_of_line_4":null,"height_of_line_1":20.16,"height_of_line_2":19.84,"height_of_line_3":19.84,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":28,"perimeter_of_sign":138.83,"nested_area":15.63,"occupied_area":1.76,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":36.16,"other_dimension_of_sign":82.22,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1405}},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0.88528"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"45.2150892"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"4.373145"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"30.7911057"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":1.54},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":60.8238324},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"1.2504"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"59.72223"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"1.118"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"3.78"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"19.502"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.004416888091000001},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":4.416888091000001},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0003508036729166668},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.35080367291666675},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.0033461273416666676},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":3.346127341666667},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0068771035666667"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"6.8771035666667"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00333767665"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"3.33767665"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.004469003"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"4.469003"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00035658186666667"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.35658186666667"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":4.630836837783341},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":11.7225},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"11.8788"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"3.9534794801542"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":297.17107832669996,"totalDenseWeight_before_formula":28.80225866434312},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":326.88818615937},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":28,"totalDenseWeight":31.682484530777437},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":28,"sign_depth":"1"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":3.49,"height":5.71,"depth":"1"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":10.16,"height":7.3,"depth":"1"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":6.35,"height":5.71,"depth":"1"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":9.84,"height":12.06,"depth":"1"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":10.79,"height":10.16,"depth":"1"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":1.27,"height":17.14,"depth":"1"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":7.3,"height":8.57,"depth":"1"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":9.21,"height":8.25,"depth":"1"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":0.95,"height":18.41,"depth":"1"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":9.52,"height":6.98,"depth":"1"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":8.25,"height":18.73,"depth":"1"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":1.27,"height":19.05,"depth":"1"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":4.76,"height":3.81,"depth":"1"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":8.57,"height":10.79,"depth":"1"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-15","width":6.98,"height":13.02,"depth":"1"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-16","width":10.79,"height":5.4,"depth":"1"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-17","width":11.11,"height":2.54,"depth":"1"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-18","width":13.02,"height":10.16,"depth":"1"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-19","width":12.38,"height":11.43,"depth":"1"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-20","width":8.25,"height":10.16,"depth":"1"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-21","width":0.63,"height":15.24,"depth":"1"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-22","width":13.02,"height":4.13,"depth":"1"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-23","width":11.11,"height":4.44,"depth":"1"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-24","width":4.13,"height":13.97,"depth":"1"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-25","width":4.76,"height":12.38,"depth":"1"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-26","width":18.73,"height":19.05,"depth":"1"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-27","width":3.17,"height":5.71,"depth":"1"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:08] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-28","width":13.02,"height":16.83,"depth":"1"},"timestamp":"2026-04-07 06:40:08"} 
[2026-04-07 06:40:09] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775544009_b415b457ef849573d611a937dff9e87d","bins_packed":[{"bin_data":{"w":11.7,"h":19.35,"d":19.03,"id":"unique","used_space":72.6919,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":19.35,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a03821437ea3b53ead8f106dbc8d71ee/1775544009-2178-6583404.svg","items":[{"id":"item-26","w":19.03,"h":19.35,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a03821437ea3b53ead8f106dbc8d71ee/1775544009-2158-7993977.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-28","w":13.32,"h":17.13,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a03821437ea3b53ead8f106dbc8d71ee/1775544009-216-3307248.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-25","w":5.06,"h":12.68,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a03821437ea3b53ead8f106dbc8d71ee/1775544009-216-7681388.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-18","w":13.32,"h":10.46,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a03821437ea3b53ead8f106dbc8d71ee/1775544009-2161-7709115.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-22","w":13.32,"h":4.43,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a03821437ea3b53ead8f106dbc8d71ee/1775544009-2162-1814874.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels 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[2026-04-07 06:40:09] local.INFO: Box added from packed bin {"data":{"length":19.03,"width":11.7,"height":19.35,"denseWeight":31.682484530777437},"timestamp":"2026-04-07 06:40:09"} 
[2026-04-07 06:40:09] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":21.03,"width":13.7,"height":21.6},"quantity":1,"denseWeight":31.682484530777437}],"cheapestShippingCost":344.29,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":21.03,"width":13.7,"height":21.6},"denseWeight":31.682484530777437,"volumetricWeight":20.5,"higherWeight":31.682484530777437,"quantity":1}],"totalHigherWeight":31.682484530777437,"DS":0,"rate":404.1319709609544,"tariffAndDS":404.1319709609544,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":691.9323899774429,"totalShipmentCostFormula":"((tariffAndDS (404.13197096095) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 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[2026-04-07 06:40:09] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 06:40:09"} 
[2026-04-07 06:40:09] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 06:40:09"} 
[2026-04-07 06:40:09] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":82.22,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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Standard","boxWeights":[{"size":{"length":21.03,"width":13.7,"height":21.6},"denseWeight":31.682484530777437,"volumetricWeight":20.5,"higherWeight":31.682484530777437,"quantity":1}],"totalHigherWeight":31.682484530777437,"DS":0,"rate":343.4381323136274,"tariffAndDS":343.4381323136274,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":585.6307032211975,"totalShipmentCostFormula":"(( tariffAndDS (343.43813231363) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 585.6307032212","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":0,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":21.03,"width":13.7,"height":21.6},"denseWeight":31.682484530777437,"volumetricWeight":20.5,"higherWeight":31.682484530777437,"quantity":1}],"totalHigherWeight":31.682484530777437,"DS":31.682484530777437,"rate":205.51,"tariffAndDS":237.19248453077742,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":406.00160867138317,"totalShipmentCostFormula":"(((tariffAndDS (237.19248453078) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 406.00160867138","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":21.03,"width":13.7,"height":21.6},"denseWeight":31.682484530777437,"volumetricWeight":20.5,"higherWeight":31.682484530777437,"quantity":1}],"totalHigherWeight":31.682484530777437,"DS":0,"rate":766.8248453077744,"tariffAndDS":766.8248453077744,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":766.8248453077744,"totalShipmentCostFormula":"((tariffAndDS (766.82484530777) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 766.82484530777","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","overBreachSurcharge":0,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":21.03,"width":13.7,"height":21.6},"denseWeight":31.682484530777437,"volumetricWeight":20.5,"higherWeight":31.682484530777437,"quantity":1}],"totalHigherWeight":31.682484530777437,"DS":31.682484530777437,"rate":205.51,"tariffAndDS":237.19248453077742,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":406.00160867138317,"totalShipmentCostFormula":"(((tariffAndDS (237.19248453078) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 406.00160867138","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},"9":{"career":"ups_pakistan_heavy_saver_k0f572","overBreachSurcharge":0,"career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":21.03,"width":13.7,"height":21.6},"denseWeight":31.682484530777437,"volumetricWeight":20.5,"higherWeight":31.682484530777437,"quantity":1}],"totalHigherWeight":31.682484530777437,"DS":31.682484530777437,"rate":224.83999999999997,"tariffAndDS":256.52248453077743,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":438.90126867138315,"totalShipmentCostFormula":"(((tariffAndDS (256.52248453078) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 438.90126867138","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},"10":{"career":"ups_pakistan_small","overBreachSurcharge":0,"career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":21.03,"width":13.7,"height":21.6},"denseWeight":31.682484530777437,"volumetricWeight":20.5,"higherWeight":31.682484530777437,"quantity":1}],"totalHigherWeight":31.682484530777437,"DS":31.682484530777437,"rate":223.83999999999997,"tariffAndDS":255.5224845307774,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":437.1992686713831,"totalShipmentCostFormula":"(((tariffAndDS (255.52248453078) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 437.19926867138","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]}}},"cheapest_shipping_cost_usd":350.0,"totalCost":900.0,"productionResults":[{"material_id":1,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft 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Certified","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.004416888091000001,"result":4.416888091000001,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.0003508036729166668,"result":0.35080367291666675,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.0033461273416666676,"result":3.346127341666667,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":28,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":29,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":30,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa 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Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":11.7225,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":11.8788,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":3.9534794801542,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":31.682484530777437,"result":326.88818615937,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":96,"width_of_line_2":36.16,"width_of_line_3":119.04,"width_of_line_4":null,"height_of_line_1":20.16,"height_of_line_2":19.84,"height_of_line_3":19.84,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":28,"perimeter_of_sign":138.83,"nested_area":15.63,"occupied_area":1.76,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":36.16,"other_dimension_of_sign":82.22,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1405},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1405},"timestamp":"2026-04-07 06:40:09"} 
[2026-04-07 06:40:09] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 06:40:09"} 
[2026-04-07 06:40:11] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":82.22,"sign_width":"120","dimensions":[{"id":"3e570558-9477-4465-baf4-c3d2d2e40018","height":5.71,"width":3.49},{"id":"277dfded-acde-4d02-af11-12c7681c4426","height":7.3,"width":10.16},{"id":"dcf2c583-807f-4207-bb88-0b3931cc8cd8","height":5.71,"width":6.35},{"id":"78e5b137-94b6-4c54-a4ad-3cae2eeb3d49","height":12.06,"width":9.84},{"id":"3ba052b4-5248-4887-8a89-583bdcd2bf30","height":10.16,"width":10.79},{"id":"d9992110-474a-4915-bb04-a89d85d2fb7e","height":17.14,"width":1.27},{"id":"95b52ee7-9f70-4d03-96ae-13b79599b2e1","height":8.57,"width":7.3},{"id":"96410f4a-11ab-480b-907d-8835a46f4460","height":8.25,"width":9.21},{"id":"5e572649-8ed7-4537-b4fe-97c2f484dca4","height":18.41,"width":0.95},{"id":"4dbf5ca2-17f4-4507-b76c-123284f5f1aa","height":6.98,"width":9.52},{"id":"8c9af854-63c6-4993-8d6d-384843082ed9","height":18.73,"width":8.25},{"id":"5a5edf73-5449-4a93-9c50-835b1fa51118","height":19.05,"width":1.27},{"id":"628f9f91-da10-4dca-8671-52fcbb19ea36","height":3.81,"width":4.76},{"id":"abb4214a-4a45-4385-a244-d30585aa582b","height":10.79,"width":8.57},{"id":"eb275895-ef18-49dc-a4f7-ac8815b703f4","height":13.02,"width":6.98},{"id":"759ee837-029f-44ca-8ab4-7e2b6e30096c","height":5.4,"width":10.79},{"id":"478c183c-4a3c-4176-9e80-e16d1aaccc83","height":2.54,"width":11.11},{"id":"798c9001-b12c-45d4-a099-fcb0b86db00c","height":10.16,"width":13.02},{"id":"c0919c35-54d0-46ef-85ed-f7a741179be3","height":11.43,"width":12.38},{"id":"f4373443-bb9f-4244-b3c7-0839c909ce49","height":10.16,"width":8.25},{"id":"90618aef-58c7-48f0-8c3d-d2a5e6eaaebe","height":15.24,"width":0.63},{"id":"c015a344-bdf8-4253-a647-56000d7e35b5","height":4.13,"width":13.02},{"id":"302b9ce0-5e32-4a11-9588-a14956f510f8","height":4.44,"width":11.11},{"id":"8067e000-ed7c-4435-a604-7624d3216123","height":13.97,"width":4.13},{"id":"31bcbec1-b46e-4101-af80-8723e0447140","height":12.38,"width":4.76},{"id":"ac62bc62-feae-4db6-821e-662334419c9b","height":19.05,"width":18.73},{"id":"d0d89541-2f95-49f1-acbd-e4a984a0afbc","height":5.71,"width":3.17},{"id":"6f2884f6-f05b-41b6-a37f-e8c0f8340d4e","height":16.83,"width":13.02}]},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":82.22,"sign_width":"120","dimensions":[{"id":"3e570558-9477-4465-baf4-c3d2d2e40018","height":5.71,"width":3.49},{"id":"277dfded-acde-4d02-af11-12c7681c4426","height":7.3,"width":10.16},{"id":"dcf2c583-807f-4207-bb88-0b3931cc8cd8","height":5.71,"width":6.35},{"id":"78e5b137-94b6-4c54-a4ad-3cae2eeb3d49","height":12.06,"width":9.84},{"id":"3ba052b4-5248-4887-8a89-583bdcd2bf30","height":10.16,"width":10.79},{"id":"d9992110-474a-4915-bb04-a89d85d2fb7e","height":17.14,"width":1.27},{"id":"95b52ee7-9f70-4d03-96ae-13b79599b2e1","height":8.57,"width":7.3},{"id":"96410f4a-11ab-480b-907d-8835a46f4460","height":8.25,"width":9.21},{"id":"5e572649-8ed7-4537-b4fe-97c2f484dca4","height":18.41,"width":0.95},{"id":"4dbf5ca2-17f4-4507-b76c-123284f5f1aa","height":6.98,"width":9.52},{"id":"8c9af854-63c6-4993-8d6d-384843082ed9","height":18.73,"width":8.25},{"id":"5a5edf73-5449-4a93-9c50-835b1fa51118","height":19.05,"width":1.27},{"id":"628f9f91-da10-4dca-8671-52fcbb19ea36","height":3.81,"width":4.76},{"id":"abb4214a-4a45-4385-a244-d30585aa582b","height":10.79,"width":8.57},{"id":"eb275895-ef18-49dc-a4f7-ac8815b703f4","height":13.02,"width":6.98},{"id":"759ee837-029f-44ca-8ab4-7e2b6e30096c","height":5.4,"width":10.79},{"id":"478c183c-4a3c-4176-9e80-e16d1aaccc83","height":2.54,"width":11.11},{"id":"798c9001-b12c-45d4-a099-fcb0b86db00c","height":10.16,"width":13.02},{"id":"c0919c35-54d0-46ef-85ed-f7a741179be3","height":11.43,"width":12.38},{"id":"f4373443-bb9f-4244-b3c7-0839c909ce49","height":10.16,"width":8.25},{"id":"90618aef-58c7-48f0-8c3d-d2a5e6eaaebe","height":15.24,"width":0.63},{"id":"c015a344-bdf8-4253-a647-56000d7e35b5","height":4.13,"width":13.02},{"id":"302b9ce0-5e32-4a11-9588-a14956f510f8","height":4.44,"width":11.11},{"id":"8067e000-ed7c-4435-a604-7624d3216123","height":13.97,"width":4.13},{"id":"31bcbec1-b46e-4101-af80-8723e0447140","height":12.38,"width":4.76},{"id":"ac62bc62-feae-4db6-821e-662334419c9b","height":19.05,"width":18.73},{"id":"d0d89541-2f95-49f1-acbd-e4a984a0afbc","height":5.71,"width":3.17},{"id":"6f2884f6-f05b-41b6-a37f-e8c0f8340d4e","height":16.83,"width":13.02}]}},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"3e570558-9477-4465-baf4-c3d2d2e40018","height":5.71,"width":3.49},{"id":"277dfded-acde-4d02-af11-12c7681c4426","height":7.3,"width":10.16},{"id":"dcf2c583-807f-4207-bb88-0b3931cc8cd8","height":5.71,"width":6.35},{"id":"78e5b137-94b6-4c54-a4ad-3cae2eeb3d49","height":12.06,"width":9.84},{"id":"3ba052b4-5248-4887-8a89-583bdcd2bf30","height":10.16,"width":10.79},{"id":"d9992110-474a-4915-bb04-a89d85d2fb7e","height":17.14,"width":1.27},{"id":"95b52ee7-9f70-4d03-96ae-13b79599b2e1","height":8.57,"width":7.3},{"id":"96410f4a-11ab-480b-907d-8835a46f4460","height":8.25,"width":9.21},{"id":"5e572649-8ed7-4537-b4fe-97c2f484dca4","height":18.41,"width":0.95},{"id":"4dbf5ca2-17f4-4507-b76c-123284f5f1aa","height":6.98,"width":9.52},{"id":"8c9af854-63c6-4993-8d6d-384843082ed9","height":18.73,"width":8.25},{"id":"5a5edf73-5449-4a93-9c50-835b1fa51118","height":19.05,"width":1.27},{"id":"628f9f91-da10-4dca-8671-52fcbb19ea36","height":3.81,"width":4.76},{"id":"abb4214a-4a45-4385-a244-d30585aa582b","height":10.79,"width":8.57},{"id":"eb275895-ef18-49dc-a4f7-ac8815b703f4","height":13.02,"width":6.98},{"id":"759ee837-029f-44ca-8ab4-7e2b6e30096c","height":5.4,"width":10.79},{"id":"478c183c-4a3c-4176-9e80-e16d1aaccc83","height":2.54,"width":11.11},{"id":"798c9001-b12c-45d4-a099-fcb0b86db00c","height":10.16,"width":13.02},{"id":"c0919c35-54d0-46ef-85ed-f7a741179be3","height":11.43,"width":12.38},{"id":"f4373443-bb9f-4244-b3c7-0839c909ce49","height":10.16,"width":8.25},{"id":"90618aef-58c7-48f0-8c3d-d2a5e6eaaebe","height":15.24,"width":0.63},{"id":"c015a344-bdf8-4253-a647-56000d7e35b5","height":4.13,"width":13.02},{"id":"302b9ce0-5e32-4a11-9588-a14956f510f8","height":4.44,"width":11.11},{"id":"8067e000-ed7c-4435-a604-7624d3216123","height":13.97,"width":4.13},{"id":"31bcbec1-b46e-4101-af80-8723e0447140","height":12.38,"width":4.76},{"id":"ac62bc62-feae-4db6-821e-662334419c9b","height":19.05,"width":18.73},{"id":"d0d89541-2f95-49f1-acbd-e4a984a0afbc","height":5.71,"width":3.17},{"id":"6f2884f6-f05b-41b6-a37f-e8c0f8340d4e","height":16.83,"width":13.02}],"sign_height_raw":82.22,"sign_width_raw":"120"},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":83.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"3e570558-9477-4465-baf4-c3d2d2e40018","height":5.71,"width":3.49,"ceilHeight":6.0,"ceilWidth":4.0,"biggerDimension":6.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":5,"sign_type_id":1,"heightOrWidth":"6.00","return":2,"price":64,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"277dfded-acde-4d02-af11-12c7681c4426","height":7.3,"width":10.16,"ceilHeight":8.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":15,"sign_type_id":1,"heightOrWidth":"11.00","return":2,"price":91,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"dcf2c583-807f-4207-bb88-0b3931cc8cd8","height":5.71,"width":6.35,"ceilHeight":6.0,"ceilWidth":7.0,"biggerDimension":7.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":7,"sign_type_id":1,"heightOrWidth":"7.00","return":2,"price":67,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"78e5b137-94b6-4c54-a4ad-3cae2eeb3d49","height":12.06,"width":9.84,"ceilHeight":13.0,"ceilWidth":10.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"3ba052b4-5248-4887-8a89-583bdcd2bf30","height":10.16,"width":10.79,"ceilHeight":11.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":15,"sign_type_id":1,"heightOrWidth":"11.00","return":2,"price":91,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"d9992110-474a-4915-bb04-a89d85d2fb7e","height":17.14,"width":1.27,"ceilHeight":18.0,"ceilWidth":2.0,"biggerDimension":18.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":29,"sign_type_id":1,"heightOrWidth":"18.00","return":2,"price":175,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"95b52ee7-9f70-4d03-96ae-13b79599b2e1","height":8.57,"width":7.3,"ceilHeight":9.0,"ceilWidth":8.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"96410f4a-11ab-480b-907d-8835a46f4460","height":8.25,"width":9.21,"ceilHeight":9.0,"ceilWidth":10.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":13,"sign_type_id":1,"heightOrWidth":"10.00","return":2,"price":82,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"5e572649-8ed7-4537-b4fe-97c2f484dca4","height":18.41,"width":0.95,"ceilHeight":19.0,"ceilWidth":1.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":31,"sign_type_id":1,"heightOrWidth":"19.00","return":2,"price":187,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"4dbf5ca2-17f4-4507-b76c-123284f5f1aa","height":6.98,"width":9.52,"ceilHeight":7.0,"ceilWidth":10.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":13,"sign_type_id":1,"heightOrWidth":"10.00","return":2,"price":82,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"8c9af854-63c6-4993-8d6d-384843082ed9","height":18.73,"width":8.25,"ceilHeight":19.0,"ceilWidth":9.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":31,"sign_type_id":1,"heightOrWidth":"19.00","return":2,"price":187,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"5a5edf73-5449-4a93-9c50-835b1fa51118","height":19.05,"width":1.27,"ceilHeight":20.0,"ceilWidth":2.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":33,"sign_type_id":1,"heightOrWidth":"20.00","return":2,"price":199,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"628f9f91-da10-4dca-8671-52fcbb19ea36","height":3.81,"width":4.76,"ceilHeight":4.0,"ceilWidth":5.0,"biggerDimension":5.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":3,"sign_type_id":1,"heightOrWidth":"5.00","return":2,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"abb4214a-4a45-4385-a244-d30585aa582b","height":10.79,"width":8.57,"ceilHeight":11.0,"ceilWidth":9.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":15,"sign_type_id":1,"heightOrWidth":"11.00","return":2,"price":91,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"eb275895-ef18-49dc-a4f7-ac8815b703f4","height":13.02,"width":6.98,"ceilHeight":14.0,"ceilWidth":7.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":21,"sign_type_id":1,"heightOrWidth":"14.00","return":2,"price":122,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"759ee837-029f-44ca-8ab4-7e2b6e30096c","height":5.4,"width":10.79,"ceilHeight":6.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":15,"sign_type_id":1,"heightOrWidth":"11.00","return":2,"price":91,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"478c183c-4a3c-4176-9e80-e16d1aaccc83","height":2.54,"width":11.11,"ceilHeight":3.0,"ceilWidth":12.0,"biggerDimension":12.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":17,"sign_type_id":1,"heightOrWidth":"12.00","return":2,"price":101,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"798c9001-b12c-45d4-a099-fcb0b86db00c","height":10.16,"width":13.02,"ceilHeight":11.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":21,"sign_type_id":1,"heightOrWidth":"14.00","return":2,"price":122,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"c0919c35-54d0-46ef-85ed-f7a741179be3","height":11.43,"width":12.38,"ceilHeight":12.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"f4373443-bb9f-4244-b3c7-0839c909ce49","height":10.16,"width":8.25,"ceilHeight":11.0,"ceilWidth":9.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":15,"sign_type_id":1,"heightOrWidth":"11.00","return":2,"price":91,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"90618aef-58c7-48f0-8c3d-d2a5e6eaaebe","height":15.24,"width":0.63,"ceilHeight":16.0,"ceilWidth":1.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":25,"sign_type_id":1,"heightOrWidth":"16.00","return":2,"price":151,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"c015a344-bdf8-4253-a647-56000d7e35b5","height":4.13,"width":13.02,"ceilHeight":5.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":21,"sign_type_id":1,"heightOrWidth":"14.00","return":2,"price":122,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"302b9ce0-5e32-4a11-9588-a14956f510f8","height":4.44,"width":11.11,"ceilHeight":5.0,"ceilWidth":12.0,"biggerDimension":12.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":17,"sign_type_id":1,"heightOrWidth":"12.00","return":2,"price":101,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"8067e000-ed7c-4435-a604-7624d3216123","height":13.97,"width":4.13,"ceilHeight":14.0,"ceilWidth":5.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":21,"sign_type_id":1,"heightOrWidth":"14.00","return":2,"price":122,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"31bcbec1-b46e-4101-af80-8723e0447140","height":12.38,"width":4.76,"ceilHeight":13.0,"ceilWidth":5.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"ac62bc62-feae-4db6-821e-662334419c9b","height":19.05,"width":18.73,"ceilHeight":20.0,"ceilWidth":19.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":33,"sign_type_id":1,"heightOrWidth":"20.00","return":2,"price":199,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"d0d89541-2f95-49f1-acbd-e4a984a0afbc","height":5.71,"width":3.17,"ceilHeight":6.0,"ceilWidth":4.0,"biggerDimension":6.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":5,"sign_type_id":1,"heightOrWidth":"6.00","return":2,"price":64,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"6f2884f6-f05b-41b6-a37f-e8c0f8340d4e","height":16.83,"width":13.02,"ceilHeight":17.0,"ceilWidth":14.0,"biggerDimension":17.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":27,"sign_type_id":1,"heightOrWidth":"17.00","return":2,"price":163,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":28,"baseProductionCost":3250,"result":[{"id":"3e570558-9477-4465-baf4-c3d2d2e40018","height":5.71,"width":3.49,"depth":2,"price":64},{"id":"277dfded-acde-4d02-af11-12c7681c4426","height":7.3,"width":10.16,"depth":2,"price":91},{"id":"dcf2c583-807f-4207-bb88-0b3931cc8cd8","height":5.71,"width":6.35,"depth":2,"price":67},{"id":"78e5b137-94b6-4c54-a4ad-3cae2eeb3d49","height":12.06,"width":9.84,"depth":2,"price":111},{"id":"3ba052b4-5248-4887-8a89-583bdcd2bf30","height":10.16,"width":10.79,"depth":2,"price":91},{"id":"d9992110-474a-4915-bb04-a89d85d2fb7e","height":17.14,"width":1.27,"depth":2,"price":175},{"id":"95b52ee7-9f70-4d03-96ae-13b79599b2e1","height":8.57,"width":7.3,"depth":2,"price":72},{"id":"96410f4a-11ab-480b-907d-8835a46f4460","height":8.25,"width":9.21,"depth":2,"price":82},{"id":"5e572649-8ed7-4537-b4fe-97c2f484dca4","height":18.41,"width":0.95,"depth":2,"price":187},{"id":"4dbf5ca2-17f4-4507-b76c-123284f5f1aa","height":6.98,"width":9.52,"depth":2,"price":82},{"id":"8c9af854-63c6-4993-8d6d-384843082ed9","height":18.73,"width":8.25,"depth":2,"price":187},{"id":"5a5edf73-5449-4a93-9c50-835b1fa51118","height":19.05,"width":1.27,"depth":2,"price":199},{"id":"628f9f91-da10-4dca-8671-52fcbb19ea36","height":3.81,"width":4.76,"depth":2,"price":80},{"id":"abb4214a-4a45-4385-a244-d30585aa582b","height":10.79,"width":8.57,"depth":2,"price":91},{"id":"eb275895-ef18-49dc-a4f7-ac8815b703f4","height":13.02,"width":6.98,"depth":2,"price":122},{"id":"759ee837-029f-44ca-8ab4-7e2b6e30096c","height":5.4,"width":10.79,"depth":2,"price":91},{"id":"478c183c-4a3c-4176-9e80-e16d1aaccc83","height":2.54,"width":11.11,"depth":2,"price":101},{"id":"798c9001-b12c-45d4-a099-fcb0b86db00c","height":10.16,"width":13.02,"depth":2,"price":122},{"id":"c0919c35-54d0-46ef-85ed-f7a741179be3","height":11.43,"width":12.38,"depth":2,"price":111},{"id":"f4373443-bb9f-4244-b3c7-0839c909ce49","height":10.16,"width":8.25,"depth":2,"price":91},{"id":"90618aef-58c7-48f0-8c3d-d2a5e6eaaebe","height":15.24,"width":0.63,"depth":2,"price":151},{"id":"c015a344-bdf8-4253-a647-56000d7e35b5","height":4.13,"width":13.02,"depth":2,"price":122},{"id":"302b9ce0-5e32-4a11-9588-a14956f510f8","height":4.44,"width":11.11,"depth":2,"price":101},{"id":"8067e000-ed7c-4435-a604-7624d3216123","height":13.97,"width":4.13,"depth":2,"price":122},{"id":"31bcbec1-b46e-4101-af80-8723e0447140","height":12.38,"width":4.76,"depth":2,"price":111},{"id":"ac62bc62-feae-4db6-821e-662334419c9b","height":19.05,"width":18.73,"depth":2,"price":199},{"id":"d0d89541-2f95-49f1-acbd-e4a984a0afbc","height":5.71,"width":3.17,"depth":2,"price":64},{"id":"6f2884f6-f05b-41b6-a37f-e8c0f8340d4e","height":16.83,"width":13.02,"depth":2,"price":163}]},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":83.0},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Total Production Cost and Tax {"data":{"productionCost":3398.47,"taxFactor":0.0887,"tax":301.44428899999997},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Box Calculation Details {"data":{"breadth":89.0,"boxDepth":8,"oneBoxCapacity":-35.0,"noOfBoxes":-3.0,"noOfFullBoxes":-4.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-35.0,"widthOfHalfBox":-20.0},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":522.4748201438849,"shippingWeightInKG":236.95003181128567},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":236.95003181128567,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":10,"min":"206","max":"240","rate":"200","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":200,"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":3250,"PSUCost":148.47,"tax":301.44428899999997,"shippingRate":200,"miscellaenous":0,"signPrice":3899.914289},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":82.22,"sign_depth":2,"totalCost":3899.914289,"TATDays":7,"baseProductionCost":3250,"productionCost":3398.47,"PSUCost":148.47,"tax":301.44428899999997,"shippingCost":200,"uniqueReturns_count":2,"objects_count":28},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"3e570558-9477-4465-baf4-c3d2d2e40018","height":5.71,"width":3.49},{"id":"277dfded-acde-4d02-af11-12c7681c4426","height":7.3,"width":10.16},{"id":"dcf2c583-807f-4207-bb88-0b3931cc8cd8","height":5.71,"width":6.35},{"id":"78e5b137-94b6-4c54-a4ad-3cae2eeb3d49","height":12.06,"width":9.84},{"id":"3ba052b4-5248-4887-8a89-583bdcd2bf30","height":10.16,"width":10.79},{"id":"d9992110-474a-4915-bb04-a89d85d2fb7e","height":17.14,"width":1.27},{"id":"95b52ee7-9f70-4d03-96ae-13b79599b2e1","height":8.57,"width":7.3},{"id":"96410f4a-11ab-480b-907d-8835a46f4460","height":8.25,"width":9.21},{"id":"5e572649-8ed7-4537-b4fe-97c2f484dca4","height":18.41,"width":0.95},{"id":"4dbf5ca2-17f4-4507-b76c-123284f5f1aa","height":6.98,"width":9.52},{"id":"8c9af854-63c6-4993-8d6d-384843082ed9","height":18.73,"width":8.25},{"id":"5a5edf73-5449-4a93-9c50-835b1fa51118","height":19.05,"width":1.27},{"id":"628f9f91-da10-4dca-8671-52fcbb19ea36","height":3.81,"width":4.76},{"id":"abb4214a-4a45-4385-a244-d30585aa582b","height":10.79,"width":8.57},{"id":"eb275895-ef18-49dc-a4f7-ac8815b703f4","height":13.02,"width":6.98},{"id":"759ee837-029f-44ca-8ab4-7e2b6e30096c","height":5.4,"width":10.79},{"id":"478c183c-4a3c-4176-9e80-e16d1aaccc83","height":2.54,"width":11.11},{"id":"798c9001-b12c-45d4-a099-fcb0b86db00c","height":10.16,"width":13.02},{"id":"c0919c35-54d0-46ef-85ed-f7a741179be3","height":11.43,"width":12.38},{"id":"f4373443-bb9f-4244-b3c7-0839c909ce49","height":10.16,"width":8.25},{"id":"90618aef-58c7-48f0-8c3d-d2a5e6eaaebe","height":15.24,"width":0.63},{"id":"c015a344-bdf8-4253-a647-56000d7e35b5","height":4.13,"width":13.02},{"id":"302b9ce0-5e32-4a11-9588-a14956f510f8","height":4.44,"width":11.11},{"id":"8067e000-ed7c-4435-a604-7624d3216123","height":13.97,"width":4.13},{"id":"31bcbec1-b46e-4101-af80-8723e0447140","height":12.38,"width":4.76},{"id":"ac62bc62-feae-4db6-821e-662334419c9b","height":19.05,"width":18.73},{"id":"d0d89541-2f95-49f1-acbd-e4a984a0afbc","height":5.71,"width":3.17},{"id":"6f2884f6-f05b-41b6-a37f-e8c0f8340d4e","height":16.83,"width":13.02}],"sign_height_raw":82.22,"sign_width_raw":"120"},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":83.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"3e570558-9477-4465-baf4-c3d2d2e40018","height":5.71,"width":3.49,"ceilHeight":6.0,"ceilWidth":4.0,"biggerDimension":6.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":6,"sign_type_id":1,"heightOrWidth":"6.00","return":3,"price":67,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"277dfded-acde-4d02-af11-12c7681c4426","height":7.3,"width":10.16,"ceilHeight":8.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":16,"sign_type_id":1,"heightOrWidth":"11.00","return":3,"price":96,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"dcf2c583-807f-4207-bb88-0b3931cc8cd8","height":5.71,"width":6.35,"ceilHeight":6.0,"ceilWidth":7.0,"biggerDimension":7.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":8,"sign_type_id":1,"heightOrWidth":"7.00","return":3,"price":69,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"78e5b137-94b6-4c54-a4ad-3cae2eeb3d49","height":12.06,"width":9.84,"ceilHeight":13.0,"ceilWidth":10.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"3ba052b4-5248-4887-8a89-583bdcd2bf30","height":10.16,"width":10.79,"ceilHeight":11.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":16,"sign_type_id":1,"heightOrWidth":"11.00","return":3,"price":96,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"d9992110-474a-4915-bb04-a89d85d2fb7e","height":17.14,"width":1.27,"ceilHeight":18.0,"ceilWidth":2.0,"biggerDimension":18.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":30,"sign_type_id":1,"heightOrWidth":"18.00","return":3,"price":184,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"95b52ee7-9f70-4d03-96ae-13b79599b2e1","height":8.57,"width":7.3,"ceilHeight":9.0,"ceilWidth":8.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"96410f4a-11ab-480b-907d-8835a46f4460","height":8.25,"width":9.21,"ceilHeight":9.0,"ceilWidth":10.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":14,"sign_type_id":1,"heightOrWidth":"10.00","return":3,"price":86,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"5e572649-8ed7-4537-b4fe-97c2f484dca4","height":18.41,"width":0.95,"ceilHeight":19.0,"ceilWidth":1.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":32,"sign_type_id":1,"heightOrWidth":"19.00","return":3,"price":196,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"4dbf5ca2-17f4-4507-b76c-123284f5f1aa","height":6.98,"width":9.52,"ceilHeight":7.0,"ceilWidth":10.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":14,"sign_type_id":1,"heightOrWidth":"10.00","return":3,"price":86,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"8c9af854-63c6-4993-8d6d-384843082ed9","height":18.73,"width":8.25,"ceilHeight":19.0,"ceilWidth":9.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":32,"sign_type_id":1,"heightOrWidth":"19.00","return":3,"price":196,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"5a5edf73-5449-4a93-9c50-835b1fa51118","height":19.05,"width":1.27,"ceilHeight":20.0,"ceilWidth":2.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":34,"sign_type_id":1,"heightOrWidth":"20.00","return":3,"price":209,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"628f9f91-da10-4dca-8671-52fcbb19ea36","height":3.81,"width":4.76,"ceilHeight":4.0,"ceilWidth":5.0,"biggerDimension":5.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":4,"sign_type_id":1,"heightOrWidth":"5.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"abb4214a-4a45-4385-a244-d30585aa582b","height":10.79,"width":8.57,"ceilHeight":11.0,"ceilWidth":9.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":16,"sign_type_id":1,"heightOrWidth":"11.00","return":3,"price":96,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"eb275895-ef18-49dc-a4f7-ac8815b703f4","height":13.02,"width":6.98,"ceilHeight":14.0,"ceilWidth":7.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":22,"sign_type_id":1,"heightOrWidth":"14.00","return":3,"price":128,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"759ee837-029f-44ca-8ab4-7e2b6e30096c","height":5.4,"width":10.79,"ceilHeight":6.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":16,"sign_type_id":1,"heightOrWidth":"11.00","return":3,"price":96,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"478c183c-4a3c-4176-9e80-e16d1aaccc83","height":2.54,"width":11.11,"ceilHeight":3.0,"ceilWidth":12.0,"biggerDimension":12.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":18,"sign_type_id":1,"heightOrWidth":"12.00","return":3,"price":106,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"798c9001-b12c-45d4-a099-fcb0b86db00c","height":10.16,"width":13.02,"ceilHeight":11.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":22,"sign_type_id":1,"heightOrWidth":"14.00","return":3,"price":128,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"c0919c35-54d0-46ef-85ed-f7a741179be3","height":11.43,"width":12.38,"ceilHeight":12.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"f4373443-bb9f-4244-b3c7-0839c909ce49","height":10.16,"width":8.25,"ceilHeight":11.0,"ceilWidth":9.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":16,"sign_type_id":1,"heightOrWidth":"11.00","return":3,"price":96,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"90618aef-58c7-48f0-8c3d-d2a5e6eaaebe","height":15.24,"width":0.63,"ceilHeight":16.0,"ceilWidth":1.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":26,"sign_type_id":1,"heightOrWidth":"16.00","return":3,"price":159,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"c015a344-bdf8-4253-a647-56000d7e35b5","height":4.13,"width":13.02,"ceilHeight":5.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":22,"sign_type_id":1,"heightOrWidth":"14.00","return":3,"price":128,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"302b9ce0-5e32-4a11-9588-a14956f510f8","height":4.44,"width":11.11,"ceilHeight":5.0,"ceilWidth":12.0,"biggerDimension":12.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":18,"sign_type_id":1,"heightOrWidth":"12.00","return":3,"price":106,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"8067e000-ed7c-4435-a604-7624d3216123","height":13.97,"width":4.13,"ceilHeight":14.0,"ceilWidth":5.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":22,"sign_type_id":1,"heightOrWidth":"14.00","return":3,"price":128,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"31bcbec1-b46e-4101-af80-8723e0447140","height":12.38,"width":4.76,"ceilHeight":13.0,"ceilWidth":5.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"ac62bc62-feae-4db6-821e-662334419c9b","height":19.05,"width":18.73,"ceilHeight":20.0,"ceilWidth":19.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":34,"sign_type_id":1,"heightOrWidth":"20.00","return":3,"price":209,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"d0d89541-2f95-49f1-acbd-e4a984a0afbc","height":5.71,"width":3.17,"ceilHeight":6.0,"ceilWidth":4.0,"biggerDimension":6.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":6,"sign_type_id":1,"heightOrWidth":"6.00","return":3,"price":67,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Dimension Calculation {"data":{"dim_id":"6f2884f6-f05b-41b6-a37f-e8c0f8340d4e","height":16.83,"width":13.02,"ceilHeight":17.0,"ceilWidth":14.0,"biggerDimension":17.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":28,"sign_type_id":1,"heightOrWidth":"17.00","return":3,"price":171,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":28,"baseProductionCost":3410,"result":[{"id":"3e570558-9477-4465-baf4-c3d2d2e40018","height":5.71,"width":3.49,"depth":3,"price":67},{"id":"277dfded-acde-4d02-af11-12c7681c4426","height":7.3,"width":10.16,"depth":3,"price":96},{"id":"dcf2c583-807f-4207-bb88-0b3931cc8cd8","height":5.71,"width":6.35,"depth":3,"price":69},{"id":"78e5b137-94b6-4c54-a4ad-3cae2eeb3d49","height":12.06,"width":9.84,"depth":3,"price":117},{"id":"3ba052b4-5248-4887-8a89-583bdcd2bf30","height":10.16,"width":10.79,"depth":3,"price":96},{"id":"d9992110-474a-4915-bb04-a89d85d2fb7e","height":17.14,"width":1.27,"depth":3,"price":184},{"id":"95b52ee7-9f70-4d03-96ae-13b79599b2e1","height":8.57,"width":7.3,"depth":3,"price":76},{"id":"96410f4a-11ab-480b-907d-8835a46f4460","height":8.25,"width":9.21,"depth":3,"price":86},{"id":"5e572649-8ed7-4537-b4fe-97c2f484dca4","height":18.41,"width":0.95,"depth":3,"price":196},{"id":"4dbf5ca2-17f4-4507-b76c-123284f5f1aa","height":6.98,"width":9.52,"depth":3,"price":86},{"id":"8c9af854-63c6-4993-8d6d-384843082ed9","height":18.73,"width":8.25,"depth":3,"price":196},{"id":"5a5edf73-5449-4a93-9c50-835b1fa51118","height":19.05,"width":1.27,"depth":3,"price":209},{"id":"628f9f91-da10-4dca-8671-52fcbb19ea36","height":3.81,"width":4.76,"depth":3,"price":80},{"id":"abb4214a-4a45-4385-a244-d30585aa582b","height":10.79,"width":8.57,"depth":3,"price":96},{"id":"eb275895-ef18-49dc-a4f7-ac8815b703f4","height":13.02,"width":6.98,"depth":3,"price":128},{"id":"759ee837-029f-44ca-8ab4-7e2b6e30096c","height":5.4,"width":10.79,"depth":3,"price":96},{"id":"478c183c-4a3c-4176-9e80-e16d1aaccc83","height":2.54,"width":11.11,"depth":3,"price":106},{"id":"798c9001-b12c-45d4-a099-fcb0b86db00c","height":10.16,"width":13.02,"depth":3,"price":128},{"id":"c0919c35-54d0-46ef-85ed-f7a741179be3","height":11.43,"width":12.38,"depth":3,"price":117},{"id":"f4373443-bb9f-4244-b3c7-0839c909ce49","height":10.16,"width":8.25,"depth":3,"price":96},{"id":"90618aef-58c7-48f0-8c3d-d2a5e6eaaebe","height":15.24,"width":0.63,"depth":3,"price":159},{"id":"c015a344-bdf8-4253-a647-56000d7e35b5","height":4.13,"width":13.02,"depth":3,"price":128},{"id":"302b9ce0-5e32-4a11-9588-a14956f510f8","height":4.44,"width":11.11,"depth":3,"price":106},{"id":"8067e000-ed7c-4435-a604-7624d3216123","height":13.97,"width":4.13,"depth":3,"price":128},{"id":"31bcbec1-b46e-4101-af80-8723e0447140","height":12.38,"width":4.76,"depth":3,"price":117},{"id":"ac62bc62-feae-4db6-821e-662334419c9b","height":19.05,"width":18.73,"depth":3,"price":209},{"id":"d0d89541-2f95-49f1-acbd-e4a984a0afbc","height":5.71,"width":3.17,"depth":3,"price":67},{"id":"6f2884f6-f05b-41b6-a37f-e8c0f8340d4e","height":16.83,"width":13.02,"depth":3,"price":171}]},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":83.0},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Total Production Cost and Tax {"data":{"productionCost":3558.47,"taxFactor":0.0887,"tax":315.636289},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Box Calculation Details {"data":{"breadth":89.0,"boxDepth":8,"oneBoxCapacity":-35.0,"noOfBoxes":-3.0,"noOfFullBoxes":-4.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-35.0,"widthOfHalfBox":-20.0},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":522.4748201438849,"shippingWeightInKG":236.95003181128567},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":236.95003181128567,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":10,"min":"206","max":"240","rate":"200","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":200,"defaultShippingRate":null},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":3410,"PSUCost":148.47,"tax":315.636289,"shippingRate":200,"miscellaenous":0,"signPrice":4074.106289},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":82.22,"sign_depth":3,"totalCost":4074.106289,"TATDays":7,"baseProductionCost":3410,"productionCost":3558.47,"PSUCost":148.47,"tax":315.636289,"shippingCost":200,"uniqueReturns_count":2,"objects_count":28},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":82.22,"sign_width":"120","shipping_weight":31.682484530777437,"shape":"rectangular","dimensions":[{"id":"3e570558-9477-4465-baf4-c3d2d2e40018","height":5.71,"width":3.49},{"id":"277dfded-acde-4d02-af11-12c7681c4426","height":7.3,"width":10.16},{"id":"dcf2c583-807f-4207-bb88-0b3931cc8cd8","height":5.71,"width":6.35},{"id":"78e5b137-94b6-4c54-a4ad-3cae2eeb3d49","height":12.06,"width":9.84},{"id":"3ba052b4-5248-4887-8a89-583bdcd2bf30","height":10.16,"width":10.79},{"id":"d9992110-474a-4915-bb04-a89d85d2fb7e","height":17.14,"width":1.27},{"id":"95b52ee7-9f70-4d03-96ae-13b79599b2e1","height":8.57,"width":7.3},{"id":"96410f4a-11ab-480b-907d-8835a46f4460","height":8.25,"width":9.21},{"id":"5e572649-8ed7-4537-b4fe-97c2f484dca4","height":18.41,"width":0.95},{"id":"4dbf5ca2-17f4-4507-b76c-123284f5f1aa","height":6.98,"width":9.52},{"id":"8c9af854-63c6-4993-8d6d-384843082ed9","height":18.73,"width":8.25},{"id":"5a5edf73-5449-4a93-9c50-835b1fa51118","height":19.05,"width":1.27},{"id":"628f9f91-da10-4dca-8671-52fcbb19ea36","height":3.81,"width":4.76},{"id":"abb4214a-4a45-4385-a244-d30585aa582b","height":10.79,"width":8.57},{"id":"eb275895-ef18-49dc-a4f7-ac8815b703f4","height":13.02,"width":6.98},{"id":"759ee837-029f-44ca-8ab4-7e2b6e30096c","height":5.4,"width":10.79},{"id":"478c183c-4a3c-4176-9e80-e16d1aaccc83","height":2.54,"width":11.11},{"id":"798c9001-b12c-45d4-a099-fcb0b86db00c","height":10.16,"width":13.02},{"id":"c0919c35-54d0-46ef-85ed-f7a741179be3","height":11.43,"width":12.38},{"id":"f4373443-bb9f-4244-b3c7-0839c909ce49","height":10.16,"width":8.25},{"id":"90618aef-58c7-48f0-8c3d-d2a5e6eaaebe","height":15.24,"width":0.63},{"id":"c015a344-bdf8-4253-a647-56000d7e35b5","height":4.13,"width":13.02},{"id":"302b9ce0-5e32-4a11-9588-a14956f510f8","height":4.44,"width":11.11},{"id":"8067e000-ed7c-4435-a604-7624d3216123","height":13.97,"width":4.13},{"id":"31bcbec1-b46e-4101-af80-8723e0447140","height":12.38,"width":4.76},{"id":"ac62bc62-feae-4db6-821e-662334419c9b","height":19.05,"width":18.73},{"id":"d0d89541-2f95-49f1-acbd-e4a984a0afbc","height":5.71,"width":3.17},{"id":"6f2884f6-f05b-41b6-a37f-e8c0f8340d4e","height":16.83,"width":13.02}]}},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Input Parameters {"data":{"dimensions_count":28,"shape":"rectangular"},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:40:11] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":2079.9100000000003,"dimensions_count":28},"timestamp":"2026-04-07 06:40:11"} 
[2026-04-07 06:42:32] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Standard Raceway","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php3393.tmp"}},"file_present":true},"timestamp":"2026-04-07 06:42:32"} 
[2026-04-07 06:42:32] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-07 06:42:32"} 
[2026-04-07 06:42:33] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":14},"timestamp":"2026-04-07 06:42:33"} 
[2026-04-07 06:42:33] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":0},"timestamp":"2026-04-07 06:42:33"} 
[2026-04-07 06:42:33] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":28},"timestamp":"2026-04-07 06:42:33"} 
[2026-04-07 06:42:33] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":28},"timestamp":"2026-04-07 06:42:33"} 
[2026-04-07 06:42:33] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-07 06:42:33"} 
[2026-04-07 06:42:33] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2026-01-05 100345.png","query_param":"width","query_value":"120","file_size":26333},"timestamp":"2026-04-07 06:42:33"} 
[2026-04-07 06:42:33] local.INFO: Detected Objects from Image-to-Text API 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9TdPtXCAqlf0c4ypkZHWb9uinVDHW4dG+bRYuqm6vu+0VDfttKm5y9xfv4Ss71FLizM8VfvAP12+Y2D37OhosV4Z5iJ0RHWDA0x3hnmF31rRXGJ/2fkfwCyWPVk/FK7QQAAAABJRU5ErkJggg==","detection_approach":"extra_light_color_detection"},{"index":302,"position":{"x":78,"y":3,"width":10,"height":18},"scaled_width":3.17,"scaled_height":5.71,"actual_filled_area":3.22,"bounding_box_area":18,"exact_perimeter":16.4,"approximate_perimeter":15.9,"convex_hull_perimeter":14.46,"perimeter_pixels":51.65685424949238,"original_contour_points":11,"approximation_points":5,"shape_analysis":{"aspect_ratio":1.8,"compactness":0.1504,"perimeter_to_area_ratio":5.0932},"image_base64":"data:image/png;base64,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","detection_approach":"extra_light_color_detection"},{"index":303,"position":{"x":39,"y":3,"width":41,"height":53},"scaled_width":13.02,"scaled_height":16.83,"actual_filled_area":19.05,"bounding_box_area":219,"exact_perimeter":107.37,"approximate_perimeter":91.94,"convex_hull_perimeter":48.44,"perimeter_pixels":338.2253967444165,"original_contour_points":79,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.29,"compactness":0.0208,"perimeter_to_area_ratio":5.6362},"image_base64":"data:image/png;base64,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","detection_approach":"extra_light_color_detection"}]},"timestamp":"2026-04-07 06:42:33"} 
[2026-04-07 06:42:33] local.INFO: Nested area calculated {"data":{"nestedArea":2250.556},"timestamp":"2026-04-07 06:42:33"} 
[2026-04-07 06:42:33] local.INFO: Mapped objects from Image-to-Text API 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D8nDR5+0mGi8NtYkT6pkKjgMTam5YpYCPiVYmGdUM6aGRtmyZpIPTazll0fX/UT635Ta5PFywY6cOsXZ3jxvzM9yqSqpvTRlsc8IYtTJQJuw9/hdDb/2mR89aZaarRDqt6ozjyAxIqn5FDFxy1CHzaPjbJ1Yy6NjN+di4U0vzP727Cl77cI5pruXma/7LKZIzyLF6BBRFEvCf9z76SvG/exzT1jLZ9TdPtXCAqlf0c4ypkZHWb9uinVDHW4dG+bRYuqm6vu+0VDfttKm5y9xfv4Ss71FLizM8VfvAP12+Y2D37OhosV4Z5iJ0RHWDA0x3hnmF31rRXGJ/2fkfwCyWPVk/FK7QQAAAABJRU5ErkJggg=="},{"id":"aca0d9f3-3626-4e09-ab6f-467347777e69","height":5.71,"width":3.17,"perimeter":16.4,"area":3.22,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA4AAAAWCAYAAADwza0nAAAABmJLR0QA/wD/AP+gvaeTAAABW0lEQVQ4jbWTMW4UQRBFX/3qmVkvRiScg4iABIl7IPl+ljgEDkjIEL4CiSMky7J3uruKYMZeJ8izSPyo1Krfr1X1G/5RBvDl5lfetgPj7oyIoFswOzQPIPEwSghLUXzi4s1bKwDfrn9wc/sb3++xUmiC2ZOuAMADxq7lgjICUADqfqLaK+L1OQ8RVIeqIFajVmMJMZXpaLwvxuFsJKeB+9apMpon3VZiQpUo3Zi9HI13Gdy5c2gz0o4maAq6DIAISEQzUU1HY3eHYaBlMvqAm9E9MQVKMANMIKNGHKcK8OnnVT7I2fXC13cfns7/Jj0WubZabttjeSwsF7xym/OJ6AEiYJ3kdiIJJM1PJGrtr9pmfEaEsBOJn79fZTcjzJ8/4mVik5jN6Rgltg1HAN2Mak5QsDiB2AUQSwg2BkCwLF8sv2CrCsAQyRjQLZZAbyVevv9oYwRTLgn6r/oDxP+Pxw9dy4IAAAAASUVORK5CYII="},{"id":"efbda635-2143-4798-a24c-a53f9ff0b5bf","height":16.83,"width":13.02,"perimeter":107.37,"area":19.05,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-07 06:42:33"} 
[2026-04-07 06:42:33] local.INFO: Number of letters detected {"data":{"noOfLetters":28},"timestamp":"2026-04-07 06:42:33"} 
[2026-04-07 06:42:33] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1665.9200000000005,"perimeter_in_feet":138.83},"timestamp":"2026-04-07 06:42:33"} 
[2026-04-07 06:42:33] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[3.58,9.12,4.13,6.65,13.61,5.44,8.21,4.84,9.83,3.53,8.67,5.59,4.28,9.73,19.5,3.98,10.83,9.32,13.91,5.9,4.74,10.48,5.19,4.18,3.33,42.83,3.22,19.05],"actualFilledAreaSum":253.67000000000004},"timestamp":"2026-04-07 06:42:33"} 
[2026-04-07 06:42:33] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":1.76},"timestamp":"2026-04-07 06:42:33"} 
[2026-04-07 06:42:33] local.INFO: Average character height calculated {"data":{"avgCharHeight":10.611785714285714},"timestamp":"2026-04-07 06:42:33"} 
[2026-04-07 06:42:33] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":378.0,"originalHeight":259.0,"ratio":1.4594594594594594},"timestamp":"2026-04-07 06:42:33"} 
[2026-04-07 06:42:33] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":82.22},"timestamp":"2026-04-07 06:42:33"} 
[2026-04-07 06:42:34] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"11520\" height=\"7893.333333333333\" viewBox=\"0 0 378 259\">
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06:42:34"} 
[2026-04-07 06:42:35] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Standard Raceway","profit_factor":"1.00","quotationId":1406,"no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":96,"width_of_line_2":36.16,"width_of_line_3":119.04,"width_of_line_4":null,"height_of_line_1":20.16,"height_of_line_2":19.84,"height_of_line_3":19.84,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":28,"perimeter_of_sign":138.83,"nested_area":15.63,"occupied_area":1.76,"avg_char_height":"Less than 24 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\"},{\"id\":\"aca0d9f3-3626-4e09-ab6f-467347777e69\",\"height\":5.71,\"width\":3.17,\"perimeter\":16.4,\"area\":3.22,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"efbda635-2143-4798-a24c-a53f9ff0b5bf\",\"height\":16.83,\"width\":13.02,\"perimeter\":107.37,\"area\":19.05,\"image\":\"data:image\\/png;base64,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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Standard Raceway","profit_factor":"1.00","no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":96,"width_of_line_2":36.16,"width_of_line_3":119.04,"width_of_line_4":null,"height_of_line_1":20.16,"height_of_line_2":19.84,"height_of_line_3":19.84,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":28,"perimeter_of_sign":138.83,"nested_area":15.63,"occupied_area":1.76,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":36.16,"other_dimension_of_sign":82.22,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1406}},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0.88528"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"45.2150892"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"4.373145"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"30.7911057"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":1.54},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":60.8238324},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"1.2504"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"59.72223"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"1.118"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"3.78"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"19.502"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.004416888091000001},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":4.416888091000001},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0003508036729166668},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.35080367291666675},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.0033461273416666676},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":3.346127341666667},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0068771035666667"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"6.8771035666667"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00333767665"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"3.33767665"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.004469003"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"4.469003"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00035658186666667"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.35658186666667"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":4.630836837783341},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":11.7225},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"11.8788"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"3.9534794801542"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"11.521183333333"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"240.477528"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":536.6486063267,"totalDenseWeight_before_formula":40.32344199767612},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":590.3134669593701},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":28,"totalDenseWeight":0},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Processing standard raceway 6x2 mounting {"data":{"sign_depth":"1","raceway_depth":"2"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Box added for line 1 in standard raceway 6x2 {"data":{"line":1,"width":96.0,"height":20.16,"length":5,"denseWeight":0},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Box added for line 2 in standard raceway 6x2 {"data":{"line":2,"width":36.16,"height":19.84,"length":5,"denseWeight":0},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Box added for line 3 in standard raceway 6x2 {"data":{"line":3,"width":119.04,"height":19.84,"length":5,"denseWeight":0},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":5,"width":98.0,"height":22.16},"quantity":1,"denseWeight":1},{"size":{"length":5,"width":38.16,"height":21.84},"quantity":1,"denseWeight":1},{"size":{"length":5,"width":121.04,"height":21.84},"quantity":1,"denseWeight":1}],"cheapestShippingCost":978.3400000000001,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1219.5049999999999,"tariffAndDS":1219.5049999999999,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":50,"isRemotePrice":0,"totalShipmentCost":2046.949862,"totalShipmentCostFormula":"((tariffAndDS (1219.505) + overlengthSurcharge (50) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2046.95","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":708.025,"tariffAndDS":708.025,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":50,"isRemotePrice":0,"totalShipmentCost":1222.23951,"totalShipmentCostFormula":"((tariffAndDS (708.025) + overlengthSurcharge (50) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1222.24","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":918.3400000000001,"tariffAndDS":918.3400000000001,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":60,"isRemotePrice":0,"totalShipmentCost":978.3400000000001,"totalShipmentCostFormula":"(((tariffAndDS (918.34) + overlengthSurcharge (60) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 978.34","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":979.9000000000001,"tariffAndDS":979.9000000000001,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":50,"isRemotePrice":0,"totalShipmentCost":1660.61076,"totalShipmentCostFormula":"((tariffAndDS (979.9) + overlengthSurcharge (50) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1660.61","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":951.8299999999999,"tariffAndDS":951.8299999999999,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1623.0605159999996,"totalShipmentCostFormula":"(( tariffAndDS (951.83) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1623.060516","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Package doesn't come under dimension","Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1385,"tariffAndDS":1385,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1385,"totalShipmentCostFormula":"((tariffAndDS (1385) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1385","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":82.22,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/raceway/halo-lit-with-raceway.png","mounting_type":"Standard Raceway","combined_production_cost_usd":600.0,"total_production_cost":980.0,"totalDenseWeight":0,"totalVolumetricWeight":93.5,"bin_packing_result":[],"shipping_rates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1219.5049999999999,"tariffAndDS":1219.5049999999999,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":50,"isRemotePrice":0,"totalShipmentCost":2046.949862,"totalShipmentCostFormula":"((tariffAndDS (1219.505) + overlengthSurcharge (50) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2046.95","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":708.025,"tariffAndDS":708.025,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":50,"isRemotePrice":0,"totalShipmentCost":1222.23951,"totalShipmentCostFormula":"((tariffAndDS (708.025) + overlengthSurcharge (50) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1222.24","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":918.3400000000001,"tariffAndDS":918.3400000000001,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":60,"isRemotePrice":0,"totalShipmentCost":978.3400000000001,"totalShipmentCostFormula":"(((tariffAndDS (918.34) + overlengthSurcharge (60) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 978.34","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":979.9000000000001,"tariffAndDS":979.9000000000001,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":50,"isRemotePrice":0,"totalShipmentCost":1660.61076,"totalShipmentCostFormula":"((tariffAndDS (979.9) + overlengthSurcharge (50) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1660.61","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":951.8299999999999,"tariffAndDS":951.8299999999999,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1623.0605159999996,"totalShipmentCostFormula":"(( tariffAndDS (951.83) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1623.060516","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Package doesn't come under dimension","Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1385,"tariffAndDS":1385,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1385,"totalShipmentCostFormula":"((tariffAndDS (1385) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1385","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"}}},"cheapest_shipping_cost_usd":980.0,"totalCost":1960.0,"productionResults":[{"material_id":1,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":null,"sequence_no":1},{"material_id":2,"dense_weight_expression":0.88528,"result":"45.2150892","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":"0.08 inch Aluminium - Durable for Sign Face.","sequence_no":2},{"material_id":3,"dense_weight_expression":4.373145,"result":"30.7911057","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"0.074 inch Aluminium - Durable for Sign Returns.","sequence_no":3},{"material_id":4,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":5,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":6,"dense_weight_expression":1.54,"result":60.8238324,"sign_material":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","description":"0.315 inch Frosted Acrylic - for Ideally Diffiused Halo Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":1.2504,"result":"59.72223","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC & IP65.","sequence_no":7},{"material_id":8,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":9,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":10,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":10},{"variable_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":13,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":13},{"material_id":14,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":14},{"variable_id":21,"dense_weight_expression":1.118,"result":"40.6093","sign_material":"Power Supply 15A-10+5","description":"Power Supply 15A–(10A+5A) UL Certified","sequence_no":15},{"variable_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":16},{"material_id":17,"dense_weight_expression":3.78,"result":"19.502","sign_material":"Wire 18g UL UL Certified Red & White China","description":"18 AWG Wire Gauge (Red & White) - UL Certified","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.004416888091000001,"result":4.416888091000001,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.0003508036729166668,"result":0.35080367291666675,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.0033461273416666676,"result":3.346127341666667,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":28,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":29,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":30,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":31,"dense_weight_expression":0.0068771035666667,"result":"6.8771035666667","sign_material":"Paint (P425-950) Jet Black 1L Nexa 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Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":11.8788,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":3.9534794801542,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"0","sign_material":"Flush/Stud mounted","description":null,"sequence_no":46},{"variable_id":25,"dense_weight_expression":11.521183333333,"result":"240.477528","sign_material":"Standard Raceway (6x2)","description":"Sign to be mounted onto 6\"x2\" Serviceable Raceway","sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":44.355786197443734,"result":590.3134669593701,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Standard Raceway","profit_factor":"1.00","no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":96,"width_of_line_2":36.16,"width_of_line_3":119.04,"width_of_line_4":null,"height_of_line_1":20.16,"height_of_line_2":19.84,"height_of_line_3":19.84,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":28,"perimeter_of_sign":138.83,"nested_area":15.63,"occupied_area":1.76,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":36.16,"other_dimension_of_sign":82.22,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1406},"TATDays":14,"testDenseWeight":44.355786197443734,"vendorName":"EpicCraftings Pakistan","quotationId":1406},"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:35] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 06:42:35"} 
[2026-04-07 06:42:37] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 06:42:37"} 
[2026-04-07 06:42:37] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":82.22,"sign_width":"120","dimensions":[{"id":"3f1a5ab4-5300-416a-8ef2-c57d91df453f","height":5.71,"width":3.49},{"id":"6993e9f9-0fcd-4f1d-a737-5827a40585e6","height":7.3,"width":10.16},{"id":"83de0b55-6406-4255-a7a4-1d0a291cb0c2","height":5.71,"width":6.35},{"id":"541eff92-92a3-4507-990b-5ade034ad448","height":12.06,"width":9.84},{"id":"654f4f4f-0b12-4c07-9ce1-99e7ee40a114","height":10.16,"width":10.79},{"id":"025ad179-3285-4709-9011-fd42f2f5e618","height":17.14,"width":1.27},{"id":"8470c8d8-6b99-4521-a2fd-3bb6f7d15c7d","height":8.57,"width":7.3},{"id":"302e459b-8e28-4215-8a13-313ebdb1ae62","height":8.25,"width":9.21},{"id":"a8fdc8ba-b395-404c-9d3d-31a6c262bdc8","height":18.41,"width":0.95},{"id":"5550e05e-4d0f-4427-859a-435c03366d2b","height":6.98,"width":9.52},{"id":"fdcc9747-6318-4c38-adcb-fbfdfbe5d9ca","height":18.73,"width":8.25},{"id":"7569efd3-c964-432f-bd6b-d74c870c250b","height":19.05,"width":1.27},{"id":"86bded3f-0062-4548-82bc-530bacd2bf46","height":3.81,"width":4.76},{"id":"2b4458ee-4bcf-4846-84c5-c843fe58c990","height":10.79,"width":8.57},{"id":"c5fa0e38-ff10-489d-b459-f8d8f0aab2e0","height":13.02,"width":6.98},{"id":"3f561167-ff30-4970-82b2-fcf881957bd3","height":5.4,"width":10.79},{"id":"bc99a171-a464-471e-b429-9bbcbe485a23","height":2.54,"width":11.11},{"id":"844f35c9-07e6-4bfc-bff3-4d8ca4f57594","height":10.16,"width":13.02},{"id":"1c9fc350-07a6-4ea0-be6b-2887e48a9280","height":11.43,"width":12.38},{"id":"ce6dc18d-469f-4933-ba37-ae65fbc9bf56","height":10.16,"width":8.25},{"id":"f8ab9f27-dc33-438d-a17d-6dd1f3a67bc3","height":15.24,"width":0.63},{"id":"55d0340e-c21f-4b76-9dcf-3dbb6329e4e7","height":4.13,"width":13.02},{"id":"0c8d17e7-217f-4eb1-bcc1-5097852b7426","height":4.44,"width":11.11},{"id":"2cf26180-c950-4bfc-9013-b4581b42d546","height":13.97,"width":4.13},{"id":"f24a0bb6-0e6c-41bd-b838-67a7b7ff7ded","height":12.38,"width":4.76},{"id":"68d05bf2-c1df-4ed4-b779-fb819d141ee5","height":19.05,"width":18.73},{"id":"aca0d9f3-3626-4e09-ab6f-467347777e69","height":5.71,"width":3.17},{"id":"efbda635-2143-4798-a24c-a53f9ff0b5bf","height":16.83,"width":13.02}]},"timestamp":"2026-04-07 06:42:37"} 
[2026-04-07 06:42:37] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 06:42:37"} 
[2026-04-07 06:42:37] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":82.22,"sign_width":"120","dimensions":[{"id":"3f1a5ab4-5300-416a-8ef2-c57d91df453f","height":5.71,"width":3.49},{"id":"6993e9f9-0fcd-4f1d-a737-5827a40585e6","height":7.3,"width":10.16},{"id":"83de0b55-6406-4255-a7a4-1d0a291cb0c2","height":5.71,"width":6.35},{"id":"541eff92-92a3-4507-990b-5ade034ad448","height":12.06,"width":9.84},{"id":"654f4f4f-0b12-4c07-9ce1-99e7ee40a114","height":10.16,"width":10.79},{"id":"025ad179-3285-4709-9011-fd42f2f5e618","height":17.14,"width":1.27},{"id":"8470c8d8-6b99-4521-a2fd-3bb6f7d15c7d","height":8.57,"width":7.3},{"id":"302e459b-8e28-4215-8a13-313ebdb1ae62","height":8.25,"width":9.21},{"id":"a8fdc8ba-b395-404c-9d3d-31a6c262bdc8","height":18.41,"width":0.95},{"id":"5550e05e-4d0f-4427-859a-435c03366d2b","height":6.98,"width":9.52},{"id":"fdcc9747-6318-4c38-adcb-fbfdfbe5d9ca","height":18.73,"width":8.25},{"id":"7569efd3-c964-432f-bd6b-d74c870c250b","height":19.05,"width":1.27},{"id":"86bded3f-0062-4548-82bc-530bacd2bf46","height":3.81,"width":4.76},{"id":"2b4458ee-4bcf-4846-84c5-c843fe58c990","height":10.79,"width":8.57},{"id":"c5fa0e38-ff10-489d-b459-f8d8f0aab2e0","height":13.02,"width":6.98},{"id":"3f561167-ff30-4970-82b2-fcf881957bd3","height":5.4,"width":10.79},{"id":"bc99a171-a464-471e-b429-9bbcbe485a23","height":2.54,"width":11.11},{"id":"844f35c9-07e6-4bfc-bff3-4d8ca4f57594","height":10.16,"width":13.02},{"id":"1c9fc350-07a6-4ea0-be6b-2887e48a9280","height":11.43,"width":12.38},{"id":"ce6dc18d-469f-4933-ba37-ae65fbc9bf56","height":10.16,"width":8.25},{"id":"f8ab9f27-dc33-438d-a17d-6dd1f3a67bc3","height":15.24,"width":0.63},{"id":"55d0340e-c21f-4b76-9dcf-3dbb6329e4e7","height":4.13,"width":13.02},{"id":"0c8d17e7-217f-4eb1-bcc1-5097852b7426","height":4.44,"width":11.11},{"id":"2cf26180-c950-4bfc-9013-b4581b42d546","height":13.97,"width":4.13},{"id":"f24a0bb6-0e6c-41bd-b838-67a7b7ff7ded","height":12.38,"width":4.76},{"id":"68d05bf2-c1df-4ed4-b779-fb819d141ee5","height":19.05,"width":18.73},{"id":"aca0d9f3-3626-4e09-ab6f-467347777e69","height":5.71,"width":3.17},{"id":"efbda635-2143-4798-a24c-a53f9ff0b5bf","height":16.83,"width":13.02}]}},"timestamp":"2026-04-07 06:42:37"} 
[2026-04-07 06:42:37] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 06:42:37"} 
[2026-04-07 06:42:37] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 06:42:37"} 
[2026-04-07 06:42:37] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-04-07 06:42:37"} 
[2026-04-07 06:42:37] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":82.22,"sign_width":"120","shipping_weight":93.5,"shape":"rectangular","dimensions":[{"id":"3f1a5ab4-5300-416a-8ef2-c57d91df453f","height":5.71,"width":3.49},{"id":"6993e9f9-0fcd-4f1d-a737-5827a40585e6","height":7.3,"width":10.16},{"id":"83de0b55-6406-4255-a7a4-1d0a291cb0c2","height":5.71,"width":6.35},{"id":"541eff92-92a3-4507-990b-5ade034ad448","height":12.06,"width":9.84},{"id":"654f4f4f-0b12-4c07-9ce1-99e7ee40a114","height":10.16,"width":10.79},{"id":"025ad179-3285-4709-9011-fd42f2f5e618","height":17.14,"width":1.27},{"id":"8470c8d8-6b99-4521-a2fd-3bb6f7d15c7d","height":8.57,"width":7.3},{"id":"302e459b-8e28-4215-8a13-313ebdb1ae62","height":8.25,"width":9.21},{"id":"a8fdc8ba-b395-404c-9d3d-31a6c262bdc8","height":18.41,"width":0.95},{"id":"5550e05e-4d0f-4427-859a-435c03366d2b","height":6.98,"width":9.52},{"id":"fdcc9747-6318-4c38-adcb-fbfdfbe5d9ca","height":18.73,"width":8.25},{"id":"7569efd3-c964-432f-bd6b-d74c870c250b","height":19.05,"width":1.27},{"id":"86bded3f-0062-4548-82bc-530bacd2bf46","height":3.81,"width":4.76},{"id":"2b4458ee-4bcf-4846-84c5-c843fe58c990","height":10.79,"width":8.57},{"id":"c5fa0e38-ff10-489d-b459-f8d8f0aab2e0","height":13.02,"width":6.98},{"id":"3f561167-ff30-4970-82b2-fcf881957bd3","height":5.4,"width":10.79},{"id":"bc99a171-a464-471e-b429-9bbcbe485a23","height":2.54,"width":11.11},{"id":"844f35c9-07e6-4bfc-bff3-4d8ca4f57594","height":10.16,"width":13.02},{"id":"1c9fc350-07a6-4ea0-be6b-2887e48a9280","height":11.43,"width":12.38},{"id":"ce6dc18d-469f-4933-ba37-ae65fbc9bf56","height":10.16,"width":8.25},{"id":"f8ab9f27-dc33-438d-a17d-6dd1f3a67bc3","height":15.24,"width":0.63},{"id":"55d0340e-c21f-4b76-9dcf-3dbb6329e4e7","height":4.13,"width":13.02},{"id":"0c8d17e7-217f-4eb1-bcc1-5097852b7426","height":4.44,"width":11.11},{"id":"2cf26180-c950-4bfc-9013-b4581b42d546","height":13.97,"width":4.13},{"id":"f24a0bb6-0e6c-41bd-b838-67a7b7ff7ded","height":12.38,"width":4.76},{"id":"68d05bf2-c1df-4ed4-b779-fb819d141ee5","height":19.05,"width":18.73},{"id":"aca0d9f3-3626-4e09-ab6f-467347777e69","height":5.71,"width":3.17},{"id":"efbda635-2143-4798-a24c-a53f9ff0b5bf","height":16.83,"width":13.02}]}},"timestamp":"2026-04-07 06:42:37"} 
[2026-04-07 06:42:37] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 06:42:37"} 
[2026-04-07 06:42:37] local.INFO: Input Parameters {"data":{"dimensions_count":28,"shape":"rectangular"},"timestamp":"2026-04-07 06:42:37"} 
[2026-04-07 06:42:37] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 06:42:37"} 
[2026-04-07 06:42:37] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 06:42:37"} 
[2026-04-07 06:42:37] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-04-07 06:42:37"} 
[2026-04-07 06:48:54] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Standard Raceway","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpB40.tmp"}},"file_present":true},"timestamp":"2026-04-07 06:48:54"} 
[2026-04-07 06:48:54] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-07 06:48:54"} 
[2026-04-07 06:48:56] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":14},"timestamp":"2026-04-07 06:48:56"} 
[2026-04-07 06:48:56] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":0},"timestamp":"2026-04-07 06:48:56"} 
[2026-04-07 06:48:56] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":28},"timestamp":"2026-04-07 06:48:56"} 
[2026-04-07 06:48:56] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":28},"timestamp":"2026-04-07 06:48:56"} 
[2026-04-07 06:48:56] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-07 06:48:56"} 
[2026-04-07 06:48:56] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2026-01-05 100345.png","query_param":"width","query_value":"120","file_size":26333},"timestamp":"2026-04-07 06:48:56"} 
[2026-04-07 06:48:56] local.INFO: Detected Objects from Image-to-Text API 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9TdPtXCAqlf0c4ypkZHWb9uinVDHW4dG+bRYuqm6vu+0VDfttKm5y9xfv4Ss71FLizM8VfvAP12+Y2D37OhosV4Z5iJ0RHWDA0x3hnmF31rRXGJ/2fkfwCyWPVk/FK7QQAAAABJRU5ErkJggg==","detection_approach":"extra_light_color_detection"},{"index":302,"position":{"x":78,"y":3,"width":10,"height":18},"scaled_width":3.17,"scaled_height":5.71,"actual_filled_area":3.22,"bounding_box_area":18,"exact_perimeter":16.4,"approximate_perimeter":15.9,"convex_hull_perimeter":14.46,"perimeter_pixels":51.65685424949238,"original_contour_points":11,"approximation_points":5,"shape_analysis":{"aspect_ratio":1.8,"compactness":0.1504,"perimeter_to_area_ratio":5.0932},"image_base64":"data:image/png;base64,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","detection_approach":"extra_light_color_detection"},{"index":303,"position":{"x":39,"y":3,"width":41,"height":53},"scaled_width":13.02,"scaled_height":16.83,"actual_filled_area":19.05,"bounding_box_area":219,"exact_perimeter":107.37,"approximate_perimeter":91.94,"convex_hull_perimeter":48.44,"perimeter_pixels":338.2253967444165,"original_contour_points":79,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.29,"compactness":0.0208,"perimeter_to_area_ratio":5.6362},"image_base64":"data:image/png;base64,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","detection_approach":"extra_light_color_detection"}]},"timestamp":"2026-04-07 06:48:56"} 
[2026-04-07 06:48:56] local.INFO: Nested area calculated {"data":{"nestedArea":2250.556},"timestamp":"2026-04-07 06:48:56"} 
[2026-04-07 06:48:56] local.INFO: Mapped objects from Image-to-Text API 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D8nDR5+0mGi8NtYkT6pkKjgMTam5YpYCPiVYmGdUM6aGRtmyZpIPTazll0fX/UT635Ta5PFywY6cOsXZ3jxvzM9yqSqpvTRlsc8IYtTJQJuw9/hdDb/2mR89aZaarRDqt6ozjyAxIqn5FDFxy1CHzaPjbJ1Yy6NjN+di4U0vzP727Cl77cI5pruXma/7LKZIzyLF6BBRFEvCf9z76SvG/exzT1jLZ9TdPtXCAqlf0c4ypkZHWb9uinVDHW4dG+bRYuqm6vu+0VDfttKm5y9xfv4Ss71FLizM8VfvAP12+Y2D37OhosV4Z5iJ0RHWDA0x3hnmF31rRXGJ/2fkfwCyWPVk/FK7QQAAAABJRU5ErkJggg=="},{"id":"74fff982-4c6a-4ca3-ae69-c772f6409b93","height":5.71,"width":3.17,"perimeter":16.4,"area":3.22,"image":"data:image/png;base64,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"},{"id":"ccb4e7ba-e9f1-43f0-ae5e-713eaf31f072","height":16.83,"width":13.02,"perimeter":107.37,"area":19.05,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-07 06:48:56"} 
[2026-04-07 06:48:56] local.INFO: Number of letters detected {"data":{"noOfLetters":28},"timestamp":"2026-04-07 06:48:56"} 
[2026-04-07 06:48:56] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1665.9200000000005,"perimeter_in_feet":138.83},"timestamp":"2026-04-07 06:48:56"} 
[2026-04-07 06:48:56] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[3.58,9.12,4.13,6.65,13.61,5.44,8.21,4.84,9.83,3.53,8.67,5.59,4.28,9.73,19.5,3.98,10.83,9.32,13.91,5.9,4.74,10.48,5.19,4.18,3.33,42.83,3.22,19.05],"actualFilledAreaSum":253.67000000000004},"timestamp":"2026-04-07 06:48:56"} 
[2026-04-07 06:48:56] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":1.76},"timestamp":"2026-04-07 06:48:56"} 
[2026-04-07 06:48:56] local.INFO: Average character height calculated {"data":{"avgCharHeight":10.611785714285714},"timestamp":"2026-04-07 06:48:56"} 
[2026-04-07 06:48:56] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":378.0,"originalHeight":259.0,"ratio":1.4594594594594594},"timestamp":"2026-04-07 06:48:56"} 
[2026-04-07 06:48:56] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":82.22},"timestamp":"2026-04-07 06:48:56"} 
[2026-04-07 06:48:57] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"11520\" height=\"7893.333333333333\" viewBox=\"0 0 378 259\">
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06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Standard Raceway","profit_factor":"1.00","quotationId":1407,"no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":96,"width_of_line_2":36.16,"width_of_line_3":119.04,"width_of_line_4":null,"height_of_line_1":20.16,"height_of_line_2":19.84,"height_of_line_3":19.84,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":28,"perimeter_of_sign":138.83,"nested_area":15.63,"occupied_area":1.76,"avg_char_height":"Less than 24 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\"},{\"id\":\"74fff982-4c6a-4ca3-ae69-c772f6409b93\",\"height\":5.71,\"width\":3.17,\"perimeter\":16.4,\"area\":3.22,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"ccb4e7ba-e9f1-43f0-ae5e-713eaf31f072\",\"height\":16.83,\"width\":13.02,\"perimeter\":107.37,\"area\":19.05,\"image\":\"data:image\\/png;base64,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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Standard Raceway","profit_factor":"1.00","no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":96,"width_of_line_2":36.16,"width_of_line_3":119.04,"width_of_line_4":null,"height_of_line_1":20.16,"height_of_line_2":19.84,"height_of_line_3":19.84,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":28,"perimeter_of_sign":138.83,"nested_area":15.63,"occupied_area":1.76,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":36.16,"other_dimension_of_sign":82.22,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1407}},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0.88528"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"45.2150892"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"4.373145"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"30.7911057"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":1.54},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":60.8238324},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"1.2504"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"59.72223"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"1.118"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"3.78"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"19.502"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.004416888091000001},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":4.416888091000001},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0003508036729166668},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.35080367291666675},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.0033461273416666676},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":3.346127341666667},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0068771035666667"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"6.8771035666667"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00333767665"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"3.33767665"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.004469003"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"4.469003"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00035658186666667"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.35658186666667"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":4.630836837783341},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":11.7225},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"11.8788"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"3.9534794801542"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"11.521183333333"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:57] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"240.477528"},"timestamp":"2026-04-07 06:48:57"} 
[2026-04-07 06:48:58] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:48:58"} 
[2026-04-07 06:48:58] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 06:48:58"} 
[2026-04-07 06:48:58] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:48:58"} 
[2026-04-07 06:48:58] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 06:48:58"} 
[2026-04-07 06:48:58] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 06:48:58"} 
[2026-04-07 06:48:58] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 06:48:58"} 
[2026-04-07 06:48:58] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":536.6486063267,"totalDenseWeight_before_formula":40.32344199767612},"timestamp":"2026-04-07 06:48:58"} 
[2026-04-07 06:48:58] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":590.3134669593701},"timestamp":"2026-04-07 06:48:58"} 
[2026-04-07 06:48:58] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":28,"totalDenseWeight":0},"timestamp":"2026-04-07 06:48:58"} 
[2026-04-07 06:48:58] local.INFO: Processing standard raceway 6x2 mounting {"data":{"sign_depth":"1","raceway_depth":"2"},"timestamp":"2026-04-07 06:48:58"} 
[2026-04-07 06:48:58] local.INFO: Box added for line 1 in standard raceway 6x2 {"data":{"line":1,"width":96.0,"height":20.16,"length":5,"denseWeight":0},"timestamp":"2026-04-07 06:48:58"} 
[2026-04-07 06:48:58] local.INFO: Box added for line 2 in standard raceway 6x2 {"data":{"line":2,"width":36.16,"height":19.84,"length":5,"denseWeight":0},"timestamp":"2026-04-07 06:48:58"} 
[2026-04-07 06:48:58] local.INFO: Box added for line 3 in standard raceway 6x2 {"data":{"line":3,"width":119.04,"height":19.84,"length":5,"denseWeight":0},"timestamp":"2026-04-07 06:48:58"} 
[2026-04-07 06:48:58] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":5,"width":98.0,"height":22.16},"quantity":1,"denseWeight":1},{"size":{"length":5,"width":38.16,"height":21.84},"quantity":1,"denseWeight":1},{"size":{"length":5,"width":121.04,"height":21.84},"quantity":1,"denseWeight":1}],"cheapestShippingCost":978.3400000000001,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1219.5049999999999,"tariffAndDS":1219.5049999999999,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":50,"isRemotePrice":0,"totalShipmentCost":2046.949862,"totalShipmentCostFormula":"((tariffAndDS (1219.505) + overlengthSurcharge (50) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2046.95","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":708.025,"tariffAndDS":708.025,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":50,"isRemotePrice":0,"totalShipmentCost":1222.23951,"totalShipmentCostFormula":"((tariffAndDS (708.025) + overlengthSurcharge (50) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1222.24","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":918.3400000000001,"tariffAndDS":918.3400000000001,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":60,"isRemotePrice":0,"totalShipmentCost":978.3400000000001,"totalShipmentCostFormula":"(((tariffAndDS (918.34) + overlengthSurcharge (60) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 978.34","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":979.9000000000001,"tariffAndDS":979.9000000000001,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":50,"isRemotePrice":0,"totalShipmentCost":1660.61076,"totalShipmentCostFormula":"((tariffAndDS (979.9) + overlengthSurcharge (50) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1660.61","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":951.8299999999999,"tariffAndDS":951.8299999999999,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1623.0605159999996,"totalShipmentCostFormula":"(( tariffAndDS (951.83) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1623.060516","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Package doesn't come under dimension","Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1385,"tariffAndDS":1385,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1385,"totalShipmentCostFormula":"((tariffAndDS (1385) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1385","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-04-07 06:48:58"} 
[2026-04-07 06:48:58] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 06:48:58"} 
[2026-04-07 06:48:58] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 06:48:58"} 
[2026-04-07 06:48:58] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":82.22,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/raceway/halo-lit-with-raceway.png","mounting_type":"Standard Raceway","combined_production_cost_usd":600.0,"total_production_cost":980.0,"totalDenseWeight":0,"totalVolumetricWeight":93.5,"bin_packing_result":[],"shipping_rates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1219.5049999999999,"tariffAndDS":1219.5049999999999,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":50,"isRemotePrice":0,"totalShipmentCost":2046.949862,"totalShipmentCostFormula":"((tariffAndDS (1219.505) + overlengthSurcharge (50) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2046.95","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":708.025,"tariffAndDS":708.025,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":50,"isRemotePrice":0,"totalShipmentCost":1222.23951,"totalShipmentCostFormula":"((tariffAndDS (708.025) + overlengthSurcharge (50) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1222.24","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":918.3400000000001,"tariffAndDS":918.3400000000001,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":60,"isRemotePrice":0,"totalShipmentCost":978.3400000000001,"totalShipmentCostFormula":"(((tariffAndDS (918.34) + overlengthSurcharge (60) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 978.34","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":979.9000000000001,"tariffAndDS":979.9000000000001,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":50,"isRemotePrice":0,"totalShipmentCost":1660.61076,"totalShipmentCostFormula":"((tariffAndDS (979.9) + overlengthSurcharge (50) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1660.61","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":951.8299999999999,"tariffAndDS":951.8299999999999,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1623.0605159999996,"totalShipmentCostFormula":"(( tariffAndDS (951.83) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1623.060516","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Package doesn't come under dimension","Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1385,"tariffAndDS":1385,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1385,"totalShipmentCostFormula":"((tariffAndDS (1385) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1385","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"}}},"cheapest_shipping_cost_usd":980.0,"totalCost":1960.0,"productionResults":[{"material_id":1,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":null,"sequence_no":1},{"material_id":2,"dense_weight_expression":0.88528,"result":"45.2150892","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":"0.08 inch Aluminium - Durable for Sign Face.","sequence_no":2},{"material_id":3,"dense_weight_expression":4.373145,"result":"30.7911057","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"0.074 inch Aluminium - Durable for Sign Returns.","sequence_no":3},{"material_id":4,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":5,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":6,"dense_weight_expression":1.54,"result":60.8238324,"sign_material":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","description":"0.315 inch Frosted Acrylic - for Ideally Diffiused Halo Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":1.2504,"result":"59.72223","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC & IP65.","sequence_no":7},{"material_id":8,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":9,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":10,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":10},{"variable_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":13,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite 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Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.004416888091000001,"result":4.416888091000001,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.0003508036729166668,"result":0.35080367291666675,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.0033461273416666676,"result":3.346127341666667,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":28,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":29,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":30,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":31,"dense_weight_expression":0.0068771035666667,"result":"6.8771035666667","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00333767665,"result":"3.33767665","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.004469003,"result":"4.469003","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00035658186666667,"result":"0.35658186666667","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":4.630836837783341,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":11.7225,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":11.8788,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":3.9534794801542,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"0","sign_material":"Flush/Stud mounted","description":null,"sequence_no":46},{"variable_id":25,"dense_weight_expression":11.521183333333,"result":"240.477528","sign_material":"Standard Raceway (6x2)","description":"Sign to be mounted onto 6\"x2\" Serviceable Raceway","sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":44.355786197443734,"result":590.3134669593701,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Standard Raceway","profit_factor":"1.00","no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":96,"width_of_line_2":36.16,"width_of_line_3":119.04,"width_of_line_4":null,"height_of_line_1":20.16,"height_of_line_2":19.84,"height_of_line_3":19.84,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":28,"perimeter_of_sign":138.83,"nested_area":15.63,"occupied_area":1.76,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":36.16,"other_dimension_of_sign":82.22,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1407},"TATDays":14,"testDenseWeight":44.355786197443734,"vendorName":"EpicCraftings Pakistan","quotationId":1407},"timestamp":"2026-04-07 06:48:58"} 
[2026-04-07 06:48:58] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 06:48:58"} 
[2026-04-07 06:48:59] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 06:48:59"} 
[2026-04-07 06:48:59] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":82.22,"sign_width":"120","dimensions":[{"id":"e65e99d8-22be-4a1e-a6ec-48cda98b825a","height":5.71,"width":3.49},{"id":"15086a01-4da5-43ba-bd96-137c94e81fe5","height":7.3,"width":10.16},{"id":"fef51747-9e34-46b6-b957-080f2bd02de4","height":5.71,"width":6.35},{"id":"a9da866b-070d-4fed-a6aa-537728202811","height":12.06,"width":9.84},{"id":"6659829d-f9da-4b4d-b3bf-5c788f25ca16","height":10.16,"width":10.79},{"id":"3814f99e-178e-481f-9923-2f4698ab582b","height":17.14,"width":1.27},{"id":"4ac0939a-18fe-4dab-9ba1-4092b564b32e","height":8.57,"width":7.3},{"id":"0fc5ab72-ee3e-4170-99ed-cd0f67137605","height":8.25,"width":9.21},{"id":"45b16f0b-a8e2-4583-8391-6a37edcba8c0","height":18.41,"width":0.95},{"id":"cdbf24c8-daab-4660-ba22-46cc8f082275","height":6.98,"width":9.52},{"id":"1e28b678-9ec2-4073-81dd-80d2b95c828b","height":18.73,"width":8.25},{"id":"7c220d2c-7444-4bca-b76c-2527fbb0598c","height":19.05,"width":1.27},{"id":"9355bcf6-5f23-46d9-96a6-cad04801c150","height":3.81,"width":4.76},{"id":"ccd28ca1-0977-4d77-bd00-3d6f3525d184","height":10.79,"width":8.57},{"id":"dccacb3f-d623-406e-ba5d-2f98c975e4dd","height":13.02,"width":6.98},{"id":"c000f2b1-06d4-4270-ba40-15ea434a216f","height":5.4,"width":10.79},{"id":"3443f212-b3fe-433f-b6e2-b76b30a601b9","height":2.54,"width":11.11},{"id":"e5dec1fd-24ac-4a92-96b5-3b3e048fab73","height":10.16,"width":13.02},{"id":"591d1663-e1e1-499d-bbe1-348a0f27cd9e","height":11.43,"width":12.38},{"id":"1f7a3cf2-fba1-45bf-af12-0418a37e21be","height":10.16,"width":8.25},{"id":"baec0c2e-a55b-4dea-a0fc-2c717ba45296","height":15.24,"width":0.63},{"id":"db680dc9-f849-4f0c-a1be-dbf4d47dec69","height":4.13,"width":13.02},{"id":"8c0848bb-4074-4b36-8953-ba56878c4b5a","height":4.44,"width":11.11},{"id":"4836fb20-abd6-4a4a-b92b-3c9f0c571c6f","height":13.97,"width":4.13},{"id":"92a54124-b6af-48bd-96c2-2fd8d6d8c469","height":12.38,"width":4.76},{"id":"f4645631-bcb4-46e8-8e09-d662a0ab936b","height":19.05,"width":18.73},{"id":"74fff982-4c6a-4ca3-ae69-c772f6409b93","height":5.71,"width":3.17},{"id":"ccb4e7ba-e9f1-43f0-ae5e-713eaf31f072","height":16.83,"width":13.02}]},"timestamp":"2026-04-07 06:48:59"} 
[2026-04-07 06:48:59] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 06:48:59"} 
[2026-04-07 06:48:59] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":82.22,"sign_width":"120","dimensions":[{"id":"e65e99d8-22be-4a1e-a6ec-48cda98b825a","height":5.71,"width":3.49},{"id":"15086a01-4da5-43ba-bd96-137c94e81fe5","height":7.3,"width":10.16},{"id":"fef51747-9e34-46b6-b957-080f2bd02de4","height":5.71,"width":6.35},{"id":"a9da866b-070d-4fed-a6aa-537728202811","height":12.06,"width":9.84},{"id":"6659829d-f9da-4b4d-b3bf-5c788f25ca16","height":10.16,"width":10.79},{"id":"3814f99e-178e-481f-9923-2f4698ab582b","height":17.14,"width":1.27},{"id":"4ac0939a-18fe-4dab-9ba1-4092b564b32e","height":8.57,"width":7.3},{"id":"0fc5ab72-ee3e-4170-99ed-cd0f67137605","height":8.25,"width":9.21},{"id":"45b16f0b-a8e2-4583-8391-6a37edcba8c0","height":18.41,"width":0.95},{"id":"cdbf24c8-daab-4660-ba22-46cc8f082275","height":6.98,"width":9.52},{"id":"1e28b678-9ec2-4073-81dd-80d2b95c828b","height":18.73,"width":8.25},{"id":"7c220d2c-7444-4bca-b76c-2527fbb0598c","height":19.05,"width":1.27},{"id":"9355bcf6-5f23-46d9-96a6-cad04801c150","height":3.81,"width":4.76},{"id":"ccd28ca1-0977-4d77-bd00-3d6f3525d184","height":10.79,"width":8.57},{"id":"dccacb3f-d623-406e-ba5d-2f98c975e4dd","height":13.02,"width":6.98},{"id":"c000f2b1-06d4-4270-ba40-15ea434a216f","height":5.4,"width":10.79},{"id":"3443f212-b3fe-433f-b6e2-b76b30a601b9","height":2.54,"width":11.11},{"id":"e5dec1fd-24ac-4a92-96b5-3b3e048fab73","height":10.16,"width":13.02},{"id":"591d1663-e1e1-499d-bbe1-348a0f27cd9e","height":11.43,"width":12.38},{"id":"1f7a3cf2-fba1-45bf-af12-0418a37e21be","height":10.16,"width":8.25},{"id":"baec0c2e-a55b-4dea-a0fc-2c717ba45296","height":15.24,"width":0.63},{"id":"db680dc9-f849-4f0c-a1be-dbf4d47dec69","height":4.13,"width":13.02},{"id":"8c0848bb-4074-4b36-8953-ba56878c4b5a","height":4.44,"width":11.11},{"id":"4836fb20-abd6-4a4a-b92b-3c9f0c571c6f","height":13.97,"width":4.13},{"id":"92a54124-b6af-48bd-96c2-2fd8d6d8c469","height":12.38,"width":4.76},{"id":"f4645631-bcb4-46e8-8e09-d662a0ab936b","height":19.05,"width":18.73},{"id":"74fff982-4c6a-4ca3-ae69-c772f6409b93","height":5.71,"width":3.17},{"id":"ccb4e7ba-e9f1-43f0-ae5e-713eaf31f072","height":16.83,"width":13.02}]}},"timestamp":"2026-04-07 06:48:59"} 
[2026-04-07 06:48:59] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 06:48:59"} 
[2026-04-07 06:48:59] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 06:48:59"} 
[2026-04-07 06:48:59] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-04-07 06:48:59"} 
[2026-04-07 06:49:00] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":82.22,"sign_width":"120","shipping_weight":93.5,"shape":"rectangular","dimensions":[{"id":"e65e99d8-22be-4a1e-a6ec-48cda98b825a","height":5.71,"width":3.49},{"id":"15086a01-4da5-43ba-bd96-137c94e81fe5","height":7.3,"width":10.16},{"id":"fef51747-9e34-46b6-b957-080f2bd02de4","height":5.71,"width":6.35},{"id":"a9da866b-070d-4fed-a6aa-537728202811","height":12.06,"width":9.84},{"id":"6659829d-f9da-4b4d-b3bf-5c788f25ca16","height":10.16,"width":10.79},{"id":"3814f99e-178e-481f-9923-2f4698ab582b","height":17.14,"width":1.27},{"id":"4ac0939a-18fe-4dab-9ba1-4092b564b32e","height":8.57,"width":7.3},{"id":"0fc5ab72-ee3e-4170-99ed-cd0f67137605","height":8.25,"width":9.21},{"id":"45b16f0b-a8e2-4583-8391-6a37edcba8c0","height":18.41,"width":0.95},{"id":"cdbf24c8-daab-4660-ba22-46cc8f082275","height":6.98,"width":9.52},{"id":"1e28b678-9ec2-4073-81dd-80d2b95c828b","height":18.73,"width":8.25},{"id":"7c220d2c-7444-4bca-b76c-2527fbb0598c","height":19.05,"width":1.27},{"id":"9355bcf6-5f23-46d9-96a6-cad04801c150","height":3.81,"width":4.76},{"id":"ccd28ca1-0977-4d77-bd00-3d6f3525d184","height":10.79,"width":8.57},{"id":"dccacb3f-d623-406e-ba5d-2f98c975e4dd","height":13.02,"width":6.98},{"id":"c000f2b1-06d4-4270-ba40-15ea434a216f","height":5.4,"width":10.79},{"id":"3443f212-b3fe-433f-b6e2-b76b30a601b9","height":2.54,"width":11.11},{"id":"e5dec1fd-24ac-4a92-96b5-3b3e048fab73","height":10.16,"width":13.02},{"id":"591d1663-e1e1-499d-bbe1-348a0f27cd9e","height":11.43,"width":12.38},{"id":"1f7a3cf2-fba1-45bf-af12-0418a37e21be","height":10.16,"width":8.25},{"id":"baec0c2e-a55b-4dea-a0fc-2c717ba45296","height":15.24,"width":0.63},{"id":"db680dc9-f849-4f0c-a1be-dbf4d47dec69","height":4.13,"width":13.02},{"id":"8c0848bb-4074-4b36-8953-ba56878c4b5a","height":4.44,"width":11.11},{"id":"4836fb20-abd6-4a4a-b92b-3c9f0c571c6f","height":13.97,"width":4.13},{"id":"92a54124-b6af-48bd-96c2-2fd8d6d8c469","height":12.38,"width":4.76},{"id":"f4645631-bcb4-46e8-8e09-d662a0ab936b","height":19.05,"width":18.73},{"id":"74fff982-4c6a-4ca3-ae69-c772f6409b93","height":5.71,"width":3.17},{"id":"ccb4e7ba-e9f1-43f0-ae5e-713eaf31f072","height":16.83,"width":13.02}]}},"timestamp":"2026-04-07 06:49:00"} 
[2026-04-07 06:49:00] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 06:49:00"} 
[2026-04-07 06:49:00] local.INFO: Input Parameters {"data":{"dimensions_count":28,"shape":"rectangular"},"timestamp":"2026-04-07 06:49:00"} 
[2026-04-07 06:49:00] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 06:49:00"} 
[2026-04-07 06:49:00] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 06:49:00"} 
[2026-04-07 06:49:00] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-04-07 06:49:00"} 
[2026-04-07 06:53:08] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Standard Raceway","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpE7F7.tmp"}},"file_present":true},"timestamp":"2026-04-07 06:53:08"} 
[2026-04-07 06:53:08] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-07 06:53:08"} 
[2026-04-07 06:53:09] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":14},"timestamp":"2026-04-07 06:53:09"} 
[2026-04-07 06:53:09] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":0},"timestamp":"2026-04-07 06:53:09"} 
[2026-04-07 06:53:09] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":28},"timestamp":"2026-04-07 06:53:09"} 
[2026-04-07 06:53:09] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":28},"timestamp":"2026-04-07 06:53:09"} 
[2026-04-07 06:53:09] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-07 06:53:09"} 
[2026-04-07 06:53:09] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2026-01-05 100345.png","query_param":"width","query_value":"120","file_size":26333},"timestamp":"2026-04-07 06:53:09"} 
[2026-04-07 06:53:09] local.INFO: Detected Objects from Image-to-Text API 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9TdPtXCAqlf0c4ypkZHWb9uinVDHW4dG+bRYuqm6vu+0VDfttKm5y9xfv4Ss71FLizM8VfvAP12+Y2D37OhosV4Z5iJ0RHWDA0x3hnmF31rRXGJ/2fkfwCyWPVk/FK7QQAAAABJRU5ErkJggg==","detection_approach":"extra_light_color_detection"},{"index":302,"position":{"x":78,"y":3,"width":10,"height":18},"scaled_width":3.17,"scaled_height":5.71,"actual_filled_area":3.22,"bounding_box_area":18,"exact_perimeter":16.4,"approximate_perimeter":15.9,"convex_hull_perimeter":14.46,"perimeter_pixels":51.65685424949238,"original_contour_points":11,"approximation_points":5,"shape_analysis":{"aspect_ratio":1.8,"compactness":0.1504,"perimeter_to_area_ratio":5.0932},"image_base64":"data:image/png;base64,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","detection_approach":"extra_light_color_detection"},{"index":303,"position":{"x":39,"y":3,"width":41,"height":53},"scaled_width":13.02,"scaled_height":16.83,"actual_filled_area":19.05,"bounding_box_area":219,"exact_perimeter":107.37,"approximate_perimeter":91.94,"convex_hull_perimeter":48.44,"perimeter_pixels":338.2253967444165,"original_contour_points":79,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.29,"compactness":0.0208,"perimeter_to_area_ratio":5.6362},"image_base64":"data:image/png;base64,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","detection_approach":"extra_light_color_detection"}]},"timestamp":"2026-04-07 06:53:09"} 
[2026-04-07 06:53:09] local.INFO: Nested area calculated {"data":{"nestedArea":2250.556},"timestamp":"2026-04-07 06:53:09"} 
[2026-04-07 06:53:09] local.INFO: Mapped objects from Image-to-Text API 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D8nDR5+0mGi8NtYkT6pkKjgMTam5YpYCPiVYmGdUM6aGRtmyZpIPTazll0fX/UT635Ta5PFywY6cOsXZ3jxvzM9yqSqpvTRlsc8IYtTJQJuw9/hdDb/2mR89aZaarRDqt6ozjyAxIqn5FDFxy1CHzaPjbJ1Yy6NjN+di4U0vzP727Cl77cI5pruXma/7LKZIzyLF6BBRFEvCf9z76SvG/exzT1jLZ9TdPtXCAqlf0c4ypkZHWb9uinVDHW4dG+bRYuqm6vu+0VDfttKm5y9xfv4Ss71FLizM8VfvAP12+Y2D37OhosV4Z5iJ0RHWDA0x3hnmF31rRXGJ/2fkfwCyWPVk/FK7QQAAAABJRU5ErkJggg=="},{"id":"3cc24b91-17c0-4991-8007-fce171ac1b88","height":5.71,"width":3.17,"perimeter":16.4,"area":3.22,"image":"data:image/png;base64,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"},{"id":"9b8682f4-34b5-4ced-98c9-2b610a7f7b1f","height":16.83,"width":13.02,"perimeter":107.37,"area":19.05,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-07 06:53:09"} 
[2026-04-07 06:53:09] local.INFO: Number of letters detected {"data":{"noOfLetters":28},"timestamp":"2026-04-07 06:53:09"} 
[2026-04-07 06:53:09] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1665.9200000000005,"perimeter_in_feet":138.83},"timestamp":"2026-04-07 06:53:09"} 
[2026-04-07 06:53:09] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[3.58,9.12,4.13,6.65,13.61,5.44,8.21,4.84,9.83,3.53,8.67,5.59,4.28,9.73,19.5,3.98,10.83,9.32,13.91,5.9,4.74,10.48,5.19,4.18,3.33,42.83,3.22,19.05],"actualFilledAreaSum":253.67000000000004},"timestamp":"2026-04-07 06:53:09"} 
[2026-04-07 06:53:09] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":1.76},"timestamp":"2026-04-07 06:53:09"} 
[2026-04-07 06:53:09] local.INFO: Average character height calculated {"data":{"avgCharHeight":10.611785714285714},"timestamp":"2026-04-07 06:53:09"} 
[2026-04-07 06:53:09] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":378.0,"originalHeight":259.0,"ratio":1.4594594594594594},"timestamp":"2026-04-07 06:53:09"} 
[2026-04-07 06:53:09] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":82.22},"timestamp":"2026-04-07 06:53:09"} 
[2026-04-07 06:53:10] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"11520\" height=\"7893.333333333333\" viewBox=\"0 0 378 259\">
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06:53:10"} 
[2026-04-07 06:53:11] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Standard Raceway","profit_factor":"1.00","quotationId":1408,"no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":96,"width_of_line_2":36.16,"width_of_line_3":119.04,"width_of_line_4":null,"height_of_line_1":20.16,"height_of_line_2":19.84,"height_of_line_3":19.84,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":28,"perimeter_of_sign":138.83,"nested_area":15.63,"occupied_area":1.76,"avg_char_height":"Less than 24 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\"},{\"id\":\"3cc24b91-17c0-4991-8007-fce171ac1b88\",\"height\":5.71,\"width\":3.17,\"perimeter\":16.4,\"area\":3.22,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"9b8682f4-34b5-4ced-98c9-2b610a7f7b1f\",\"height\":16.83,\"width\":13.02,\"perimeter\":107.37,\"area\":19.05,\"image\":\"data:image\\/png;base64,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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Standard Raceway","profit_factor":"1.00","no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":96,"width_of_line_2":36.16,"width_of_line_3":119.04,"width_of_line_4":null,"height_of_line_1":20.16,"height_of_line_2":19.84,"height_of_line_3":19.84,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":28,"perimeter_of_sign":138.83,"nested_area":15.63,"occupied_area":1.76,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":36.16,"other_dimension_of_sign":82.22,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1408}},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0.88528"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"45.2150892"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"4.373145"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"30.7911057"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":1.54},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":60.8238324},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"1.2504"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"59.72223"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"1.118"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"3.78"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"19.502"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.004416888091000001},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":4.416888091000001},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0003508036729166668},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.35080367291666675},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.0033461273416666676},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":3.346127341666667},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0068771035666667"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"6.8771035666667"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00333767665"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"3.33767665"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.004469003"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"4.469003"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00035658186666667"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.35658186666667"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":4.630836837783341},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":11.7225},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"11.8788"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"3.9534794801542"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"11.521183333333"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"240.477528"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":536.6486063267,"totalDenseWeight_before_formula":40.32344199767612},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":590.3134669593701},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":28,"totalDenseWeight":0},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Processing standard raceway 6x2 mounting {"data":{"sign_depth":"1","raceway_depth":"2"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Box added for line 1 in standard raceway 6x2 {"data":{"line":1,"width":96.0,"height":20.16,"length":5,"denseWeight":0},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Box added for line 2 in standard raceway 6x2 {"data":{"line":2,"width":36.16,"height":19.84,"length":5,"denseWeight":0},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Box added for line 3 in standard raceway 6x2 {"data":{"line":3,"width":119.04,"height":19.84,"length":5,"denseWeight":0},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":5,"width":98.0,"height":22.16},"quantity":1,"denseWeight":1},{"size":{"length":5,"width":38.16,"height":21.84},"quantity":1,"denseWeight":1},{"size":{"length":5,"width":121.04,"height":21.84},"quantity":1,"denseWeight":1}],"cheapestShippingCost":978.3400000000001,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1219.5049999999999,"tariffAndDS":1219.5049999999999,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":50,"isRemotePrice":0,"totalShipmentCost":2046.949862,"totalShipmentCostFormula":"((tariffAndDS (1219.505) + overlengthSurcharge (50) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2046.95","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":708.025,"tariffAndDS":708.025,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":50,"isRemotePrice":0,"totalShipmentCost":1222.23951,"totalShipmentCostFormula":"((tariffAndDS (708.025) + overlengthSurcharge (50) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1222.24","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":918.3400000000001,"tariffAndDS":918.3400000000001,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":60,"isRemotePrice":0,"totalShipmentCost":978.3400000000001,"totalShipmentCostFormula":"(((tariffAndDS (918.34) + overlengthSurcharge (60) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 978.34","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":979.9000000000001,"tariffAndDS":979.9000000000001,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":50,"isRemotePrice":0,"totalShipmentCost":1660.61076,"totalShipmentCostFormula":"((tariffAndDS (979.9) + overlengthSurcharge (50) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1660.61","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":951.8299999999999,"tariffAndDS":951.8299999999999,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1623.0605159999996,"totalShipmentCostFormula":"(( tariffAndDS (951.83) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1623.060516","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Package doesn't come under dimension","Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1385,"tariffAndDS":1385,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1385,"totalShipmentCostFormula":"((tariffAndDS (1385) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1385","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":82.22,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/raceway/halo-lit-with-raceway.png","mounting_type":"Standard Raceway","combined_production_cost_usd":600.0,"total_production_cost":980.0,"totalDenseWeight":0,"totalVolumetricWeight":93.5,"bin_packing_result":[],"shipping_rates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1219.5049999999999,"tariffAndDS":1219.5049999999999,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":50,"isRemotePrice":0,"totalShipmentCost":2046.949862,"totalShipmentCostFormula":"((tariffAndDS (1219.505) + overlengthSurcharge (50) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2046.95","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":708.025,"tariffAndDS":708.025,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":50,"isRemotePrice":0,"totalShipmentCost":1222.23951,"totalShipmentCostFormula":"((tariffAndDS (708.025) + overlengthSurcharge (50) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1222.24","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":918.3400000000001,"tariffAndDS":918.3400000000001,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":60,"isRemotePrice":0,"totalShipmentCost":978.3400000000001,"totalShipmentCostFormula":"(((tariffAndDS (918.34) + overlengthSurcharge (60) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 978.34","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":979.9000000000001,"tariffAndDS":979.9000000000001,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":50,"isRemotePrice":0,"totalShipmentCost":1660.61076,"totalShipmentCostFormula":"((tariffAndDS (979.9) + overlengthSurcharge (50) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1660.61","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":951.8299999999999,"tariffAndDS":951.8299999999999,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1623.0605159999996,"totalShipmentCostFormula":"(( tariffAndDS (951.83) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1623.060516","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Package doesn't come under dimension","Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":5,"width":98,"height":22.16},"denseWeight":1,"volumetricWeight":36,"higherWeight":36,"quantity":1},{"size":{"length":5,"width":38.16,"height":21.84},"denseWeight":1,"volumetricWeight":14,"higherWeight":14,"quantity":1},{"size":{"length":5,"width":121.04,"height":21.84},"denseWeight":1,"volumetricWeight":43.5,"higherWeight":43.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1385,"tariffAndDS":1385,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1385,"totalShipmentCostFormula":"((tariffAndDS (1385) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1385","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"}}},"cheapest_shipping_cost_usd":980.0,"totalCost":1960.0,"productionResults":[{"material_id":1,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":null,"sequence_no":1},{"material_id":2,"dense_weight_expression":0.88528,"result":"45.2150892","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":"0.08 inch Aluminium - Durable for Sign Face.","sequence_no":2},{"material_id":3,"dense_weight_expression":4.373145,"result":"30.7911057","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"0.074 inch Aluminium - Durable for Sign Returns.","sequence_no":3},{"material_id":4,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":5,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":6,"dense_weight_expression":1.54,"result":60.8238324,"sign_material":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","description":"0.315 inch Frosted Acrylic - for Ideally Diffiused Halo Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":1.2504,"result":"59.72223","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC & IP65.","sequence_no":7},{"material_id":8,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":9,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":10,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":10},{"variable_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":13,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":13},{"material_id":14,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":14},{"variable_id":21,"dense_weight_expression":1.118,"result":"40.6093","sign_material":"Power Supply 15A-10+5","description":"Power Supply 15A–(10A+5A) UL Certified","sequence_no":15},{"variable_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":16},{"material_id":17,"dense_weight_expression":3.78,"result":"19.502","sign_material":"Wire 18g UL UL Certified Red & White China","description":"18 AWG Wire Gauge (Red & White) - UL Certified","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.004416888091000001,"result":4.416888091000001,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.0003508036729166668,"result":0.35080367291666675,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.0033461273416666676,"result":3.346127341666667,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":28,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":29,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":30,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":31,"dense_weight_expression":0.0068771035666667,"result":"6.8771035666667","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00333767665,"result":"3.33767665","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.004469003,"result":"4.469003","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00035658186666667,"result":"0.35658186666667","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":4.630836837783341,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":11.7225,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":11.8788,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":3.9534794801542,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"0","sign_material":"Flush/Stud mounted","description":null,"sequence_no":46},{"variable_id":25,"dense_weight_expression":11.521183333333,"result":"240.477528","sign_material":"Standard Raceway (6x2)","description":"Sign to be mounted onto 6\"x2\" Serviceable Raceway","sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":44.355786197443734,"result":590.3134669593701,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Standard Raceway","profit_factor":"1.00","no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":96,"width_of_line_2":36.16,"width_of_line_3":119.04,"width_of_line_4":null,"height_of_line_1":20.16,"height_of_line_2":19.84,"height_of_line_3":19.84,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":28,"perimeter_of_sign":138.83,"nested_area":15.63,"occupied_area":1.76,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":36.16,"other_dimension_of_sign":82.22,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1408},"TATDays":14,"testDenseWeight":44.355786197443734,"vendorName":"EpicCraftings Pakistan","quotationId":1408},"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:11] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 06:53:11"} 
[2026-04-07 06:53:13] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 06:53:13"} 
[2026-04-07 06:53:13] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":82.22,"sign_width":"120","dimensions":[{"id":"231871ec-8766-431c-9b24-71843e928c44","height":5.71,"width":3.49},{"id":"4b61c731-c2c6-4c11-a1fc-6d7cf89e920a","height":7.3,"width":10.16},{"id":"cb2c6887-5054-4918-89d8-52723c649693","height":5.71,"width":6.35},{"id":"20cbb7fe-0377-43ed-958f-916309d9c4d9","height":12.06,"width":9.84},{"id":"3469f678-dbf0-4f40-9de6-f65ca9f5889a","height":10.16,"width":10.79},{"id":"f04b0dbd-f0c0-4139-a49e-92a9c3131de5","height":17.14,"width":1.27},{"id":"a480f5ae-3cb9-4c3c-9f35-6995126fdbd6","height":8.57,"width":7.3},{"id":"18a29687-306b-4d12-a8e1-446f2b72f180","height":8.25,"width":9.21},{"id":"bc30e8c2-0304-49d2-99fa-ae8c829fbe15","height":18.41,"width":0.95},{"id":"f6cdc5e7-9808-48f7-b237-6358fe2f4eb7","height":6.98,"width":9.52},{"id":"acda0907-41a4-4315-b9fe-33b56a4d2536","height":18.73,"width":8.25},{"id":"cf3e3718-aab3-4e8e-be8a-5c9bda03895b","height":19.05,"width":1.27},{"id":"940b08fc-6fdc-4c0c-8552-1324ce0cc846","height":3.81,"width":4.76},{"id":"2980e10d-1207-4c53-99ea-f121e1bcfcb0","height":10.79,"width":8.57},{"id":"0af2afe6-18c4-4504-92fc-bcdae493a57f","height":13.02,"width":6.98},{"id":"ed8603c6-0448-4f66-8d9f-cb4e93d12979","height":5.4,"width":10.79},{"id":"3756be2f-8735-4d05-bf8b-cf8dc4f35026","height":2.54,"width":11.11},{"id":"0201b994-ec13-4c88-945e-64e6abbbae56","height":10.16,"width":13.02},{"id":"17aaea8e-d650-4547-9082-3f65e1b32851","height":11.43,"width":12.38},{"id":"1a2cabb2-3192-447f-81b5-23a22c7168fb","height":10.16,"width":8.25},{"id":"c8faa848-3c1e-4af6-8cc6-dcbbfbb78d09","height":15.24,"width":0.63},{"id":"d28c4639-1196-4554-b39e-2afdac7f6a15","height":4.13,"width":13.02},{"id":"52b8b0e2-fd38-49a4-a3ce-944a9a9a5b6b","height":4.44,"width":11.11},{"id":"b7d71cc1-fbb1-4a15-8962-2ea16d977d43","height":13.97,"width":4.13},{"id":"68a9a714-ad07-47d9-bcb0-46b5c364a66c","height":12.38,"width":4.76},{"id":"52af810b-5ef9-41dd-bfff-fb9e13467e41","height":19.05,"width":18.73},{"id":"3cc24b91-17c0-4991-8007-fce171ac1b88","height":5.71,"width":3.17},{"id":"9b8682f4-34b5-4ced-98c9-2b610a7f7b1f","height":16.83,"width":13.02}]},"timestamp":"2026-04-07 06:53:13"} 
[2026-04-07 06:53:13] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 06:53:13"} 
[2026-04-07 06:53:13] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":82.22,"sign_width":"120","dimensions":[{"id":"231871ec-8766-431c-9b24-71843e928c44","height":5.71,"width":3.49},{"id":"4b61c731-c2c6-4c11-a1fc-6d7cf89e920a","height":7.3,"width":10.16},{"id":"cb2c6887-5054-4918-89d8-52723c649693","height":5.71,"width":6.35},{"id":"20cbb7fe-0377-43ed-958f-916309d9c4d9","height":12.06,"width":9.84},{"id":"3469f678-dbf0-4f40-9de6-f65ca9f5889a","height":10.16,"width":10.79},{"id":"f04b0dbd-f0c0-4139-a49e-92a9c3131de5","height":17.14,"width":1.27},{"id":"a480f5ae-3cb9-4c3c-9f35-6995126fdbd6","height":8.57,"width":7.3},{"id":"18a29687-306b-4d12-a8e1-446f2b72f180","height":8.25,"width":9.21},{"id":"bc30e8c2-0304-49d2-99fa-ae8c829fbe15","height":18.41,"width":0.95},{"id":"f6cdc5e7-9808-48f7-b237-6358fe2f4eb7","height":6.98,"width":9.52},{"id":"acda0907-41a4-4315-b9fe-33b56a4d2536","height":18.73,"width":8.25},{"id":"cf3e3718-aab3-4e8e-be8a-5c9bda03895b","height":19.05,"width":1.27},{"id":"940b08fc-6fdc-4c0c-8552-1324ce0cc846","height":3.81,"width":4.76},{"id":"2980e10d-1207-4c53-99ea-f121e1bcfcb0","height":10.79,"width":8.57},{"id":"0af2afe6-18c4-4504-92fc-bcdae493a57f","height":13.02,"width":6.98},{"id":"ed8603c6-0448-4f66-8d9f-cb4e93d12979","height":5.4,"width":10.79},{"id":"3756be2f-8735-4d05-bf8b-cf8dc4f35026","height":2.54,"width":11.11},{"id":"0201b994-ec13-4c88-945e-64e6abbbae56","height":10.16,"width":13.02},{"id":"17aaea8e-d650-4547-9082-3f65e1b32851","height":11.43,"width":12.38},{"id":"1a2cabb2-3192-447f-81b5-23a22c7168fb","height":10.16,"width":8.25},{"id":"c8faa848-3c1e-4af6-8cc6-dcbbfbb78d09","height":15.24,"width":0.63},{"id":"d28c4639-1196-4554-b39e-2afdac7f6a15","height":4.13,"width":13.02},{"id":"52b8b0e2-fd38-49a4-a3ce-944a9a9a5b6b","height":4.44,"width":11.11},{"id":"b7d71cc1-fbb1-4a15-8962-2ea16d977d43","height":13.97,"width":4.13},{"id":"68a9a714-ad07-47d9-bcb0-46b5c364a66c","height":12.38,"width":4.76},{"id":"52af810b-5ef9-41dd-bfff-fb9e13467e41","height":19.05,"width":18.73},{"id":"3cc24b91-17c0-4991-8007-fce171ac1b88","height":5.71,"width":3.17},{"id":"9b8682f4-34b5-4ced-98c9-2b610a7f7b1f","height":16.83,"width":13.02}]}},"timestamp":"2026-04-07 06:53:13"} 
[2026-04-07 06:53:13] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 06:53:13"} 
[2026-04-07 06:53:13] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 06:53:13"} 
[2026-04-07 06:53:13] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-04-07 06:53:13"} 
[2026-04-07 06:53:14] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":82.22,"sign_width":"120","shipping_weight":93.5,"shape":"rectangular","dimensions":[{"id":"231871ec-8766-431c-9b24-71843e928c44","height":5.71,"width":3.49},{"id":"4b61c731-c2c6-4c11-a1fc-6d7cf89e920a","height":7.3,"width":10.16},{"id":"cb2c6887-5054-4918-89d8-52723c649693","height":5.71,"width":6.35},{"id":"20cbb7fe-0377-43ed-958f-916309d9c4d9","height":12.06,"width":9.84},{"id":"3469f678-dbf0-4f40-9de6-f65ca9f5889a","height":10.16,"width":10.79},{"id":"f04b0dbd-f0c0-4139-a49e-92a9c3131de5","height":17.14,"width":1.27},{"id":"a480f5ae-3cb9-4c3c-9f35-6995126fdbd6","height":8.57,"width":7.3},{"id":"18a29687-306b-4d12-a8e1-446f2b72f180","height":8.25,"width":9.21},{"id":"bc30e8c2-0304-49d2-99fa-ae8c829fbe15","height":18.41,"width":0.95},{"id":"f6cdc5e7-9808-48f7-b237-6358fe2f4eb7","height":6.98,"width":9.52},{"id":"acda0907-41a4-4315-b9fe-33b56a4d2536","height":18.73,"width":8.25},{"id":"cf3e3718-aab3-4e8e-be8a-5c9bda03895b","height":19.05,"width":1.27},{"id":"940b08fc-6fdc-4c0c-8552-1324ce0cc846","height":3.81,"width":4.76},{"id":"2980e10d-1207-4c53-99ea-f121e1bcfcb0","height":10.79,"width":8.57},{"id":"0af2afe6-18c4-4504-92fc-bcdae493a57f","height":13.02,"width":6.98},{"id":"ed8603c6-0448-4f66-8d9f-cb4e93d12979","height":5.4,"width":10.79},{"id":"3756be2f-8735-4d05-bf8b-cf8dc4f35026","height":2.54,"width":11.11},{"id":"0201b994-ec13-4c88-945e-64e6abbbae56","height":10.16,"width":13.02},{"id":"17aaea8e-d650-4547-9082-3f65e1b32851","height":11.43,"width":12.38},{"id":"1a2cabb2-3192-447f-81b5-23a22c7168fb","height":10.16,"width":8.25},{"id":"c8faa848-3c1e-4af6-8cc6-dcbbfbb78d09","height":15.24,"width":0.63},{"id":"d28c4639-1196-4554-b39e-2afdac7f6a15","height":4.13,"width":13.02},{"id":"52b8b0e2-fd38-49a4-a3ce-944a9a9a5b6b","height":4.44,"width":11.11},{"id":"b7d71cc1-fbb1-4a15-8962-2ea16d977d43","height":13.97,"width":4.13},{"id":"68a9a714-ad07-47d9-bcb0-46b5c364a66c","height":12.38,"width":4.76},{"id":"52af810b-5ef9-41dd-bfff-fb9e13467e41","height":19.05,"width":18.73},{"id":"3cc24b91-17c0-4991-8007-fce171ac1b88","height":5.71,"width":3.17},{"id":"9b8682f4-34b5-4ced-98c9-2b610a7f7b1f","height":16.83,"width":13.02}]}},"timestamp":"2026-04-07 06:53:14"} 
[2026-04-07 06:53:14] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 06:53:14"} 
[2026-04-07 06:53:14] local.INFO: Input Parameters {"data":{"dimensions_count":28,"shape":"rectangular"},"timestamp":"2026-04-07 06:53:14"} 
[2026-04-07 06:53:14] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 06:53:14"} 
[2026-04-07 06:53:14] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 06:53:14"} 
[2026-04-07 06:53:14] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-04-07 06:53:14"} 
[2026-04-07 06:55:06] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpB6FC.tmp"}},"file_present":true},"timestamp":"2026-04-07 06:55:06"} 
[2026-04-07 06:55:06] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-07 06:55:06"} 
[2026-04-07 06:55:08] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":14},"timestamp":"2026-04-07 06:55:08"} 
[2026-04-07 06:55:08] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":0},"timestamp":"2026-04-07 06:55:08"} 
[2026-04-07 06:55:08] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":28},"timestamp":"2026-04-07 06:55:08"} 
[2026-04-07 06:55:08] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":28},"timestamp":"2026-04-07 06:55:08"} 
[2026-04-07 06:55:08] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-07 06:55:08"} 
[2026-04-07 06:55:08] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2026-01-05 100345.png","query_param":"width","query_value":"120","file_size":26333},"timestamp":"2026-04-07 06:55:08"} 
[2026-04-07 06:55:08] local.INFO: Detected Objects from Image-to-Text API 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9TdPtXCAqlf0c4ypkZHWb9uinVDHW4dG+bRYuqm6vu+0VDfttKm5y9xfv4Ss71FLizM8VfvAP12+Y2D37OhosV4Z5iJ0RHWDA0x3hnmF31rRXGJ/2fkfwCyWPVk/FK7QQAAAABJRU5ErkJggg==","detection_approach":"extra_light_color_detection"},{"index":302,"position":{"x":78,"y":3,"width":10,"height":18},"scaled_width":3.17,"scaled_height":5.71,"actual_filled_area":3.22,"bounding_box_area":18,"exact_perimeter":16.4,"approximate_perimeter":15.9,"convex_hull_perimeter":14.46,"perimeter_pixels":51.65685424949238,"original_contour_points":11,"approximation_points":5,"shape_analysis":{"aspect_ratio":1.8,"compactness":0.1504,"perimeter_to_area_ratio":5.0932},"image_base64":"data:image/png;base64,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","detection_approach":"extra_light_color_detection"},{"index":303,"position":{"x":39,"y":3,"width":41,"height":53},"scaled_width":13.02,"scaled_height":16.83,"actual_filled_area":19.05,"bounding_box_area":219,"exact_perimeter":107.37,"approximate_perimeter":91.94,"convex_hull_perimeter":48.44,"perimeter_pixels":338.2253967444165,"original_contour_points":79,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.29,"compactness":0.0208,"perimeter_to_area_ratio":5.6362},"image_base64":"data:image/png;base64,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","detection_approach":"extra_light_color_detection"}]},"timestamp":"2026-04-07 06:55:08"} 
[2026-04-07 06:55:08] local.INFO: Nested area calculated {"data":{"nestedArea":2250.556},"timestamp":"2026-04-07 06:55:08"} 
[2026-04-07 06:55:08] local.INFO: Mapped objects from Image-to-Text API 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D8nDR5+0mGi8NtYkT6pkKjgMTam5YpYCPiVYmGdUM6aGRtmyZpIPTazll0fX/UT635Ta5PFywY6cOsXZ3jxvzM9yqSqpvTRlsc8IYtTJQJuw9/hdDb/2mR89aZaarRDqt6ozjyAxIqn5FDFxy1CHzaPjbJ1Yy6NjN+di4U0vzP727Cl77cI5pruXma/7LKZIzyLF6BBRFEvCf9z76SvG/exzT1jLZ9TdPtXCAqlf0c4ypkZHWb9uinVDHW4dG+bRYuqm6vu+0VDfttKm5y9xfv4Ss71FLizM8VfvAP12+Y2D37OhosV4Z5iJ0RHWDA0x3hnmF31rRXGJ/2fkfwCyWPVk/FK7QQAAAABJRU5ErkJggg=="},{"id":"012533e7-41be-4519-ab0b-e03279efc67d","height":5.71,"width":3.17,"perimeter":16.4,"area":3.22,"image":"data:image/png;base64,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"},{"id":"f24a570e-f96f-41c5-9275-6573339a5930","height":16.83,"width":13.02,"perimeter":107.37,"area":19.05,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-07 06:55:08"} 
[2026-04-07 06:55:08] local.INFO: Number of letters detected {"data":{"noOfLetters":28},"timestamp":"2026-04-07 06:55:08"} 
[2026-04-07 06:55:08] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1665.9200000000005,"perimeter_in_feet":138.83},"timestamp":"2026-04-07 06:55:08"} 
[2026-04-07 06:55:08] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[3.58,9.12,4.13,6.65,13.61,5.44,8.21,4.84,9.83,3.53,8.67,5.59,4.28,9.73,19.5,3.98,10.83,9.32,13.91,5.9,4.74,10.48,5.19,4.18,3.33,42.83,3.22,19.05],"actualFilledAreaSum":253.67000000000004},"timestamp":"2026-04-07 06:55:08"} 
[2026-04-07 06:55:08] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":1.76},"timestamp":"2026-04-07 06:55:08"} 
[2026-04-07 06:55:08] local.INFO: Average character height calculated {"data":{"avgCharHeight":10.611785714285714},"timestamp":"2026-04-07 06:55:08"} 
[2026-04-07 06:55:08] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":378.0,"originalHeight":259.0,"ratio":1.4594594594594594},"timestamp":"2026-04-07 06:55:08"} 
[2026-04-07 06:55:08] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":82.22},"timestamp":"2026-04-07 06:55:08"} 
[2026-04-07 06:55:09] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"11520\" height=\"7893.333333333333\" viewBox=\"0 0 378 259\">
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06:55:09"} 
[2026-04-07 06:55:09] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1409,"no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":96,"width_of_line_2":36.16,"width_of_line_3":119.04,"width_of_line_4":null,"height_of_line_1":20.16,"height_of_line_2":19.84,"height_of_line_3":19.84,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":28,"perimeter_of_sign":138.83,"nested_area":15.63,"occupied_area":1.76,"avg_char_height":"Less than 24 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\"},{\"id\":\"012533e7-41be-4519-ab0b-e03279efc67d\",\"height\":5.71,\"width\":3.17,\"perimeter\":16.4,\"area\":3.22,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"f24a570e-f96f-41c5-9275-6573339a5930\",\"height\":16.83,\"width\":13.02,\"perimeter\":107.37,\"area\":19.05,\"image\":\"data:image\\/png;base64,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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 06:55:09"} 
[2026-04-07 06:55:10] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":96,"width_of_line_2":36.16,"width_of_line_3":119.04,"width_of_line_4":null,"height_of_line_1":20.16,"height_of_line_2":19.84,"height_of_line_3":19.84,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":28,"perimeter_of_sign":138.83,"nested_area":15.63,"occupied_area":1.76,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":36.16,"other_dimension_of_sign":82.22,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1409}},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0.88528"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"45.2150892"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"4.373145"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"30.7911057"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":1.54},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":60.8238324},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"1.2504"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"59.72223"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"1.118"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"3.78"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"19.502"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.004416888091000001},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":4.416888091000001},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0003508036729166668},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.35080367291666675},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.0033461273416666676},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":3.346127341666667},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0068771035666667"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"6.8771035666667"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00333767665"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"3.33767665"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.004469003"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"4.469003"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00035658186666667"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.35658186666667"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":4.630836837783341},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":11.7225},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"11.8788"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"3.9534794801542"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":297.17107832669996,"totalDenseWeight_before_formula":28.80225866434312},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":326.88818615937},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":28,"totalDenseWeight":31.682484530777437},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":28,"sign_depth":"1"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":3.49,"height":5.71,"depth":"1"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":10.16,"height":7.3,"depth":"1"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":6.35,"height":5.71,"depth":"1"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":9.84,"height":12.06,"depth":"1"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":10.79,"height":10.16,"depth":"1"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":1.27,"height":17.14,"depth":"1"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":7.3,"height":8.57,"depth":"1"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":9.21,"height":8.25,"depth":"1"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":0.95,"height":18.41,"depth":"1"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":9.52,"height":6.98,"depth":"1"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":8.25,"height":18.73,"depth":"1"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":1.27,"height":19.05,"depth":"1"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":4.76,"height":3.81,"depth":"1"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":8.57,"height":10.79,"depth":"1"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-15","width":6.98,"height":13.02,"depth":"1"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-16","width":10.79,"height":5.4,"depth":"1"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-17","width":11.11,"height":2.54,"depth":"1"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-18","width":13.02,"height":10.16,"depth":"1"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-19","width":12.38,"height":11.43,"depth":"1"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-20","width":8.25,"height":10.16,"depth":"1"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-21","width":0.63,"height":15.24,"depth":"1"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-22","width":13.02,"height":4.13,"depth":"1"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-23","width":11.11,"height":4.44,"depth":"1"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-24","width":4.13,"height":13.97,"depth":"1"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-25","width":4.76,"height":12.38,"depth":"1"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-26","width":18.73,"height":19.05,"depth":"1"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-27","width":3.17,"height":5.71,"depth":"1"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-28","width":13.02,"height":16.83,"depth":"1"},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:10] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775544910_3eeeaf17d05ca1ba349600206dec7290","bins_packed":[{"bin_data":{"w":11.7,"h":19.35,"d":19.03,"id":"unique","used_space":72.6919,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":19.35,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b76f566fc5c8c41fe54881fc0b380567/1775544910-9303-8826628.svg","items":[{"id":"item-26","w":19.03,"h":19.35,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b76f566fc5c8c41fe54881fc0b380567/1775544910-9282-4699852.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-28","w":13.32,"h":17.13,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b76f566fc5c8c41fe54881fc0b380567/1775544910-9283-5828652.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-25","w":5.06,"h":12.68,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b76f566fc5c8c41fe54881fc0b380567/1775544910-9284-5457674.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-18","w":13.32,"h":10.46,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b76f566fc5c8c41fe54881fc0b380567/1775544910-9285-2552171.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-22","w":13.32,"h":4.43,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/b76f566fc5c8c41fe54881fc0b380567/1775544910-9285-2373912.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels 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[2026-04-07 06:55:10] local.INFO: Box added from packed bin {"data":{"length":19.03,"width":11.7,"height":19.35,"denseWeight":31.682484530777437},"timestamp":"2026-04-07 06:55:10"} 
[2026-04-07 06:55:11] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":21.03,"width":13.7,"height":21.6},"quantity":1,"denseWeight":31.682484530777437}],"cheapestShippingCost":344.29,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":21.03,"width":13.7,"height":21.6},"denseWeight":31.682484530777437,"volumetricWeight":20.5,"higherWeight":31.682484530777437,"quantity":1}],"totalHigherWeight":31.682484530777437,"DS":0,"rate":404.1319709609544,"tariffAndDS":404.1319709609544,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":691.9323899774429,"totalShipmentCostFormula":"((tariffAndDS (404.13197096095) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 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Standard","boxWeights":[{"size":{"length":21.03,"width":13.7,"height":21.6},"denseWeight":31.682484530777437,"volumetricWeight":20.5,"higherWeight":31.682484530777437,"quantity":1}],"totalHigherWeight":31.682484530777437,"DS":0,"rate":343.4381323136274,"tariffAndDS":343.4381323136274,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":585.6307032211975,"totalShipmentCostFormula":"(( tariffAndDS (343.43813231363) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 585.6307032212","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":0,"career_name":"UPS Pakistan Heavy Expedited 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[2026-04-07 06:55:11] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 06:55:11"} 
[2026-04-07 06:55:11] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 06:55:11"} 
[2026-04-07 06:55:11] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":82.22,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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Standard","boxWeights":[{"size":{"length":21.03,"width":13.7,"height":21.6},"denseWeight":31.682484530777437,"volumetricWeight":20.5,"higherWeight":31.682484530777437,"quantity":1}],"totalHigherWeight":31.682484530777437,"DS":0,"rate":343.4381323136274,"tariffAndDS":343.4381323136274,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":585.6307032211975,"totalShipmentCostFormula":"(( tariffAndDS (343.43813231363) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 585.6307032212","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":0,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":21.03,"width":13.7,"height":21.6},"denseWeight":31.682484530777437,"volumetricWeight":20.5,"higherWeight":31.682484530777437,"quantity":1}],"totalHigherWeight":31.682484530777437,"DS":31.682484530777437,"rate":205.51,"tariffAndDS":237.19248453077742,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":406.00160867138317,"totalShipmentCostFormula":"(((tariffAndDS (237.19248453078) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 406.00160867138","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":21.03,"width":13.7,"height":21.6},"denseWeight":31.682484530777437,"volumetricWeight":20.5,"higherWeight":31.682484530777437,"quantity":1}],"totalHigherWeight":31.682484530777437,"DS":0,"rate":766.8248453077744,"tariffAndDS":766.8248453077744,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":766.8248453077744,"totalShipmentCostFormula":"((tariffAndDS (766.82484530777) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 766.82484530777","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","overBreachSurcharge":0,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":21.03,"width":13.7,"height":21.6},"denseWeight":31.682484530777437,"volumetricWeight":20.5,"higherWeight":31.682484530777437,"quantity":1}],"totalHigherWeight":31.682484530777437,"DS":31.682484530777437,"rate":205.51,"tariffAndDS":237.19248453077742,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":406.00160867138317,"totalShipmentCostFormula":"(((tariffAndDS (237.19248453078) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 406.00160867138","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},"9":{"career":"ups_pakistan_heavy_saver_k0f572","overBreachSurcharge":0,"career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":21.03,"width":13.7,"height":21.6},"denseWeight":31.682484530777437,"volumetricWeight":20.5,"higherWeight":31.682484530777437,"quantity":1}],"totalHigherWeight":31.682484530777437,"DS":31.682484530777437,"rate":224.83999999999997,"tariffAndDS":256.52248453077743,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":438.90126867138315,"totalShipmentCostFormula":"(((tariffAndDS (256.52248453078) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 438.90126867138","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},"10":{"career":"ups_pakistan_small","overBreachSurcharge":0,"career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":21.03,"width":13.7,"height":21.6},"denseWeight":31.682484530777437,"volumetricWeight":20.5,"higherWeight":31.682484530777437,"quantity":1}],"totalHigherWeight":31.682484530777437,"DS":31.682484530777437,"rate":223.83999999999997,"tariffAndDS":255.5224845307774,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":437.1992686713831,"totalShipmentCostFormula":"(((tariffAndDS (255.52248453078) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 437.19926867138","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]}}},"cheapest_shipping_cost_usd":350.0,"totalCost":900.0,"productionResults":[{"material_id":1,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft 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Certified","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.004416888091000001,"result":4.416888091000001,"sign_material":"Epoxy Primer 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Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":3.9534794801542,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":31.682484530777437,"result":326.88818615937,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":96,"width_of_line_2":36.16,"width_of_line_3":119.04,"width_of_line_4":null,"height_of_line_1":20.16,"height_of_line_2":19.84,"height_of_line_3":19.84,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":28,"perimeter_of_sign":138.83,"nested_area":15.63,"occupied_area":1.76,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":36.16,"other_dimension_of_sign":82.22,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1409},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1409},"timestamp":"2026-04-07 06:55:11"} 
[2026-04-07 06:55:11] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 06:55:11"} 
[2026-04-07 06:55:12] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":82.22,"sign_width":"120","dimensions":[{"id":"13f1c264-3353-4769-89c6-ed4f9ebf69fd","height":5.71,"width":3.49},{"id":"c04888f4-9256-42b5-9ce1-972ebaf8cd4c","height":7.3,"width":10.16},{"id":"662a1ca8-219a-413b-aca8-97dc6dcbdf48","height":5.71,"width":6.35},{"id":"3d955e6b-6d6f-44c6-924b-74e9ed60bcf1","height":12.06,"width":9.84},{"id":"da4a02ef-4c12-4936-a682-42a46181f4fd","height":10.16,"width":10.79},{"id":"25bfcb3d-66d9-4d62-8790-108daecdfbc3","height":17.14,"width":1.27},{"id":"40e8f5a9-30c5-4e64-8cd3-36bb9277cb86","height":8.57,"width":7.3},{"id":"5ad654ae-97d3-44e3-8b29-533c531e0c49","height":8.25,"width":9.21},{"id":"9d2cf168-5799-4fd0-a955-40ae0e7bfea9","height":18.41,"width":0.95},{"id":"769ce280-4d81-4f90-b137-e42eaadf315f","height":6.98,"width":9.52},{"id":"cf42ef79-fe18-46fa-ba42-6d810273d07d","height":18.73,"width":8.25},{"id":"9da35a46-8af0-48cc-b810-e7d6dae9610c","height":19.05,"width":1.27},{"id":"c9078a05-d4f7-413e-bff8-56e25be4f76c","height":3.81,"width":4.76},{"id":"acea1d58-3475-4c44-9370-a34e2f8659fc","height":10.79,"width":8.57},{"id":"75548f0f-d643-4e9f-ab14-f7473514fedb","height":13.02,"width":6.98},{"id":"d44fd353-9fb6-4ddb-8ff9-04684ae86cd0","height":5.4,"width":10.79},{"id":"601fef24-3221-4c89-9b87-04827b70c36a","height":2.54,"width":11.11},{"id":"0697a2d5-6bb4-4299-a444-86cdeea50d63","height":10.16,"width":13.02},{"id":"524ad0e4-6d72-48fe-b8e8-45078dfd74f7","height":11.43,"width":12.38},{"id":"d7203c4d-b545-409a-bf48-d8ab56f5405b","height":10.16,"width":8.25},{"id":"89326115-a54d-4d77-af4f-9eddfbae5f89","height":15.24,"width":0.63},{"id":"26181a97-4447-4541-92f2-9e4fe971c8c9","height":4.13,"width":13.02},{"id":"d985fb61-27cd-4a17-8ced-1b0f0d31256d","height":4.44,"width":11.11},{"id":"0abe88e5-0d3f-4cf7-bd35-4c157b282473","height":13.97,"width":4.13},{"id":"564638cf-efa5-4e7b-8218-7f0289d247c3","height":12.38,"width":4.76},{"id":"896e1c7f-dea9-4a0d-b0a9-cf0795974339","height":19.05,"width":18.73},{"id":"012533e7-41be-4519-ab0b-e03279efc67d","height":5.71,"width":3.17},{"id":"f24a570e-f96f-41c5-9275-6573339a5930","height":16.83,"width":13.02}]},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":82.22,"sign_width":"120","dimensions":[{"id":"13f1c264-3353-4769-89c6-ed4f9ebf69fd","height":5.71,"width":3.49},{"id":"c04888f4-9256-42b5-9ce1-972ebaf8cd4c","height":7.3,"width":10.16},{"id":"662a1ca8-219a-413b-aca8-97dc6dcbdf48","height":5.71,"width":6.35},{"id":"3d955e6b-6d6f-44c6-924b-74e9ed60bcf1","height":12.06,"width":9.84},{"id":"da4a02ef-4c12-4936-a682-42a46181f4fd","height":10.16,"width":10.79},{"id":"25bfcb3d-66d9-4d62-8790-108daecdfbc3","height":17.14,"width":1.27},{"id":"40e8f5a9-30c5-4e64-8cd3-36bb9277cb86","height":8.57,"width":7.3},{"id":"5ad654ae-97d3-44e3-8b29-533c531e0c49","height":8.25,"width":9.21},{"id":"9d2cf168-5799-4fd0-a955-40ae0e7bfea9","height":18.41,"width":0.95},{"id":"769ce280-4d81-4f90-b137-e42eaadf315f","height":6.98,"width":9.52},{"id":"cf42ef79-fe18-46fa-ba42-6d810273d07d","height":18.73,"width":8.25},{"id":"9da35a46-8af0-48cc-b810-e7d6dae9610c","height":19.05,"width":1.27},{"id":"c9078a05-d4f7-413e-bff8-56e25be4f76c","height":3.81,"width":4.76},{"id":"acea1d58-3475-4c44-9370-a34e2f8659fc","height":10.79,"width":8.57},{"id":"75548f0f-d643-4e9f-ab14-f7473514fedb","height":13.02,"width":6.98},{"id":"d44fd353-9fb6-4ddb-8ff9-04684ae86cd0","height":5.4,"width":10.79},{"id":"601fef24-3221-4c89-9b87-04827b70c36a","height":2.54,"width":11.11},{"id":"0697a2d5-6bb4-4299-a444-86cdeea50d63","height":10.16,"width":13.02},{"id":"524ad0e4-6d72-48fe-b8e8-45078dfd74f7","height":11.43,"width":12.38},{"id":"d7203c4d-b545-409a-bf48-d8ab56f5405b","height":10.16,"width":8.25},{"id":"89326115-a54d-4d77-af4f-9eddfbae5f89","height":15.24,"width":0.63},{"id":"26181a97-4447-4541-92f2-9e4fe971c8c9","height":4.13,"width":13.02},{"id":"d985fb61-27cd-4a17-8ced-1b0f0d31256d","height":4.44,"width":11.11},{"id":"0abe88e5-0d3f-4cf7-bd35-4c157b282473","height":13.97,"width":4.13},{"id":"564638cf-efa5-4e7b-8218-7f0289d247c3","height":12.38,"width":4.76},{"id":"896e1c7f-dea9-4a0d-b0a9-cf0795974339","height":19.05,"width":18.73},{"id":"012533e7-41be-4519-ab0b-e03279efc67d","height":5.71,"width":3.17},{"id":"f24a570e-f96f-41c5-9275-6573339a5930","height":16.83,"width":13.02}]}},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"13f1c264-3353-4769-89c6-ed4f9ebf69fd","height":5.71,"width":3.49},{"id":"c04888f4-9256-42b5-9ce1-972ebaf8cd4c","height":7.3,"width":10.16},{"id":"662a1ca8-219a-413b-aca8-97dc6dcbdf48","height":5.71,"width":6.35},{"id":"3d955e6b-6d6f-44c6-924b-74e9ed60bcf1","height":12.06,"width":9.84},{"id":"da4a02ef-4c12-4936-a682-42a46181f4fd","height":10.16,"width":10.79},{"id":"25bfcb3d-66d9-4d62-8790-108daecdfbc3","height":17.14,"width":1.27},{"id":"40e8f5a9-30c5-4e64-8cd3-36bb9277cb86","height":8.57,"width":7.3},{"id":"5ad654ae-97d3-44e3-8b29-533c531e0c49","height":8.25,"width":9.21},{"id":"9d2cf168-5799-4fd0-a955-40ae0e7bfea9","height":18.41,"width":0.95},{"id":"769ce280-4d81-4f90-b137-e42eaadf315f","height":6.98,"width":9.52},{"id":"cf42ef79-fe18-46fa-ba42-6d810273d07d","height":18.73,"width":8.25},{"id":"9da35a46-8af0-48cc-b810-e7d6dae9610c","height":19.05,"width":1.27},{"id":"c9078a05-d4f7-413e-bff8-56e25be4f76c","height":3.81,"width":4.76},{"id":"acea1d58-3475-4c44-9370-a34e2f8659fc","height":10.79,"width":8.57},{"id":"75548f0f-d643-4e9f-ab14-f7473514fedb","height":13.02,"width":6.98},{"id":"d44fd353-9fb6-4ddb-8ff9-04684ae86cd0","height":5.4,"width":10.79},{"id":"601fef24-3221-4c89-9b87-04827b70c36a","height":2.54,"width":11.11},{"id":"0697a2d5-6bb4-4299-a444-86cdeea50d63","height":10.16,"width":13.02},{"id":"524ad0e4-6d72-48fe-b8e8-45078dfd74f7","height":11.43,"width":12.38},{"id":"d7203c4d-b545-409a-bf48-d8ab56f5405b","height":10.16,"width":8.25},{"id":"89326115-a54d-4d77-af4f-9eddfbae5f89","height":15.24,"width":0.63},{"id":"26181a97-4447-4541-92f2-9e4fe971c8c9","height":4.13,"width":13.02},{"id":"d985fb61-27cd-4a17-8ced-1b0f0d31256d","height":4.44,"width":11.11},{"id":"0abe88e5-0d3f-4cf7-bd35-4c157b282473","height":13.97,"width":4.13},{"id":"564638cf-efa5-4e7b-8218-7f0289d247c3","height":12.38,"width":4.76},{"id":"896e1c7f-dea9-4a0d-b0a9-cf0795974339","height":19.05,"width":18.73},{"id":"012533e7-41be-4519-ab0b-e03279efc67d","height":5.71,"width":3.17},{"id":"f24a570e-f96f-41c5-9275-6573339a5930","height":16.83,"width":13.02}],"sign_height_raw":82.22,"sign_width_raw":"120"},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":83.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"13f1c264-3353-4769-89c6-ed4f9ebf69fd","height":5.71,"width":3.49,"ceilHeight":6.0,"ceilWidth":4.0,"biggerDimension":6.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":5,"sign_type_id":1,"heightOrWidth":"6.00","return":2,"price":64,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"c04888f4-9256-42b5-9ce1-972ebaf8cd4c","height":7.3,"width":10.16,"ceilHeight":8.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":15,"sign_type_id":1,"heightOrWidth":"11.00","return":2,"price":91,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"662a1ca8-219a-413b-aca8-97dc6dcbdf48","height":5.71,"width":6.35,"ceilHeight":6.0,"ceilWidth":7.0,"biggerDimension":7.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":7,"sign_type_id":1,"heightOrWidth":"7.00","return":2,"price":67,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"3d955e6b-6d6f-44c6-924b-74e9ed60bcf1","height":12.06,"width":9.84,"ceilHeight":13.0,"ceilWidth":10.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"da4a02ef-4c12-4936-a682-42a46181f4fd","height":10.16,"width":10.79,"ceilHeight":11.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":15,"sign_type_id":1,"heightOrWidth":"11.00","return":2,"price":91,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"25bfcb3d-66d9-4d62-8790-108daecdfbc3","height":17.14,"width":1.27,"ceilHeight":18.0,"ceilWidth":2.0,"biggerDimension":18.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":29,"sign_type_id":1,"heightOrWidth":"18.00","return":2,"price":175,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"40e8f5a9-30c5-4e64-8cd3-36bb9277cb86","height":8.57,"width":7.3,"ceilHeight":9.0,"ceilWidth":8.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"5ad654ae-97d3-44e3-8b29-533c531e0c49","height":8.25,"width":9.21,"ceilHeight":9.0,"ceilWidth":10.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":13,"sign_type_id":1,"heightOrWidth":"10.00","return":2,"price":82,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"9d2cf168-5799-4fd0-a955-40ae0e7bfea9","height":18.41,"width":0.95,"ceilHeight":19.0,"ceilWidth":1.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":31,"sign_type_id":1,"heightOrWidth":"19.00","return":2,"price":187,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"769ce280-4d81-4f90-b137-e42eaadf315f","height":6.98,"width":9.52,"ceilHeight":7.0,"ceilWidth":10.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":13,"sign_type_id":1,"heightOrWidth":"10.00","return":2,"price":82,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"cf42ef79-fe18-46fa-ba42-6d810273d07d","height":18.73,"width":8.25,"ceilHeight":19.0,"ceilWidth":9.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":31,"sign_type_id":1,"heightOrWidth":"19.00","return":2,"price":187,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"9da35a46-8af0-48cc-b810-e7d6dae9610c","height":19.05,"width":1.27,"ceilHeight":20.0,"ceilWidth":2.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":33,"sign_type_id":1,"heightOrWidth":"20.00","return":2,"price":199,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"c9078a05-d4f7-413e-bff8-56e25be4f76c","height":3.81,"width":4.76,"ceilHeight":4.0,"ceilWidth":5.0,"biggerDimension":5.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":3,"sign_type_id":1,"heightOrWidth":"5.00","return":2,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"acea1d58-3475-4c44-9370-a34e2f8659fc","height":10.79,"width":8.57,"ceilHeight":11.0,"ceilWidth":9.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":15,"sign_type_id":1,"heightOrWidth":"11.00","return":2,"price":91,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"75548f0f-d643-4e9f-ab14-f7473514fedb","height":13.02,"width":6.98,"ceilHeight":14.0,"ceilWidth":7.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":21,"sign_type_id":1,"heightOrWidth":"14.00","return":2,"price":122,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"d44fd353-9fb6-4ddb-8ff9-04684ae86cd0","height":5.4,"width":10.79,"ceilHeight":6.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":15,"sign_type_id":1,"heightOrWidth":"11.00","return":2,"price":91,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"601fef24-3221-4c89-9b87-04827b70c36a","height":2.54,"width":11.11,"ceilHeight":3.0,"ceilWidth":12.0,"biggerDimension":12.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":17,"sign_type_id":1,"heightOrWidth":"12.00","return":2,"price":101,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"0697a2d5-6bb4-4299-a444-86cdeea50d63","height":10.16,"width":13.02,"ceilHeight":11.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":21,"sign_type_id":1,"heightOrWidth":"14.00","return":2,"price":122,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"524ad0e4-6d72-48fe-b8e8-45078dfd74f7","height":11.43,"width":12.38,"ceilHeight":12.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"d7203c4d-b545-409a-bf48-d8ab56f5405b","height":10.16,"width":8.25,"ceilHeight":11.0,"ceilWidth":9.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":15,"sign_type_id":1,"heightOrWidth":"11.00","return":2,"price":91,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"89326115-a54d-4d77-af4f-9eddfbae5f89","height":15.24,"width":0.63,"ceilHeight":16.0,"ceilWidth":1.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":25,"sign_type_id":1,"heightOrWidth":"16.00","return":2,"price":151,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"26181a97-4447-4541-92f2-9e4fe971c8c9","height":4.13,"width":13.02,"ceilHeight":5.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":21,"sign_type_id":1,"heightOrWidth":"14.00","return":2,"price":122,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"d985fb61-27cd-4a17-8ced-1b0f0d31256d","height":4.44,"width":11.11,"ceilHeight":5.0,"ceilWidth":12.0,"biggerDimension":12.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":17,"sign_type_id":1,"heightOrWidth":"12.00","return":2,"price":101,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"0abe88e5-0d3f-4cf7-bd35-4c157b282473","height":13.97,"width":4.13,"ceilHeight":14.0,"ceilWidth":5.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":21,"sign_type_id":1,"heightOrWidth":"14.00","return":2,"price":122,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"564638cf-efa5-4e7b-8218-7f0289d247c3","height":12.38,"width":4.76,"ceilHeight":13.0,"ceilWidth":5.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"896e1c7f-dea9-4a0d-b0a9-cf0795974339","height":19.05,"width":18.73,"ceilHeight":20.0,"ceilWidth":19.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":33,"sign_type_id":1,"heightOrWidth":"20.00","return":2,"price":199,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"012533e7-41be-4519-ab0b-e03279efc67d","height":5.71,"width":3.17,"ceilHeight":6.0,"ceilWidth":4.0,"biggerDimension":6.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":5,"sign_type_id":1,"heightOrWidth":"6.00","return":2,"price":64,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"f24a570e-f96f-41c5-9275-6573339a5930","height":16.83,"width":13.02,"ceilHeight":17.0,"ceilWidth":14.0,"biggerDimension":17.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":27,"sign_type_id":1,"heightOrWidth":"17.00","return":2,"price":163,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":28,"baseProductionCost":3250,"result":[{"id":"13f1c264-3353-4769-89c6-ed4f9ebf69fd","height":5.71,"width":3.49,"depth":2,"price":64},{"id":"c04888f4-9256-42b5-9ce1-972ebaf8cd4c","height":7.3,"width":10.16,"depth":2,"price":91},{"id":"662a1ca8-219a-413b-aca8-97dc6dcbdf48","height":5.71,"width":6.35,"depth":2,"price":67},{"id":"3d955e6b-6d6f-44c6-924b-74e9ed60bcf1","height":12.06,"width":9.84,"depth":2,"price":111},{"id":"da4a02ef-4c12-4936-a682-42a46181f4fd","height":10.16,"width":10.79,"depth":2,"price":91},{"id":"25bfcb3d-66d9-4d62-8790-108daecdfbc3","height":17.14,"width":1.27,"depth":2,"price":175},{"id":"40e8f5a9-30c5-4e64-8cd3-36bb9277cb86","height":8.57,"width":7.3,"depth":2,"price":72},{"id":"5ad654ae-97d3-44e3-8b29-533c531e0c49","height":8.25,"width":9.21,"depth":2,"price":82},{"id":"9d2cf168-5799-4fd0-a955-40ae0e7bfea9","height":18.41,"width":0.95,"depth":2,"price":187},{"id":"769ce280-4d81-4f90-b137-e42eaadf315f","height":6.98,"width":9.52,"depth":2,"price":82},{"id":"cf42ef79-fe18-46fa-ba42-6d810273d07d","height":18.73,"width":8.25,"depth":2,"price":187},{"id":"9da35a46-8af0-48cc-b810-e7d6dae9610c","height":19.05,"width":1.27,"depth":2,"price":199},{"id":"c9078a05-d4f7-413e-bff8-56e25be4f76c","height":3.81,"width":4.76,"depth":2,"price":80},{"id":"acea1d58-3475-4c44-9370-a34e2f8659fc","height":10.79,"width":8.57,"depth":2,"price":91},{"id":"75548f0f-d643-4e9f-ab14-f7473514fedb","height":13.02,"width":6.98,"depth":2,"price":122},{"id":"d44fd353-9fb6-4ddb-8ff9-04684ae86cd0","height":5.4,"width":10.79,"depth":2,"price":91},{"id":"601fef24-3221-4c89-9b87-04827b70c36a","height":2.54,"width":11.11,"depth":2,"price":101},{"id":"0697a2d5-6bb4-4299-a444-86cdeea50d63","height":10.16,"width":13.02,"depth":2,"price":122},{"id":"524ad0e4-6d72-48fe-b8e8-45078dfd74f7","height":11.43,"width":12.38,"depth":2,"price":111},{"id":"d7203c4d-b545-409a-bf48-d8ab56f5405b","height":10.16,"width":8.25,"depth":2,"price":91},{"id":"89326115-a54d-4d77-af4f-9eddfbae5f89","height":15.24,"width":0.63,"depth":2,"price":151},{"id":"26181a97-4447-4541-92f2-9e4fe971c8c9","height":4.13,"width":13.02,"depth":2,"price":122},{"id":"d985fb61-27cd-4a17-8ced-1b0f0d31256d","height":4.44,"width":11.11,"depth":2,"price":101},{"id":"0abe88e5-0d3f-4cf7-bd35-4c157b282473","height":13.97,"width":4.13,"depth":2,"price":122},{"id":"564638cf-efa5-4e7b-8218-7f0289d247c3","height":12.38,"width":4.76,"depth":2,"price":111},{"id":"896e1c7f-dea9-4a0d-b0a9-cf0795974339","height":19.05,"width":18.73,"depth":2,"price":199},{"id":"012533e7-41be-4519-ab0b-e03279efc67d","height":5.71,"width":3.17,"depth":2,"price":64},{"id":"f24a570e-f96f-41c5-9275-6573339a5930","height":16.83,"width":13.02,"depth":2,"price":163}]},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":83.0},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Total Production Cost and Tax {"data":{"productionCost":3398.47,"taxFactor":0.0887,"tax":301.44428899999997},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Box Calculation Details {"data":{"breadth":89.0,"boxDepth":8,"oneBoxCapacity":-35.0,"noOfBoxes":-3.0,"noOfFullBoxes":-4.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-35.0,"widthOfHalfBox":-20.0},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":522.4748201438849,"shippingWeightInKG":236.95003181128567},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":236.95003181128567,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":10,"min":"206","max":"240","rate":"200","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":200,"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":3250,"PSUCost":148.47,"tax":301.44428899999997,"shippingRate":200,"miscellaenous":0,"signPrice":3899.914289},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":82.22,"sign_depth":2,"totalCost":3899.914289,"TATDays":7,"baseProductionCost":3250,"productionCost":3398.47,"PSUCost":148.47,"tax":301.44428899999997,"shippingCost":200,"uniqueReturns_count":2,"objects_count":28},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"13f1c264-3353-4769-89c6-ed4f9ebf69fd","height":5.71,"width":3.49},{"id":"c04888f4-9256-42b5-9ce1-972ebaf8cd4c","height":7.3,"width":10.16},{"id":"662a1ca8-219a-413b-aca8-97dc6dcbdf48","height":5.71,"width":6.35},{"id":"3d955e6b-6d6f-44c6-924b-74e9ed60bcf1","height":12.06,"width":9.84},{"id":"da4a02ef-4c12-4936-a682-42a46181f4fd","height":10.16,"width":10.79},{"id":"25bfcb3d-66d9-4d62-8790-108daecdfbc3","height":17.14,"width":1.27},{"id":"40e8f5a9-30c5-4e64-8cd3-36bb9277cb86","height":8.57,"width":7.3},{"id":"5ad654ae-97d3-44e3-8b29-533c531e0c49","height":8.25,"width":9.21},{"id":"9d2cf168-5799-4fd0-a955-40ae0e7bfea9","height":18.41,"width":0.95},{"id":"769ce280-4d81-4f90-b137-e42eaadf315f","height":6.98,"width":9.52},{"id":"cf42ef79-fe18-46fa-ba42-6d810273d07d","height":18.73,"width":8.25},{"id":"9da35a46-8af0-48cc-b810-e7d6dae9610c","height":19.05,"width":1.27},{"id":"c9078a05-d4f7-413e-bff8-56e25be4f76c","height":3.81,"width":4.76},{"id":"acea1d58-3475-4c44-9370-a34e2f8659fc","height":10.79,"width":8.57},{"id":"75548f0f-d643-4e9f-ab14-f7473514fedb","height":13.02,"width":6.98},{"id":"d44fd353-9fb6-4ddb-8ff9-04684ae86cd0","height":5.4,"width":10.79},{"id":"601fef24-3221-4c89-9b87-04827b70c36a","height":2.54,"width":11.11},{"id":"0697a2d5-6bb4-4299-a444-86cdeea50d63","height":10.16,"width":13.02},{"id":"524ad0e4-6d72-48fe-b8e8-45078dfd74f7","height":11.43,"width":12.38},{"id":"d7203c4d-b545-409a-bf48-d8ab56f5405b","height":10.16,"width":8.25},{"id":"89326115-a54d-4d77-af4f-9eddfbae5f89","height":15.24,"width":0.63},{"id":"26181a97-4447-4541-92f2-9e4fe971c8c9","height":4.13,"width":13.02},{"id":"d985fb61-27cd-4a17-8ced-1b0f0d31256d","height":4.44,"width":11.11},{"id":"0abe88e5-0d3f-4cf7-bd35-4c157b282473","height":13.97,"width":4.13},{"id":"564638cf-efa5-4e7b-8218-7f0289d247c3","height":12.38,"width":4.76},{"id":"896e1c7f-dea9-4a0d-b0a9-cf0795974339","height":19.05,"width":18.73},{"id":"012533e7-41be-4519-ab0b-e03279efc67d","height":5.71,"width":3.17},{"id":"f24a570e-f96f-41c5-9275-6573339a5930","height":16.83,"width":13.02}],"sign_height_raw":82.22,"sign_width_raw":"120"},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":83.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"13f1c264-3353-4769-89c6-ed4f9ebf69fd","height":5.71,"width":3.49,"ceilHeight":6.0,"ceilWidth":4.0,"biggerDimension":6.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":6,"sign_type_id":1,"heightOrWidth":"6.00","return":3,"price":67,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"c04888f4-9256-42b5-9ce1-972ebaf8cd4c","height":7.3,"width":10.16,"ceilHeight":8.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":16,"sign_type_id":1,"heightOrWidth":"11.00","return":3,"price":96,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"662a1ca8-219a-413b-aca8-97dc6dcbdf48","height":5.71,"width":6.35,"ceilHeight":6.0,"ceilWidth":7.0,"biggerDimension":7.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":8,"sign_type_id":1,"heightOrWidth":"7.00","return":3,"price":69,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"3d955e6b-6d6f-44c6-924b-74e9ed60bcf1","height":12.06,"width":9.84,"ceilHeight":13.0,"ceilWidth":10.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"da4a02ef-4c12-4936-a682-42a46181f4fd","height":10.16,"width":10.79,"ceilHeight":11.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":16,"sign_type_id":1,"heightOrWidth":"11.00","return":3,"price":96,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"25bfcb3d-66d9-4d62-8790-108daecdfbc3","height":17.14,"width":1.27,"ceilHeight":18.0,"ceilWidth":2.0,"biggerDimension":18.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":30,"sign_type_id":1,"heightOrWidth":"18.00","return":3,"price":184,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"40e8f5a9-30c5-4e64-8cd3-36bb9277cb86","height":8.57,"width":7.3,"ceilHeight":9.0,"ceilWidth":8.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"5ad654ae-97d3-44e3-8b29-533c531e0c49","height":8.25,"width":9.21,"ceilHeight":9.0,"ceilWidth":10.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":14,"sign_type_id":1,"heightOrWidth":"10.00","return":3,"price":86,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"9d2cf168-5799-4fd0-a955-40ae0e7bfea9","height":18.41,"width":0.95,"ceilHeight":19.0,"ceilWidth":1.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":32,"sign_type_id":1,"heightOrWidth":"19.00","return":3,"price":196,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"769ce280-4d81-4f90-b137-e42eaadf315f","height":6.98,"width":9.52,"ceilHeight":7.0,"ceilWidth":10.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":14,"sign_type_id":1,"heightOrWidth":"10.00","return":3,"price":86,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"cf42ef79-fe18-46fa-ba42-6d810273d07d","height":18.73,"width":8.25,"ceilHeight":19.0,"ceilWidth":9.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":32,"sign_type_id":1,"heightOrWidth":"19.00","return":3,"price":196,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"9da35a46-8af0-48cc-b810-e7d6dae9610c","height":19.05,"width":1.27,"ceilHeight":20.0,"ceilWidth":2.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":34,"sign_type_id":1,"heightOrWidth":"20.00","return":3,"price":209,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"c9078a05-d4f7-413e-bff8-56e25be4f76c","height":3.81,"width":4.76,"ceilHeight":4.0,"ceilWidth":5.0,"biggerDimension":5.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":4,"sign_type_id":1,"heightOrWidth":"5.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"acea1d58-3475-4c44-9370-a34e2f8659fc","height":10.79,"width":8.57,"ceilHeight":11.0,"ceilWidth":9.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":16,"sign_type_id":1,"heightOrWidth":"11.00","return":3,"price":96,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"75548f0f-d643-4e9f-ab14-f7473514fedb","height":13.02,"width":6.98,"ceilHeight":14.0,"ceilWidth":7.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":22,"sign_type_id":1,"heightOrWidth":"14.00","return":3,"price":128,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"d44fd353-9fb6-4ddb-8ff9-04684ae86cd0","height":5.4,"width":10.79,"ceilHeight":6.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":16,"sign_type_id":1,"heightOrWidth":"11.00","return":3,"price":96,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"601fef24-3221-4c89-9b87-04827b70c36a","height":2.54,"width":11.11,"ceilHeight":3.0,"ceilWidth":12.0,"biggerDimension":12.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":18,"sign_type_id":1,"heightOrWidth":"12.00","return":3,"price":106,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"0697a2d5-6bb4-4299-a444-86cdeea50d63","height":10.16,"width":13.02,"ceilHeight":11.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":22,"sign_type_id":1,"heightOrWidth":"14.00","return":3,"price":128,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"524ad0e4-6d72-48fe-b8e8-45078dfd74f7","height":11.43,"width":12.38,"ceilHeight":12.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"d7203c4d-b545-409a-bf48-d8ab56f5405b","height":10.16,"width":8.25,"ceilHeight":11.0,"ceilWidth":9.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":16,"sign_type_id":1,"heightOrWidth":"11.00","return":3,"price":96,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"89326115-a54d-4d77-af4f-9eddfbae5f89","height":15.24,"width":0.63,"ceilHeight":16.0,"ceilWidth":1.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":26,"sign_type_id":1,"heightOrWidth":"16.00","return":3,"price":159,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"26181a97-4447-4541-92f2-9e4fe971c8c9","height":4.13,"width":13.02,"ceilHeight":5.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":22,"sign_type_id":1,"heightOrWidth":"14.00","return":3,"price":128,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"d985fb61-27cd-4a17-8ced-1b0f0d31256d","height":4.44,"width":11.11,"ceilHeight":5.0,"ceilWidth":12.0,"biggerDimension":12.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":18,"sign_type_id":1,"heightOrWidth":"12.00","return":3,"price":106,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"0abe88e5-0d3f-4cf7-bd35-4c157b282473","height":13.97,"width":4.13,"ceilHeight":14.0,"ceilWidth":5.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":22,"sign_type_id":1,"heightOrWidth":"14.00","return":3,"price":128,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"564638cf-efa5-4e7b-8218-7f0289d247c3","height":12.38,"width":4.76,"ceilHeight":13.0,"ceilWidth":5.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"896e1c7f-dea9-4a0d-b0a9-cf0795974339","height":19.05,"width":18.73,"ceilHeight":20.0,"ceilWidth":19.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":34,"sign_type_id":1,"heightOrWidth":"20.00","return":3,"price":209,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:12] local.INFO: Dimension Calculation {"data":{"dim_id":"012533e7-41be-4519-ab0b-e03279efc67d","height":5.71,"width":3.17,"ceilHeight":6.0,"ceilWidth":4.0,"biggerDimension":6.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":6,"sign_type_id":1,"heightOrWidth":"6.00","return":3,"price":67,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:12"} 
[2026-04-07 06:55:13] local.INFO: Dimension Calculation {"data":{"dim_id":"f24a570e-f96f-41c5-9275-6573339a5930","height":16.83,"width":13.02,"ceilHeight":17.0,"ceilWidth":14.0,"biggerDimension":17.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":28,"sign_type_id":1,"heightOrWidth":"17.00","return":3,"price":171,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:13"} 
[2026-04-07 06:55:13] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":28,"baseProductionCost":3410,"result":[{"id":"13f1c264-3353-4769-89c6-ed4f9ebf69fd","height":5.71,"width":3.49,"depth":3,"price":67},{"id":"c04888f4-9256-42b5-9ce1-972ebaf8cd4c","height":7.3,"width":10.16,"depth":3,"price":96},{"id":"662a1ca8-219a-413b-aca8-97dc6dcbdf48","height":5.71,"width":6.35,"depth":3,"price":69},{"id":"3d955e6b-6d6f-44c6-924b-74e9ed60bcf1","height":12.06,"width":9.84,"depth":3,"price":117},{"id":"da4a02ef-4c12-4936-a682-42a46181f4fd","height":10.16,"width":10.79,"depth":3,"price":96},{"id":"25bfcb3d-66d9-4d62-8790-108daecdfbc3","height":17.14,"width":1.27,"depth":3,"price":184},{"id":"40e8f5a9-30c5-4e64-8cd3-36bb9277cb86","height":8.57,"width":7.3,"depth":3,"price":76},{"id":"5ad654ae-97d3-44e3-8b29-533c531e0c49","height":8.25,"width":9.21,"depth":3,"price":86},{"id":"9d2cf168-5799-4fd0-a955-40ae0e7bfea9","height":18.41,"width":0.95,"depth":3,"price":196},{"id":"769ce280-4d81-4f90-b137-e42eaadf315f","height":6.98,"width":9.52,"depth":3,"price":86},{"id":"cf42ef79-fe18-46fa-ba42-6d810273d07d","height":18.73,"width":8.25,"depth":3,"price":196},{"id":"9da35a46-8af0-48cc-b810-e7d6dae9610c","height":19.05,"width":1.27,"depth":3,"price":209},{"id":"c9078a05-d4f7-413e-bff8-56e25be4f76c","height":3.81,"width":4.76,"depth":3,"price":80},{"id":"acea1d58-3475-4c44-9370-a34e2f8659fc","height":10.79,"width":8.57,"depth":3,"price":96},{"id":"75548f0f-d643-4e9f-ab14-f7473514fedb","height":13.02,"width":6.98,"depth":3,"price":128},{"id":"d44fd353-9fb6-4ddb-8ff9-04684ae86cd0","height":5.4,"width":10.79,"depth":3,"price":96},{"id":"601fef24-3221-4c89-9b87-04827b70c36a","height":2.54,"width":11.11,"depth":3,"price":106},{"id":"0697a2d5-6bb4-4299-a444-86cdeea50d63","height":10.16,"width":13.02,"depth":3,"price":128},{"id":"524ad0e4-6d72-48fe-b8e8-45078dfd74f7","height":11.43,"width":12.38,"depth":3,"price":117},{"id":"d7203c4d-b545-409a-bf48-d8ab56f5405b","height":10.16,"width":8.25,"depth":3,"price":96},{"id":"89326115-a54d-4d77-af4f-9eddfbae5f89","height":15.24,"width":0.63,"depth":3,"price":159},{"id":"26181a97-4447-4541-92f2-9e4fe971c8c9","height":4.13,"width":13.02,"depth":3,"price":128},{"id":"d985fb61-27cd-4a17-8ced-1b0f0d31256d","height":4.44,"width":11.11,"depth":3,"price":106},{"id":"0abe88e5-0d3f-4cf7-bd35-4c157b282473","height":13.97,"width":4.13,"depth":3,"price":128},{"id":"564638cf-efa5-4e7b-8218-7f0289d247c3","height":12.38,"width":4.76,"depth":3,"price":117},{"id":"896e1c7f-dea9-4a0d-b0a9-cf0795974339","height":19.05,"width":18.73,"depth":3,"price":209},{"id":"012533e7-41be-4519-ab0b-e03279efc67d","height":5.71,"width":3.17,"depth":3,"price":67},{"id":"f24a570e-f96f-41c5-9275-6573339a5930","height":16.83,"width":13.02,"depth":3,"price":171}]},"timestamp":"2026-04-07 06:55:13"} 
[2026-04-07 06:55:13] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":83.0},"timestamp":"2026-04-07 06:55:13"} 
[2026-04-07 06:55:13] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 06:55:13"} 
[2026-04-07 06:55:13] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 06:55:13"} 
[2026-04-07 06:55:13] local.INFO: Total Production Cost and Tax {"data":{"productionCost":3558.47,"taxFactor":0.0887,"tax":315.636289},"timestamp":"2026-04-07 06:55:13"} 
[2026-04-07 06:55:13] local.INFO: Box Calculation Details {"data":{"breadth":89.0,"boxDepth":8,"oneBoxCapacity":-35.0,"noOfBoxes":-3.0,"noOfFullBoxes":-4.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-35.0,"widthOfHalfBox":-20.0},"timestamp":"2026-04-07 06:55:13"} 
[2026-04-07 06:55:13] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":522.4748201438849,"shippingWeightInKG":236.95003181128567},"timestamp":"2026-04-07 06:55:13"} 
[2026-04-07 06:55:13] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":236.95003181128567,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":10,"min":"206","max":"240","rate":"200","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 06:55:13"} 
[2026-04-07 06:55:13] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":200,"defaultShippingRate":null},"timestamp":"2026-04-07 06:55:13"} 
[2026-04-07 06:55:13] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":3410,"PSUCost":148.47,"tax":315.636289,"shippingRate":200,"miscellaenous":0,"signPrice":4074.106289},"timestamp":"2026-04-07 06:55:13"} 
[2026-04-07 06:55:13] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 06:55:13"} 
[2026-04-07 06:55:13] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":82.22,"sign_depth":3,"totalCost":4074.106289,"TATDays":7,"baseProductionCost":3410,"productionCost":3558.47,"PSUCost":148.47,"tax":315.636289,"shippingCost":200,"uniqueReturns_count":2,"objects_count":28},"timestamp":"2026-04-07 06:55:13"} 
[2026-04-07 06:55:13] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 06:55:13"} 
[2026-04-07 06:55:13] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":82.22,"sign_width":"120","shipping_weight":31.682484530777437,"shape":"rectangular","dimensions":[{"id":"13f1c264-3353-4769-89c6-ed4f9ebf69fd","height":5.71,"width":3.49},{"id":"c04888f4-9256-42b5-9ce1-972ebaf8cd4c","height":7.3,"width":10.16},{"id":"662a1ca8-219a-413b-aca8-97dc6dcbdf48","height":5.71,"width":6.35},{"id":"3d955e6b-6d6f-44c6-924b-74e9ed60bcf1","height":12.06,"width":9.84},{"id":"da4a02ef-4c12-4936-a682-42a46181f4fd","height":10.16,"width":10.79},{"id":"25bfcb3d-66d9-4d62-8790-108daecdfbc3","height":17.14,"width":1.27},{"id":"40e8f5a9-30c5-4e64-8cd3-36bb9277cb86","height":8.57,"width":7.3},{"id":"5ad654ae-97d3-44e3-8b29-533c531e0c49","height":8.25,"width":9.21},{"id":"9d2cf168-5799-4fd0-a955-40ae0e7bfea9","height":18.41,"width":0.95},{"id":"769ce280-4d81-4f90-b137-e42eaadf315f","height":6.98,"width":9.52},{"id":"cf42ef79-fe18-46fa-ba42-6d810273d07d","height":18.73,"width":8.25},{"id":"9da35a46-8af0-48cc-b810-e7d6dae9610c","height":19.05,"width":1.27},{"id":"c9078a05-d4f7-413e-bff8-56e25be4f76c","height":3.81,"width":4.76},{"id":"acea1d58-3475-4c44-9370-a34e2f8659fc","height":10.79,"width":8.57},{"id":"75548f0f-d643-4e9f-ab14-f7473514fedb","height":13.02,"width":6.98},{"id":"d44fd353-9fb6-4ddb-8ff9-04684ae86cd0","height":5.4,"width":10.79},{"id":"601fef24-3221-4c89-9b87-04827b70c36a","height":2.54,"width":11.11},{"id":"0697a2d5-6bb4-4299-a444-86cdeea50d63","height":10.16,"width":13.02},{"id":"524ad0e4-6d72-48fe-b8e8-45078dfd74f7","height":11.43,"width":12.38},{"id":"d7203c4d-b545-409a-bf48-d8ab56f5405b","height":10.16,"width":8.25},{"id":"89326115-a54d-4d77-af4f-9eddfbae5f89","height":15.24,"width":0.63},{"id":"26181a97-4447-4541-92f2-9e4fe971c8c9","height":4.13,"width":13.02},{"id":"d985fb61-27cd-4a17-8ced-1b0f0d31256d","height":4.44,"width":11.11},{"id":"0abe88e5-0d3f-4cf7-bd35-4c157b282473","height":13.97,"width":4.13},{"id":"564638cf-efa5-4e7b-8218-7f0289d247c3","height":12.38,"width":4.76},{"id":"896e1c7f-dea9-4a0d-b0a9-cf0795974339","height":19.05,"width":18.73},{"id":"012533e7-41be-4519-ab0b-e03279efc67d","height":5.71,"width":3.17},{"id":"f24a570e-f96f-41c5-9275-6573339a5930","height":16.83,"width":13.02}]}},"timestamp":"2026-04-07 06:55:13"} 
[2026-04-07 06:55:13] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 06:55:13"} 
[2026-04-07 06:55:13] local.INFO: Input Parameters {"data":{"dimensions_count":28,"shape":"rectangular"},"timestamp":"2026-04-07 06:55:13"} 
[2026-04-07 06:55:13] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 06:55:13"} 
[2026-04-07 06:55:13] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 06:55:13"} 
[2026-04-07 06:55:13] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 06:55:13"} 
[2026-04-07 06:55:13] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 06:55:13"} 
[2026-04-07 06:55:13] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 06:55:13"} 
[2026-04-07 06:55:13] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 06:55:13"} 
[2026-04-07 06:55:13] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":2079.9100000000003,"dimensions_count":28},"timestamp":"2026-04-07 06:55:13"} 
[2026-04-07 07:42:29] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php17CB.tmp"}},"file_present":true},"timestamp":"2026-04-07 07:42:29"} 
[2026-04-07 07:42:29] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-07 07:42:29"} 
[2026-04-07 07:42:30] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":3},"timestamp":"2026-04-07 07:42:30"} 
[2026-04-07 07:42:30] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":3},"timestamp":"2026-04-07 07:42:30"} 
[2026-04-07 07:42:30] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":5},"timestamp":"2026-04-07 07:42:30"} 
[2026-04-07 07:42:30] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":5},"timestamp":"2026-04-07 07:42:30"} 
[2026-04-07 07:42:30] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-07 07:42:30"} 
[2026-04-07 07:42:30] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2026-04-07 093214.png","query_param":"width","query_value":"120","file_size":3449},"timestamp":"2026-04-07 07:42:30"} 
[2026-04-07 07:42:30] local.INFO: Detected Objects from Image-to-Text API 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hlCJNUwzDwHVd1qxZw5YtW7h9+/b9SFkcnudJGIaZk5Zlieu62ecLFy6I7/ttXUnTVF555ZVs7QMPPJC9379//5Ju3jeSJJG9e/dmvTWfjfP5uZjQ6elpeffdd8W27eyxBpBCoSAffvihRFG0pFDrfoTGcczBgwdJkoTp6Wkcx6Gnp4fBwUEAcrn2D2KdnZ0MDg5y4MABrl69yo0bNygUCjz00ENs3bp1wcm/He5r+FerVdF3Tzrz4V+pVOjq6iJJEvL5/KL/NzMzI0mSUCwW8TyPzs5O5O7JarGQ/wW/APgfA5LFqFrpK1MAAAAASUVORK5CYII=","detection_approach":"extra_light_color_detection"},{"index":49,"position":{"x":5,"y":0,"width":23,"height":29},"scaled_width":31.36,"scaled_height":39.55,"actual_filled_area":666.63,"bounding_box_area":1240,"exact_perimeter":177.25,"approximate_perimeter":147.68,"convex_hull_perimeter":117.7,"perimeter_pixels":129.98275605729685,"original_contour_points":63,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.26,"compactness":0.2666,"perimeter_to_area_ratio":0.2659},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABsAAAAhCAYAAAAoNdCeAAAABmJLR0QA/wD/AP+gvaeTAAAGoklEQVRIie1WTWwUyRX+qrq6p7unhxmDYy8sWJFtFhAsS5ZYSFEsJLguIcohHCIiRbFQRABx4AbKGUXKIRdEVpuDhTgkipQ4SCRCWSESJxBhGQgSWbIsDrBZPPZ4Zuzununf+nKYeIQxZqNEueWduqv61Vfve+97/QTWsOo/njJKM2RZBsdxsOnNLQIAZh4/omEYkFIiSRI0m00MDAyg0WhAaw3XdQEAWwa+KF4+U64F1mq1EMcxSCLLMvx95hM+/uRjWpYF3/dhWRayLMPAwABqtRr6+voAAFEUIUmSV56pXl6gTqnTFNIwUKs3cOPGDVy5cgXT09OYm5uD7/sQQoAk+vv7sWvXLuzevRtjY2N4a9s2tMIQUq4ZwwtAacSZjz/ijQ+v8ZvfOExTSQqA5XUeN6yv0HUKFACVIagMQVNJmkpy85sbWXRtfv/490jmzNKYnw+Wxfzxj37IkudSGYIFS1EZggLogChFpRQFQK/o0FSSRdfu7pc8l6Nf/Qpboc/FZn0V4Mp4hcCDBw8QBC1YlgXXdSFEJ889PWVs2LABhmGgt3c9wrCNLNNIkgRKSThOASRx8+ZNXLx4EZ7nvT6y2nyVY9/9Dr/Qu54FS3HLli08ffo0Jycn+fz5czabTWqt2Ww2GYYhL1y4wMHBQQohCIAAWC6XqZTi06dPqbVem84kbvOnH7zPbx/9Fj/83TVqrUmSrVaLYRiucPR9n77vMwgCDg0N0fM8GobBYrFIALx8+TLzPF8bjMyZJhG11tRaM0mSz010HMecmJiglJKGYdAwDLquyyNHjqy64H9tJLm0tETLsrpUKqV48OBBpmm6AuzfEMTrTQghrIKDt7btgO0UUa6sR5ZpzNfqMNRKGa8S9X9iURTBcRxE7TaidhsAkKYp+BKJa4IlSUJlmgCAOE5Rr9cBAP39/dBao9lsolgsIo5jrFvXKXMhJZRSSNMUlmWh3Y5eD5ZlGQ3DwMLCAv5088+4evUqJicn8ezZMwRBgDzLIKREX18fRkZGMDQ0hMHBQSwuLoIk0iQBhIBSas0euUwHgyDgb357je8dOkzTsqnMAgu2S2mYhDQJoQjI7po0TAKSpmXTKjidd2HwS+9+mUHYXrsaa7Ua79y5w8GhrQQkAUm3WOo+W26J0irQKjgEJEvrKpSGSWUWCEh6pTIBSWmYfHv3HuZ6Zda6NKZJxNpCA6OjowiCAEopZJlGu93GGxs3Yt++fdi7dy927NgBKQSSJMKjR48wNTWFKIpw/fp1BP4iLMuC1hpx1AKoXx0VmfPEiRO0bZumabJSqRCQfO/QYf7+D39klpOaZBC2SZK1Wo0kqbXm/Pw8h4eH6boubdsmAI6MjDAIgtU0kjn9pSYdx6GUkoVCgQAoDZN//ehvzHUHqNWOueSHjOOYJLm4uMg0TUmSO3fuJACapkkA3L9/PxuNxmpRJ3GMe/fuIcuyDgVxjFKphKNHj2Lbtq1YWvIRhm3YtrVcSCAJ13VBEkmSoF6vd2UBdHS2PCKsAMuyDE+ePOn+FpRSiKIIlmVhYaGBcrmEMAwRhm14ngvDMBBFEbIsg+/7SNMU1WoV1WoVeZ7DNE0sLS3BsqzVYKZpwvM8NBoNAIDWGp7nQQiBUqmEJMnQ19cLrTWCoAXXdeE4DkjCcRxcunQJxWIRAGDbNhzHQbPZBACsasZpEvEv9+508vRCzt7Z8243V0mac6HepCaZpikbjQajKOL9+/e7eSqXywRA27ZZLBb58OFDxvFLI0Ir9Pn8s0/peR6VUpRSdpwr63n23A+45IcMwjY1yWeffkaSbDQaHB8fZ6VSoVKqW4XL/zMAnJiYYJZlqysyjlo8efJkNyoANJTFSs8GHvra1/mT9z/gL3/1a/7s57/g2NgYh4eHu9VXLBa5efNmGobRvSgAHjhwgNVqlb7vrwQkc05NTXFoaKjrYCiLgKSQim6xRCE7rcq2bQoh2NPTQwA8duwY5+bmuGnTJkop2dvb2/1menqa5Ev9v1HviHR8fJxbt279Fy0dINOyu0DKLNAwDAKg4zg8c+YM4zhmnuc8f/78CmbOnj3L2dlZRlH0KnF37Pbt2zx+/Dj739jUbbIv9shKpcJTp07x7t27yy6cn58nSZ47d46jo6O8desWZ2dnV0S1ah5P05RKKYRhiIV6EzMzM3j8+DHCMERPTw+2b9+OPe+8jSzLkOf58rgnln2DIEChUOiKfnnvlWAriibJuDxqCyEQxzEKhQLarQDlcvm1vv+3/5n9E6n3WHW2Ivw0AAAAAElFTkSuQmCC","detection_approach":"extra_light_color_detection"}]},"timestamp":"2026-04-07 07:42:30"} 
[2026-04-07 07:42:30] local.INFO: Nested area calculated {"data":{"nestedArea":7390.335099999999},"timestamp":"2026-04-07 07:42:30"} 
[2026-04-07 07:42:30] local.INFO: Mapped objects from Image-to-Text API 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"}]},"timestamp":"2026-04-07 07:42:30"} 
[2026-04-07 07:42:30] local.INFO: Number of letters detected {"data":{"noOfLetters":5},"timestamp":"2026-04-07 07:42:30"} 
[2026-04-07 07:42:30] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1019.48,"perimeter_in_feet":84.96},"timestamp":"2026-04-07 07:42:30"} 
[2026-04-07 07:42:30] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[595.97,123.66,415.6,697.31,666.63],"actualFilledAreaSum":2499.17},"timestamp":"2026-04-07 07:42:30"} 
[2026-04-07 07:42:30] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":17.36},"timestamp":"2026-04-07 07:42:30"} 
[2026-04-07 07:42:30] local.INFO: Average character height calculated {"data":{"avgCharHeight":32.73},"timestamp":"2026-04-07 07:42:30"} 
[2026-04-07 07:42:30] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":88.0,"originalHeight":55.0,"ratio":1.6},"timestamp":"2026-04-07 07:42:30"} 
[2026-04-07 07:42:30] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":75.0},"timestamp":"2026-04-07 07:42:30"} 
[2026-04-07 07:42:30] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"11520\" height=\"7200\" viewBox=\"0 0 88 55\">
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75.0,"width_of_smaller_line":20},"timestamp":"2026-04-07 07:42:30"} 
[2026-04-07 07:42:31] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1410,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":104.72,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":36.72,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":5,"perimeter_of_sign":84.96,"nested_area":51.32,"occupied_area":17.36,"avg_char_height":"Greater than 24 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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":104.72,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":36.72,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":5,"perimeter_of_sign":84.96,"nested_area":51.32,"occupied_area":17.36,"avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":104.72,"other_dimension_of_sign":75,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1410}},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"10.91944"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"226.7584464"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"2.67624"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"18.8432784"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":15.19},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":199.7107536},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"4.1056"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"196.09372"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"0.675"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"3.4825"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0080986867104},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":8.0986867104},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0006432241400000002},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.64322414},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.00613536872},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":6.13536872},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.01260967136"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"12.60967136"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00611987376"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"6.11987376"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0081942432"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"8.1942432"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00065381888"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.65381888"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":8.49097735408},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":38.49},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"39.0032"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"7.1637978754289"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":785.9645625244799,"totalDenseWeight_before_formula":81.2537327621993},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":864.561018776928},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":5,"totalDenseWeight":89.37910603841924},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":5,"sign_depth":"1"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":106.36,"height":24.55,"depth":"1"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":24.55,"height":21.82,"depth":"1"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":25.91,"height":39.55,"depth":"1"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":51.82,"height":38.18,"depth":"1"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":31.36,"height":39.55,"depth":"1"},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775547752_4bf147351ea3ff7df83941a4ba914020","bins_packed":[{"bin_data":{"w":3.9,"h":39.85,"d":106.66,"id":"unique","used_space":58.9111,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":39.85,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/29a526e3e5a8f4cf9352fbb6f1f3f059/1775547752-0766-2626239.svg","items":[{"id":"item-4","w":52.12,"h":38.48,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/29a526e3e5a8f4cf9352fbb6f1f3f059/1775547752-0762-1963119.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":24.85,"h":22.12,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/29a526e3e5a8f4cf9352fbb6f1f3f059/1775547752-0764-2176131.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":106.66,"h":24.85,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/29a526e3e5a8f4cf9352fbb6f1f3f059/1775547752-0765-9891614.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":31.66,"h":39.85,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/29a526e3e5a8f4cf9352fbb6f1f3f059/1775547752-0765-4696783.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":26.21,"h":39.85,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/29a526e3e5a8f4cf9352fbb6f1f3f059/1775547752-0766-1255699.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:31] local.INFO: Box added from packed bin {"data":{"length":106.66,"width":3.9,"height":39.85,"denseWeight":89.37910603841924},"timestamp":"2026-04-07 07:42:31"} 
[2026-04-07 07:42:32] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":108.66,"width":5.9,"height":42.1},"quantity":1,"denseWeight":89.37910603841924}],"cheapestShippingCost":992.8728212972769,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":108.66,"width":5.9,"height":42.1},"denseWeight":89.37910603841924,"volumetricWeight":88.5,"higherWeight":89.37910603841924,"quantity":1}],"totalHigherWeight":89.37910603841924,"DS":0,"rate":1165.1504086467496,"tariffAndDS":1165.1504086467496,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2064.1145189020194,"totalShipmentCostFormula":"((tariffAndDS (1165.1504086467) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2064.11","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":108.66,"width":5.9,"height":42.1},"denseWeight":89.37910603841924,"volumetricWeight":88.5,"higherWeight":89.37910603841924,"quantity":1}],"totalHigherWeight":89.37910603841924,"DS":0,"rate":676.335325435444,"tariffAndDS":676.335325435444,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1275.9490787321101,"totalShipmentCostFormula":"((tariffAndDS (676.33532543544) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1275.95","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":108.66,"width":5.9,"height":42.1},"denseWeight":89.37910603841924,"volumetricWeight":88.5,"higherWeight":89.37910603841924,"quantity":1}],"totalHigherWeight":89.37910603841924,"DS":0,"rate":877.8728212972769,"tariffAndDS":877.8728212972769,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":992.8728212972769,"totalShipmentCostFormula":"(((tariffAndDS (877.87282129728) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 992.87282129728","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Height exceeds 38.19 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":108.66,"width":5.9,"height":42.1},"denseWeight":89.37910603841924,"volumetricWeight":88.5,"higherWeight":89.37910603841924,"quantity":1}],"totalHigherWeight":89.37910603841924,"DS":0,"rate":744.164189249725,"tariffAndDS":744.164189249725,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1385.3163387462566,"totalShipmentCostFormula":"((tariffAndDS (744.16418924973) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1385.32","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":108.66,"width":5.9,"height":42.1},"denseWeight":89.37910603841924,"volumetricWeight":88.5,"higherWeight":89.37910603841924,"quantity":1}],"totalHigherWeight":89.37910603841924,"DS":0,"rate":909.8792994711079,"tariffAndDS":909.8792994711079,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1551.526181458133,"totalShipmentCostFormula":"(( tariffAndDS (909.87929947111) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1551.5261814581","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Length exceeds 105.51 in)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":108.66,"width":5.9,"height":42.1},"denseWeight":89.37910603841924,"volumetricWeight":88.5,"higherWeight":89.37910603841924,"quantity":1}],"totalHigherWeight":89.37910603841924,"DS":0,"rate":1343.7910603841924,"tariffAndDS":1343.7910603841924,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1343.7910603841924,"totalShipmentCostFormula":"((tariffAndDS (1343.7910603842) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1343.7910603842","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-04-07 07:42:32"} 
[2026-04-07 07:42:32] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 07:42:32"} 
[2026-04-07 07:42:32] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 07:42:32"} 
[2026-04-07 07:42:32] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":75,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud mounted","combined_production_cost_usd":870.0,"total_production_cost":1440.0,"totalDenseWeight":89.37910603841924,"totalVolumetricWeight":88.5,"bin_packing_result":{"response":{"id":"1775547752_4bf147351ea3ff7df83941a4ba914020","bins_packed":[{"bin_data":{"w":3.9,"h":39.85,"d":106.66,"id":"unique","used_space":58.9111,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":39.85,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/29a526e3e5a8f4cf9352fbb6f1f3f059/1775547752-0766-2626239.svg","items":[{"id":"item-4","w":52.12,"h":38.48,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/29a526e3e5a8f4cf9352fbb6f1f3f059/1775547752-0762-1963119.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":24.85,"h":22.12,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/29a526e3e5a8f4cf9352fbb6f1f3f059/1775547752-0764-2176131.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":106.66,"h":24.85,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/29a526e3e5a8f4cf9352fbb6f1f3f059/1775547752-0765-9891614.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":31.66,"h":39.85,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/29a526e3e5a8f4cf9352fbb6f1f3f059/1775547752-0765-4696783.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":26.21,"h":39.85,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/29a526e3e5a8f4cf9352fbb6f1f3f059/1775547752-0766-1255699.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}},"shipping_rates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":108.66,"width":5.9,"height":42.1},"denseWeight":89.37910603841924,"volumetricWeight":88.5,"higherWeight":89.37910603841924,"quantity":1}],"totalHigherWeight":89.37910603841924,"DS":0,"rate":1165.1504086467496,"tariffAndDS":1165.1504086467496,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2064.1145189020194,"totalShipmentCostFormula":"((tariffAndDS (1165.1504086467) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2064.11","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":108.66,"width":5.9,"height":42.1},"denseWeight":89.37910603841924,"volumetricWeight":88.5,"higherWeight":89.37910603841924,"quantity":1}],"totalHigherWeight":89.37910603841924,"DS":0,"rate":676.335325435444,"tariffAndDS":676.335325435444,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1275.9490787321101,"totalShipmentCostFormula":"((tariffAndDS (676.33532543544) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1275.95","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":108.66,"width":5.9,"height":42.1},"denseWeight":89.37910603841924,"volumetricWeight":88.5,"higherWeight":89.37910603841924,"quantity":1}],"totalHigherWeight":89.37910603841924,"DS":0,"rate":877.8728212972769,"tariffAndDS":877.8728212972769,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":992.8728212972769,"totalShipmentCostFormula":"(((tariffAndDS (877.87282129728) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 992.87282129728","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Height exceeds 38.19 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":108.66,"width":5.9,"height":42.1},"denseWeight":89.37910603841924,"volumetricWeight":88.5,"higherWeight":89.37910603841924,"quantity":1}],"totalHigherWeight":89.37910603841924,"DS":0,"rate":744.164189249725,"tariffAndDS":744.164189249725,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1385.3163387462566,"totalShipmentCostFormula":"((tariffAndDS (744.16418924973) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1385.32","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":108.66,"width":5.9,"height":42.1},"denseWeight":89.37910603841924,"volumetricWeight":88.5,"higherWeight":89.37910603841924,"quantity":1}],"totalHigherWeight":89.37910603841924,"DS":0,"rate":909.8792994711079,"tariffAndDS":909.8792994711079,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1551.526181458133,"totalShipmentCostFormula":"(( tariffAndDS (909.87929947111) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1551.5261814581","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Length exceeds 105.51 in)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":108.66,"width":5.9,"height":42.1},"denseWeight":89.37910603841924,"volumetricWeight":88.5,"higherWeight":89.37910603841924,"quantity":1}],"totalHigherWeight":89.37910603841924,"DS":0,"rate":1343.7910603841924,"tariffAndDS":1343.7910603841924,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1343.7910603841924,"totalShipmentCostFormula":"((tariffAndDS (1343.7910603842) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1343.7910603842","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"}}},"cheapest_shipping_cost_usd":1000.0,"totalCost":2440.0,"productionResults":[{"material_id":1,"dense_weight_expression":10.91944,"result":"226.7584464","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},{"material_id":2,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":null,"sequence_no":2},{"material_id":3,"dense_weight_expression":2.67624,"result":"18.8432784","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"0.074 inch Aluminium - Durable for Sign Returns.","sequence_no":3},{"material_id":4,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":5,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":6,"dense_weight_expression":15.19,"result":199.7107536,"sign_material":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","description":"0.315 inch Frosted Acrylic - for Ideally Diffiused Halo Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":4.1056,"result":"196.09372","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC & IP65.","sequence_no":7},{"material_id":8,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":9,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":10,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":10},{"variable_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":13,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":13},{"material_id":14,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":14},{"variable_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":15},{"variable_id":22,"dense_weight_expression":1.478,"result":"50.64","sign_material":"Power Supply 20A-(10A+10A)","description":"Power Supply 20A–(10A+10A) UL Certified","sequence_no":16},{"material_id":17,"dense_weight_expression":0.675,"result":"3.4825","sign_material":"Wire 18g UL UL Certified Red & White China","description":"18 AWG Wire Gauge (Red & White) - UL Certified","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.0080986867104,"result":8.0986867104,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.0006432241400000002,"result":0.64322414,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.00613536872,"result":6.13536872,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":28,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":29,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":30,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":31,"dense_weight_expression":0.01260967136,"result":"12.60967136","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00611987376,"result":"6.11987376","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.0081942432,"result":"8.1942432","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00065381888,"result":"0.65381888","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":8.49097735408,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":38.49,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":39.0032,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":7.1637978754289,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":89.37910603841924,"result":864.561018776928,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":104.72,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":36.72,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":5,"perimeter_of_sign":84.96,"nested_area":51.32,"occupied_area":17.36,"avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":104.72,"other_dimension_of_sign":75,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1410},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1410},"timestamp":"2026-04-07 07:42:32"} 
[2026-04-07 07:42:32] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 07:42:32"} 
[2026-04-07 07:42:34] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":75,"sign_width":"120","dimensions":[{"id":"895ace92-0ac4-40a6-84f7-3232eb03e525","height":24.55,"width":106.36},{"id":"6084b571-29cd-47c6-ad32-11173e2e9901","height":21.82,"width":24.55},{"id":"fb336933-3d76-4218-ab4f-9c5b47886802","height":39.55,"width":25.91},{"id":"bafbfa23-83d5-48cc-8b6f-45f8ad0111d6","height":38.18,"width":51.82},{"id":"6b8dc0b5-7c13-471b-8195-bab17adebd2a","height":39.55,"width":31.36}]},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":75,"sign_width":"120","dimensions":[{"id":"895ace92-0ac4-40a6-84f7-3232eb03e525","height":24.55,"width":106.36},{"id":"6084b571-29cd-47c6-ad32-11173e2e9901","height":21.82,"width":24.55},{"id":"fb336933-3d76-4218-ab4f-9c5b47886802","height":39.55,"width":25.91},{"id":"bafbfa23-83d5-48cc-8b6f-45f8ad0111d6","height":38.18,"width":51.82},{"id":"6b8dc0b5-7c13-471b-8195-bab17adebd2a","height":39.55,"width":31.36}]}},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"895ace92-0ac4-40a6-84f7-3232eb03e525","height":24.55,"width":106.36},{"id":"6084b571-29cd-47c6-ad32-11173e2e9901","height":21.82,"width":24.55},{"id":"fb336933-3d76-4218-ab4f-9c5b47886802","height":39.55,"width":25.91},{"id":"bafbfa23-83d5-48cc-8b6f-45f8ad0111d6","height":38.18,"width":51.82},{"id":"6b8dc0b5-7c13-471b-8195-bab17adebd2a","height":39.55,"width":31.36}],"sign_height_raw":75,"sign_width_raw":"120"},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":75.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Dimension Calculation {"data":{"dim_id":"895ace92-0ac4-40a6-84f7-3232eb03e525","height":24.55,"width":106.36,"ceilHeight":25.0,"ceilWidth":107.0,"biggerDimension":107.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Dimension Calculation {"data":{"dim_id":"6084b571-29cd-47c6-ad32-11173e2e9901","height":21.82,"width":24.55,"ceilHeight":22.0,"ceilWidth":25.0,"biggerDimension":25.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":43,"sign_type_id":1,"heightOrWidth":"25.00","return":2,"price":278,"created_at":null,"updated_at":null}},"defaultShippingRate":1800},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Dimension Calculation {"data":{"dim_id":"fb336933-3d76-4218-ab4f-9c5b47886802","height":39.55,"width":25.91,"ceilHeight":40.0,"ceilWidth":26.0,"biggerDimension":40.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Dimension Calculation {"data":{"dim_id":"bafbfa23-83d5-48cc-8b6f-45f8ad0111d6","height":38.18,"width":51.82,"ceilHeight":39.0,"ceilWidth":52.0,"biggerDimension":52.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Dimension Calculation {"data":{"dim_id":"6b8dc0b5-7c13-471b-8195-bab17adebd2a","height":39.55,"width":31.36,"ceilHeight":40.0,"ceilWidth":32.0,"biggerDimension":40.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":5,"baseProductionCost":2286,"result":[{"id":"895ace92-0ac4-40a6-84f7-3232eb03e525","height":24.55,"width":106.36,"depth":2,"price":502},{"id":"6084b571-29cd-47c6-ad32-11173e2e9901","height":21.82,"width":24.55,"depth":2,"price":278},{"id":"fb336933-3d76-4218-ab4f-9c5b47886802","height":39.55,"width":25.91,"depth":2,"price":502},{"id":"bafbfa23-83d5-48cc-8b6f-45f8ad0111d6","height":38.18,"width":51.82,"depth":2,"price":502},{"id":"6b8dc0b5-7c13-471b-8195-bab17adebd2a","height":39.55,"width":31.36,"depth":2,"price":502}]},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":75.0},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2434.47,"taxFactor":0.0887,"tax":215.93748899999997},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Box Calculation Details {"data":{"breadth":81.0,"boxDepth":8,"oneBoxCapacity":-19.0,"noOfBoxes":-6.0,"noOfFullBoxes":-7.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-19.0,"widthOfHalfBox":-13.0},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":391.5971223021583,"shippingWeightInKG":177.59506680369992},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":177.59506680369992,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":8,"min":"161","max":"180","rate":"160","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2286,"PSUCost":148.47,"tax":215.93748899999997,"shippingRate":1800,"miscellaenous":0,"signPrice":4450.407488999999},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":75,"sign_depth":2,"totalCost":4450.407488999999,"TATDays":7,"baseProductionCost":2286,"productionCost":2434.47,"PSUCost":148.47,"tax":215.93748899999997,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":5},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"895ace92-0ac4-40a6-84f7-3232eb03e525","height":24.55,"width":106.36},{"id":"6084b571-29cd-47c6-ad32-11173e2e9901","height":21.82,"width":24.55},{"id":"fb336933-3d76-4218-ab4f-9c5b47886802","height":39.55,"width":25.91},{"id":"bafbfa23-83d5-48cc-8b6f-45f8ad0111d6","height":38.18,"width":51.82},{"id":"6b8dc0b5-7c13-471b-8195-bab17adebd2a","height":39.55,"width":31.36}],"sign_height_raw":75,"sign_width_raw":"120"},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":75.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Dimension Calculation {"data":{"dim_id":"895ace92-0ac4-40a6-84f7-3232eb03e525","height":24.55,"width":106.36,"ceilHeight":25.0,"ceilWidth":107.0,"biggerDimension":107.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Dimension Calculation {"data":{"dim_id":"6084b571-29cd-47c6-ad32-11173e2e9901","height":21.82,"width":24.55,"ceilHeight":22.0,"ceilWidth":25.0,"biggerDimension":25.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":44,"sign_type_id":1,"heightOrWidth":"25.00","return":3,"price":292,"created_at":null,"updated_at":null}},"defaultShippingRate":1800},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Dimension Calculation {"data":{"dim_id":"fb336933-3d76-4218-ab4f-9c5b47886802","height":39.55,"width":25.91,"ceilHeight":40.0,"ceilWidth":26.0,"biggerDimension":40.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Dimension Calculation {"data":{"dim_id":"bafbfa23-83d5-48cc-8b6f-45f8ad0111d6","height":38.18,"width":51.82,"ceilHeight":39.0,"ceilWidth":52.0,"biggerDimension":52.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Dimension Calculation {"data":{"dim_id":"6b8dc0b5-7c13-471b-8195-bab17adebd2a","height":39.55,"width":31.36,"ceilHeight":40.0,"ceilWidth":32.0,"biggerDimension":40.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":5,"baseProductionCost":2300,"result":[{"id":"895ace92-0ac4-40a6-84f7-3232eb03e525","height":24.55,"width":106.36,"depth":3,"price":502},{"id":"6084b571-29cd-47c6-ad32-11173e2e9901","height":21.82,"width":24.55,"depth":3,"price":292},{"id":"fb336933-3d76-4218-ab4f-9c5b47886802","height":39.55,"width":25.91,"depth":3,"price":502},{"id":"bafbfa23-83d5-48cc-8b6f-45f8ad0111d6","height":38.18,"width":51.82,"depth":3,"price":502},{"id":"6b8dc0b5-7c13-471b-8195-bab17adebd2a","height":39.55,"width":31.36,"depth":3,"price":502}]},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":75.0},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2448.47,"taxFactor":0.0887,"tax":217.17928899999998},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Box Calculation Details {"data":{"breadth":81.0,"boxDepth":8,"oneBoxCapacity":-19.0,"noOfBoxes":-6.0,"noOfFullBoxes":-7.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-19.0,"widthOfHalfBox":-13.0},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":391.5971223021583,"shippingWeightInKG":177.59506680369992},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":177.59506680369992,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":8,"min":"161","max":"180","rate":"160","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2300,"PSUCost":148.47,"tax":217.17928899999998,"shippingRate":1800,"miscellaenous":0,"signPrice":4465.649289},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":75,"sign_depth":3,"totalCost":4465.649289,"TATDays":7,"baseProductionCost":2300,"productionCost":2448.47,"PSUCost":148.47,"tax":217.17928899999998,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":5},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":75,"sign_width":"120","shipping_weight":89.37910603841924,"shape":"rectangular","dimensions":[{"id":"895ace92-0ac4-40a6-84f7-3232eb03e525","height":24.55,"width":106.36},{"id":"6084b571-29cd-47c6-ad32-11173e2e9901","height":21.82,"width":24.55},{"id":"fb336933-3d76-4218-ab4f-9c5b47886802","height":39.55,"width":25.91},{"id":"bafbfa23-83d5-48cc-8b6f-45f8ad0111d6","height":38.18,"width":51.82},{"id":"6b8dc0b5-7c13-471b-8195-bab17adebd2a","height":39.55,"width":31.36}]}},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Input Parameters {"data":{"dimensions_count":5,"shape":"rectangular"},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 07:42:34] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1145.55,"dimensions_count":5},"timestamp":"2026-04-07 07:42:34"} 
[2026-04-07 09:03:36] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php5B26.tmp"}},"file_present":true},"timestamp":"2026-04-07 09:03:36"} 
[2026-04-07 09:03:36] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-07 09:03:36"} 
[2026-04-07 09:03:38] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":9},"timestamp":"2026-04-07 09:03:38"} 
[2026-04-07 09:03:38] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":10},"timestamp":"2026-04-07 09:03:38"} 
[2026-04-07 09:03:38] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":53},"timestamp":"2026-04-07 09:03:38"} 
[2026-04-07 09:03:38] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":53},"timestamp":"2026-04-07 09:03:38"} 
[2026-04-07 09:03:38] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-07 09:03:38"} 
[2026-04-07 09:03:38] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2026-01-05 100800.png","query_param":"width","query_value":"120","file_size":83704},"timestamp":"2026-04-07 09:03:38"} 
[2026-04-07 09:03:38] local.INFO: Detected Objects from Image-to-Text API 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09:03:38"} 
[2026-04-07 09:03:38] local.INFO: Nested area calculated {"data":{"nestedArea":7931.169800000001},"timestamp":"2026-04-07 09:03:38"} 
[2026-04-07 09:03:38] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"63c986bc-1367-4a56-a7d2-39610ffc16b2","height":14.27,"width":2.59,"perimeter":31.94,"area":31.35,"image":"data:image/png;base64,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09:03:38"} 
[2026-04-07 09:03:38] local.INFO: Number of letters detected {"data":{"noOfLetters":53},"timestamp":"2026-04-07 09:03:38"} 
[2026-04-07 09:03:38] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":3351.96,"perimeter_in_feet":279.33},"timestamp":"2026-04-07 09:03:38"} 
[2026-04-07 09:03:38] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[62.53,159.09,83.94,31.35,61.85,59.9,89.57,73.31,73.21,8.94,9.47,8.15,5.94,4.84,6.52,5.36,6.05,4,6.26,13.2,4.52,3.16,7.68,9.36,4.63,3.47,15.2,4.58,3.42,7.84,5.05,13.15,19.04,13.36,5.26,4.31,10.05,14.15,6.47,3.68,10.26,3.26,18.88,10.89,14.36,10.36,10.1,6.1,14.04,5.42,11.41,12.99,9.05],"actualFilledAreaSum":1068.98},"timestamp":"2026-04-07 09:03:38"} 
[2026-04-07 09:03:38] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":7.42},"timestamp":"2026-04-07 09:03:38"} 
[2026-04-07 09:03:38] local.INFO: Average character height calculated {"data":{"avgCharHeight":12.746226415094336},"timestamp":"2026-04-07 09:03:38"} 
[2026-04-07 09:03:38] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":370.0,"originalHeight":255.0,"ratio":1.4509803921568627},"timestamp":"2026-04-07 09:03:38"} 
[2026-04-07 09:03:38] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":82.7},"timestamp":"2026-04-07 09:03:38"} 
[2026-04-07 09:03:39] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"11520\" height=\"7939.45945945946\" viewBox=\"0 0 370 255\">
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"}],"no_of_letters":53,"perimeter_of_sign":279.33,"nested_area":55.08,"occupied_area":7.42,"avg_char_height":12.746226415094336,"widthOfSign":"120","otherDimensionOfSign":82.7,"width_of_smaller_line":20},"timestamp":"2026-04-07 09:03:39"} 
[2026-04-07 09:03:40] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1411,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":116.48,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":14.08,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":53,"perimeter_of_sign":279.33,"nested_area":55.08,"occupied_area":7.42,"avg_char_height":"Less than 24 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\\/4Dg0yaelIFGycAAAAASUVORK5CYII=\"},{\"id\":\"68c6ad13-53d5-4ec5-9574-490a0212cc5b\",\"height\":30.16,\"width\":5.51,\"perimeter\":89.79,\"area\":9.05,\"image\":\"data:image\\/png;base64,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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":116.48,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":14.08,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":53,"perimeter_of_sign":279.33,"nested_area":55.08,"occupied_area":7.42,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":116.48,"other_dimension_of_sign":82.7,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1411}},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"3.73226"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"159.3376272"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"8.798895"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"61.9526007"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":6.4925},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":214.3427184},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"4.4064"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"210.46068"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"7.155"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"36.9145"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0101722354866},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":10.1722354866},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0008079121537500002},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.8079121537500001},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.0077062390050000006},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":7.7062390050000005},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.01583819094"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"15.83819094"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00768677679"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"7.68677679"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0102922578"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"10.2922578"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00082121952"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.82121952"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":10.66496633907},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":41.31},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"41.8608"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"7.4215901261118"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":839.9479243344199,"totalDenseWeight_before_formula":81.39876995780716},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":923.942716767862},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":53,"totalDenseWeight":89.53864695358789},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":53,"sign_depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":9.08,"height":14.27,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":14.59,"height":14.27,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":13.62,"height":14.27,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":2.59,"height":14.27,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":9.08,"height":14.27,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":11.03,"height":14.27,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":15.24,"height":14.59,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":13.62,"height":14.59,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":13.62,"height":14.59,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":28.22,"height":3.57,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":20.43,"height":2.92,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":12.97,"height":3.89,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":9.73,"height":3.57,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":5.51,"height":7.78,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-15","width":24.97,"height":2.92,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-16","width":26.92,"height":2.92,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-17","width":7.46,"height":6.16,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-18","width":15.57,"height":5.51,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-19","width":12.65,"height":4.22,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-20","width":24.32,"height":8.43,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-21","width":12,"height":6.49,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-22","width":3.89,"height":5.51,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-23","width":15.89,"height":9.73,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-24","width":12.32,"height":7.78,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-25","width":11.03,"height":3.57,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-26","width":8.43,"height":3.24,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-27","width":33.41,"height":11.03,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-28","width":6.81,"height":6.81,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-29","width":5.19,"height":4.86,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-30","width":7.14,"height":14.27,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-31","width":16.54,"height":10.05,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-32","width":24.65,"height":15.24,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-33","width":19.46,"height":18.49,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-34","width":23.68,"height":14.27,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-35","width":4.54,"height":9.73,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-36","width":4.22,"height":6.81,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-37","width":10.05,"height":21.41,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-38","width":15.24,"height":13.3,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-39","width":12.32,"height":11.68,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-40","width":4.54,"height":4.54,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-41","width":6.49,"height":29.19,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-42","width":2.27,"height":8.76,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-43","width":27.89,"height":24.32,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-44","width":14.92,"height":20.76,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-45","width":8.76,"height":19.14,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-46","width":1.62,"height":30.16,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-47","width":12,"height":15.89,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-48","width":11.68,"height":15.24,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-49","width":15.24,"height":21.41,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-50","width":6.16,"height":14.27,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-51","width":10.38,"height":23.35,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-52","width":3.89,"height":42.81,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:40] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-53","width":5.51,"height":30.16,"depth":"1"},"timestamp":"2026-04-07 09:03:40"} 
[2026-04-07 09:03:41] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775552621_2df7f74736efb6a8f818525f8eabab1b","bins_packed":[{"bin_data":{"w":33.71,"h":43.11,"d":9.1,"id":"unique","used_space":81.9787,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":43.11,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/900ca10f57f106e250f2db0c2f33e54f/1775552621-4289-4297848.svg","items":[{"id":"item-27","w":33.71,"h":11.33,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/900ca10f57f106e250f2db0c2f33e54f/1775552621-4246-1906528.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-10","w":28.52,"h":3.87,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/900ca10f57f106e250f2db0c2f33e54f/1775552621-4247-1056306.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-43","w":28.19,"h":24.62,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/900ca10f57f106e250f2db0c2f33e54f/1775552621-4248-7849179.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-40","w":4.84,"h":4.84,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/900ca10f57f106e250f2db0c2f33e54f/1775552621-4249-9610273.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-35","w":4.84,"h":10.03,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/900ca10f57f106e250f2db0c2f33e54f/1775552621-4249-1456635.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels 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aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-07 09:03:41"} 
[2026-04-07 09:03:41] local.INFO: Box added from packed bin {"data":{"length":9.1,"width":33.71,"height":43.11,"denseWeight":89.53864695358789},"timestamp":"2026-04-07 09:03:41"} 
[2026-04-07 09:03:41] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":11.1,"width":35.71,"height":45.36},"quantity":1,"denseWeight":89.53864695358789}],"cheapestShippingCost":994.4395130842331,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":11.1,"width":35.71,"height":45.36},"denseWeight":89.53864695358789,"volumetricWeight":59,"higherWeight":89.53864695358789,"quantity":1}],"totalHigherWeight":89.53864695358789,"DS":0,"rate":1167.2547533178242,"tariffAndDS":1167.2547533178242,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2067.50756424966,"totalShipmentCostFormula":"((tariffAndDS (1167.2547533178) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2067.51","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":11.1,"width":35.71,"height":45.36},"denseWeight":89.53864695358789,"volumetricWeight":59,"higherWeight":89.53864695358789,"quantity":1}],"totalHigherWeight":89.53864695358789,"DS":0,"rate":677.5621950730908,"tariffAndDS":677.5621950730908,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1277.9272833358516,"totalShipmentCostFormula":"((tariffAndDS (677.56219507309) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1277.93","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":11.1,"width":35.71,"height":45.36},"denseWeight":89.53864695358789,"volumetricWeight":59,"higherWeight":89.53864695358789,"quantity":1}],"totalHigherWeight":89.53864695358789,"DS":0,"rate":879.4395130842331,"tariffAndDS":879.4395130842331,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":994.4395130842331,"totalShipmentCostFormula":"(((tariffAndDS (879.43951308423) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 994.43951308423","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Height exceeds 38.19 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":11.1,"width":35.71,"height":45.36},"denseWeight":89.53864695358789,"volumetricWeight":59,"higherWeight":89.53864695358789,"quantity":1}],"totalHigherWeight":89.53864695358789,"DS":0,"rate":582.0012051983213,"tariffAndDS":582.0012051983213,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1123.8447432617734,"totalShipmentCostFormula":"((tariffAndDS (582.00120519832) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1123.84","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":11.1,"width":35.71,"height":45.36},"denseWeight":89.53864695358789,"volumetricWeight":59,"higherWeight":89.53864695358789,"quantity":1}],"totalHigherWeight":89.53864695358789,"DS":0,"rate":911.5034259875247,"tariffAndDS":911.5034259875247,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1554.2956419939271,"totalShipmentCostFormula":"(( tariffAndDS (911.50342598752) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1554.2956419939","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":11.1,"width":35.71,"height":45.36},"denseWeight":89.53864695358789,"volumetricWeight":59,"higherWeight":89.53864695358789,"quantity":1}],"totalHigherWeight":89.53864695358789,"DS":0,"rate":1345.3864695358789,"tariffAndDS":1345.3864695358789,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1345.3864695358789,"totalShipmentCostFormula":"((tariffAndDS (1345.3864695359) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1345.3864695359","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-04-07 09:03:41"} 
[2026-04-07 09:03:41] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 09:03:41"} 
[2026-04-07 09:03:41] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 09:03:41"} 
[2026-04-07 09:03:42] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":82.7,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud mounted","combined_production_cost_usd":930.0,"total_production_cost":1540.0,"totalDenseWeight":89.53864695358789,"totalVolumetricWeight":59,"bin_packing_result":{"response":{"id":"1775552621_2df7f74736efb6a8f818525f8eabab1b","bins_packed":[{"bin_data":{"w":33.71,"h":43.11,"d":9.1,"id":"unique","used_space":81.9787,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":43.11,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/900ca10f57f106e250f2db0c2f33e54f/1775552621-4289-4297848.svg","items":[{"id":"item-27","w":33.71,"h":11.33,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/900ca10f57f106e250f2db0c2f33e54f/1775552621-4246-1906528.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting 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USA","boxWeights":[{"size":{"length":11.1,"width":35.71,"height":45.36},"denseWeight":89.53864695358789,"volumetricWeight":59,"higherWeight":89.53864695358789,"quantity":1}],"totalHigherWeight":89.53864695358789,"DS":0,"rate":879.4395130842331,"tariffAndDS":879.4395130842331,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":994.4395130842331,"totalShipmentCostFormula":"(((tariffAndDS (879.43951308423) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 994.43951308423","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Height exceeds 38.19 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":11.1,"width":35.71,"height":45.36},"denseWeight":89.53864695358789,"volumetricWeight":59,"higherWeight":89.53864695358789,"quantity":1}],"totalHigherWeight":89.53864695358789,"DS":0,"rate":582.0012051983213,"tariffAndDS":582.0012051983213,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1123.8447432617734,"totalShipmentCostFormula":"((tariffAndDS (582.00120519832) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1123.84","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx 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Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":11.1,"width":35.71,"height":45.36},"denseWeight":89.53864695358789,"volumetricWeight":59,"higherWeight":89.53864695358789,"quantity":1}],"totalHigherWeight":89.53864695358789,"DS":0,"rate":1345.3864695358789,"tariffAndDS":1345.3864695358789,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1345.3864695358789,"totalShipmentCostFormula":"((tariffAndDS (1345.3864695359) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1345.3864695359","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 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Face.","sequence_no":2},{"material_id":3,"dense_weight_expression":8.798895,"result":"61.9526007","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"0.074 inch Aluminium - Durable for Sign Returns.","sequence_no":3},{"material_id":4,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":5,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":6,"dense_weight_expression":6.4925,"result":214.3427184,"sign_material":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","description":"0.315 inch Frosted Acrylic - for Ideally Diffiused Halo Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":4.4064,"result":"210.46068","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC & IP65.","sequence_no":7},{"material_id":8,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":9,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":10,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":10},{"variable_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":13,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite 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Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.0101722354866,"result":10.1722354866,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.0008079121537500002,"result":0.8079121537500001,"sign_material":"Master Thinner 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Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":41.8608,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":7.4215901261118,"result":0,"sign_material":"Wood Lar 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(2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":89.53864695358789,"result":923.942716767862,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":116.48,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":14.08,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":53,"perimeter_of_sign":279.33,"nested_area":55.08,"occupied_area":7.42,"avg_char_height":"Less than 24 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[2026-04-07 09:03:42] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 09:03:42"} 
[2026-04-07 09:03:43] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":82.7,"sign_width":"120","dimensions":[{"id":"44abca3f-b8d0-4790-934d-738663f674c3","height":14.27,"width":9.08},{"id":"647a47ec-a757-4308-b008-2f83f2f5de68","height":14.27,"width":14.59},{"id":"67708f47-e040-464f-9393-05c622ad23e0","height":14.27,"width":13.62},{"id":"63c986bc-1367-4a56-a7d2-39610ffc16b2","height":14.27,"width":2.59},{"id":"cfab954c-a6c8-467a-9461-0adf2b82d1d8","height":14.27,"width":9.08},{"id":"6bd37129-93da-40a0-a1ac-aeea9c1b5d45","height":14.27,"width":11.03},{"id":"9e393c1a-2667-4411-b893-bda7e1f34851","height":14.59,"width":15.24},{"id":"4b410e30-276d-48a1-98ef-6100e21befa3","height":14.59,"width":13.62},{"id":"75a7f757-b16b-41d8-85d8-93909285689b","height":14.59,"width":13.62},{"id":"e13da030-dc2c-44e7-9678-7bcb8696ec31","height":3.57,"width":28.22},{"id":"7d644464-ddec-44a6-8412-34e9f5ecf666","height":2.92,"width":20.43},{"id":"2dfd395e-31a0-45e1-bd9e-9d0ae82bd205","height":3.89,"width":12.97},{"id":"c95c67bc-85bd-43cb-ae6f-6aa2e45ae85f","height":3.57,"width":9.73},{"id":"a20e99b0-2681-4e79-a7dd-4329b58d95c3","height":7.78,"width":5.51},{"id":"e7cb2fa3-90f6-4b53-8e2f-6e4df85f6203","height":2.92,"width":24.97},{"id":"0257dc33-0c14-4e0b-bd36-0364b7f64680","height":2.92,"width":26.92},{"id":"cb87e6a5-8511-4fa0-a46b-a1d5d14af88d","height":6.16,"width":7.46},{"id":"7e2445fb-eb52-4e1f-88f6-9f0281057030","height":5.51,"width":15.57},{"id":"55e7e069-af60-49ad-b53c-e1bb20dab957","height":4.22,"width":12.65},{"id":"cafdb153-3b2b-4096-a031-7d85867b9150","height":8.43,"width":24.32},{"id":"c42e81f8-2918-43df-9ddd-baeca8139aba","height":6.49,"width":12},{"id":"c3c5d9de-4435-4dfa-9670-515c5d276e78","height":5.51,"width":3.89},{"id":"e6d8ef03-0d1a-44c0-9e2b-3cbe99c83ef3","height":9.73,"width":15.89},{"id":"afc88286-91c2-46b8-b66c-1eaea0c4f751","height":7.78,"width":12.32},{"id":"8e89a84c-8773-4b7b-91b8-b50774ebb467","height":3.57,"width":11.03},{"id":"65817ced-efcd-4c6c-b877-7dec19e6dab7","height":3.24,"width":8.43},{"id":"c8df3537-0000-4007-bf10-6c710b187c14","height":11.03,"width":33.41},{"id":"c82df1a2-d954-4963-9fdb-6136ac4bb04e","height":6.81,"width":6.81},{"id":"f0b9a103-cc2f-4d28-a35e-4bd0269ef5a1","height":4.86,"width":5.19},{"id":"3f5e5d10-01df-40b9-a2d9-36b47ef42b19","height":14.27,"width":7.14},{"id":"16613414-39f6-4f7f-9f8f-ce4b8d6c1539","height":10.05,"width":16.54},{"id":"7fb1c972-3139-44c0-bb9c-fde1714f1b60","height":15.24,"width":24.65},{"id":"317931c8-24c1-4ab0-b1b2-cd397fbb1c71","height":18.49,"width":19.46},{"id":"b45b2424-08d3-4e20-9c5f-847cdbbcb40e","height":14.27,"width":23.68},{"id":"124e2a09-2ba2-4adb-9a65-b36226dc0cfc","height":9.73,"width":4.54},{"id":"1db54465-51f4-4607-98db-a5593dee4fa8","height":6.81,"width":4.22},{"id":"e2bef4e4-a91f-4c2c-b074-9e9443105a14","height":21.41,"width":10.05},{"id":"01367c63-562d-4b02-9cf5-22ae52f9708a","height":13.3,"width":15.24},{"id":"95937a53-2fc7-4114-8a06-bbceaafaa296","height":11.68,"width":12.32},{"id":"b3feb248-cc88-4f4a-993a-ea17c34254ed","height":4.54,"width":4.54},{"id":"662cfe7a-c0b9-4f43-8ccf-22ab87a10923","height":29.19,"width":6.49},{"id":"4089bd3c-3dca-4ae5-81fa-f497d0ce9fc5","height":8.76,"width":2.27},{"id":"ccb3c7de-07bb-42e2-9d2d-57d3a4cf638b","height":24.32,"width":27.89},{"id":"753f01ad-94a7-457a-90d4-6e28dadacc00","height":20.76,"width":14.92},{"id":"79210210-8d19-4a38-ad92-570d235892af","height":19.14,"width":8.76},{"id":"a526adcf-6ba6-40b6-ba28-54603aced3b6","height":30.16,"width":1.62},{"id":"d37f938f-eb02-42aa-bda7-dce73da35569","height":15.89,"width":12},{"id":"9c8dfb83-2b20-4cfd-96cd-55063ec5a88b","height":15.24,"width":11.68},{"id":"68f7511d-629d-4e03-af8a-78d469839e09","height":21.41,"width":15.24},{"id":"ceec6ffb-88e8-4686-9a90-bbcff597e8ae","height":14.27,"width":6.16},{"id":"2b115bc4-59a8-4cb1-8351-9d6cb8aec9b3","height":23.35,"width":10.38},{"id":"a0893518-29ea-4aaa-b59a-d948378a6847","height":42.81,"width":3.89},{"id":"68c6ad13-53d5-4ec5-9574-490a0212cc5b","height":30.16,"width":5.51}]},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":82.7,"sign_width":"120","dimensions":[{"id":"44abca3f-b8d0-4790-934d-738663f674c3","height":14.27,"width":9.08},{"id":"647a47ec-a757-4308-b008-2f83f2f5de68","height":14.27,"width":14.59},{"id":"67708f47-e040-464f-9393-05c622ad23e0","height":14.27,"width":13.62},{"id":"63c986bc-1367-4a56-a7d2-39610ffc16b2","height":14.27,"width":2.59},{"id":"cfab954c-a6c8-467a-9461-0adf2b82d1d8","height":14.27,"width":9.08},{"id":"6bd37129-93da-40a0-a1ac-aeea9c1b5d45","height":14.27,"width":11.03},{"id":"9e393c1a-2667-4411-b893-bda7e1f34851","height":14.59,"width":15.24},{"id":"4b410e30-276d-48a1-98ef-6100e21befa3","height":14.59,"width":13.62},{"id":"75a7f757-b16b-41d8-85d8-93909285689b","height":14.59,"width":13.62},{"id":"e13da030-dc2c-44e7-9678-7bcb8696ec31","height":3.57,"width":28.22},{"id":"7d644464-ddec-44a6-8412-34e9f5ecf666","height":2.92,"width":20.43},{"id":"2dfd395e-31a0-45e1-bd9e-9d0ae82bd205","height":3.89,"width":12.97},{"id":"c95c67bc-85bd-43cb-ae6f-6aa2e45ae85f","height":3.57,"width":9.73},{"id":"a20e99b0-2681-4e79-a7dd-4329b58d95c3","height":7.78,"width":5.51},{"id":"e7cb2fa3-90f6-4b53-8e2f-6e4df85f6203","height":2.92,"width":24.97},{"id":"0257dc33-0c14-4e0b-bd36-0364b7f64680","height":2.92,"width":26.92},{"id":"cb87e6a5-8511-4fa0-a46b-a1d5d14af88d","height":6.16,"width":7.46},{"id":"7e2445fb-eb52-4e1f-88f6-9f0281057030","height":5.51,"width":15.57},{"id":"55e7e069-af60-49ad-b53c-e1bb20dab957","height":4.22,"width":12.65},{"id":"cafdb153-3b2b-4096-a031-7d85867b9150","height":8.43,"width":24.32},{"id":"c42e81f8-2918-43df-9ddd-baeca8139aba","height":6.49,"width":12},{"id":"c3c5d9de-4435-4dfa-9670-515c5d276e78","height":5.51,"width":3.89},{"id":"e6d8ef03-0d1a-44c0-9e2b-3cbe99c83ef3","height":9.73,"width":15.89},{"id":"afc88286-91c2-46b8-b66c-1eaea0c4f751","height":7.78,"width":12.32},{"id":"8e89a84c-8773-4b7b-91b8-b50774ebb467","height":3.57,"width":11.03},{"id":"65817ced-efcd-4c6c-b877-7dec19e6dab7","height":3.24,"width":8.43},{"id":"c8df3537-0000-4007-bf10-6c710b187c14","height":11.03,"width":33.41},{"id":"c82df1a2-d954-4963-9fdb-6136ac4bb04e","height":6.81,"width":6.81},{"id":"f0b9a103-cc2f-4d28-a35e-4bd0269ef5a1","height":4.86,"width":5.19},{"id":"3f5e5d10-01df-40b9-a2d9-36b47ef42b19","height":14.27,"width":7.14},{"id":"16613414-39f6-4f7f-9f8f-ce4b8d6c1539","height":10.05,"width":16.54},{"id":"7fb1c972-3139-44c0-bb9c-fde1714f1b60","height":15.24,"width":24.65},{"id":"317931c8-24c1-4ab0-b1b2-cd397fbb1c71","height":18.49,"width":19.46},{"id":"b45b2424-08d3-4e20-9c5f-847cdbbcb40e","height":14.27,"width":23.68},{"id":"124e2a09-2ba2-4adb-9a65-b36226dc0cfc","height":9.73,"width":4.54},{"id":"1db54465-51f4-4607-98db-a5593dee4fa8","height":6.81,"width":4.22},{"id":"e2bef4e4-a91f-4c2c-b074-9e9443105a14","height":21.41,"width":10.05},{"id":"01367c63-562d-4b02-9cf5-22ae52f9708a","height":13.3,"width":15.24},{"id":"95937a53-2fc7-4114-8a06-bbceaafaa296","height":11.68,"width":12.32},{"id":"b3feb248-cc88-4f4a-993a-ea17c34254ed","height":4.54,"width":4.54},{"id":"662cfe7a-c0b9-4f43-8ccf-22ab87a10923","height":29.19,"width":6.49},{"id":"4089bd3c-3dca-4ae5-81fa-f497d0ce9fc5","height":8.76,"width":2.27},{"id":"ccb3c7de-07bb-42e2-9d2d-57d3a4cf638b","height":24.32,"width":27.89},{"id":"753f01ad-94a7-457a-90d4-6e28dadacc00","height":20.76,"width":14.92},{"id":"79210210-8d19-4a38-ad92-570d235892af","height":19.14,"width":8.76},{"id":"a526adcf-6ba6-40b6-ba28-54603aced3b6","height":30.16,"width":1.62},{"id":"d37f938f-eb02-42aa-bda7-dce73da35569","height":15.89,"width":12},{"id":"9c8dfb83-2b20-4cfd-96cd-55063ec5a88b","height":15.24,"width":11.68},{"id":"68f7511d-629d-4e03-af8a-78d469839e09","height":21.41,"width":15.24},{"id":"ceec6ffb-88e8-4686-9a90-bbcff597e8ae","height":14.27,"width":6.16},{"id":"2b115bc4-59a8-4cb1-8351-9d6cb8aec9b3","height":23.35,"width":10.38},{"id":"a0893518-29ea-4aaa-b59a-d948378a6847","height":42.81,"width":3.89},{"id":"68c6ad13-53d5-4ec5-9574-490a0212cc5b","height":30.16,"width":5.51}]}},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"44abca3f-b8d0-4790-934d-738663f674c3","height":14.27,"width":9.08},{"id":"647a47ec-a757-4308-b008-2f83f2f5de68","height":14.27,"width":14.59},{"id":"67708f47-e040-464f-9393-05c622ad23e0","height":14.27,"width":13.62},{"id":"63c986bc-1367-4a56-a7d2-39610ffc16b2","height":14.27,"width":2.59},{"id":"cfab954c-a6c8-467a-9461-0adf2b82d1d8","height":14.27,"width":9.08},{"id":"6bd37129-93da-40a0-a1ac-aeea9c1b5d45","height":14.27,"width":11.03},{"id":"9e393c1a-2667-4411-b893-bda7e1f34851","height":14.59,"width":15.24},{"id":"4b410e30-276d-48a1-98ef-6100e21befa3","height":14.59,"width":13.62},{"id":"75a7f757-b16b-41d8-85d8-93909285689b","height":14.59,"width":13.62},{"id":"e13da030-dc2c-44e7-9678-7bcb8696ec31","height":3.57,"width":28.22},{"id":"7d644464-ddec-44a6-8412-34e9f5ecf666","height":2.92,"width":20.43},{"id":"2dfd395e-31a0-45e1-bd9e-9d0ae82bd205","height":3.89,"width":12.97},{"id":"c95c67bc-85bd-43cb-ae6f-6aa2e45ae85f","height":3.57,"width":9.73},{"id":"a20e99b0-2681-4e79-a7dd-4329b58d95c3","height":7.78,"width":5.51},{"id":"e7cb2fa3-90f6-4b53-8e2f-6e4df85f6203","height":2.92,"width":24.97},{"id":"0257dc33-0c14-4e0b-bd36-0364b7f64680","height":2.92,"width":26.92},{"id":"cb87e6a5-8511-4fa0-a46b-a1d5d14af88d","height":6.16,"width":7.46},{"id":"7e2445fb-eb52-4e1f-88f6-9f0281057030","height":5.51,"width":15.57},{"id":"55e7e069-af60-49ad-b53c-e1bb20dab957","height":4.22,"width":12.65},{"id":"cafdb153-3b2b-4096-a031-7d85867b9150","height":8.43,"width":24.32},{"id":"c42e81f8-2918-43df-9ddd-baeca8139aba","height":6.49,"width":12},{"id":"c3c5d9de-4435-4dfa-9670-515c5d276e78","height":5.51,"width":3.89},{"id":"e6d8ef03-0d1a-44c0-9e2b-3cbe99c83ef3","height":9.73,"width":15.89},{"id":"afc88286-91c2-46b8-b66c-1eaea0c4f751","height":7.78,"width":12.32},{"id":"8e89a84c-8773-4b7b-91b8-b50774ebb467","height":3.57,"width":11.03},{"id":"65817ced-efcd-4c6c-b877-7dec19e6dab7","height":3.24,"width":8.43},{"id":"c8df3537-0000-4007-bf10-6c710b187c14","height":11.03,"width":33.41},{"id":"c82df1a2-d954-4963-9fdb-6136ac4bb04e","height":6.81,"width":6.81},{"id":"f0b9a103-cc2f-4d28-a35e-4bd0269ef5a1","height":4.86,"width":5.19},{"id":"3f5e5d10-01df-40b9-a2d9-36b47ef42b19","height":14.27,"width":7.14},{"id":"16613414-39f6-4f7f-9f8f-ce4b8d6c1539","height":10.05,"width":16.54},{"id":"7fb1c972-3139-44c0-bb9c-fde1714f1b60","height":15.24,"width":24.65},{"id":"317931c8-24c1-4ab0-b1b2-cd397fbb1c71","height":18.49,"width":19.46},{"id":"b45b2424-08d3-4e20-9c5f-847cdbbcb40e","height":14.27,"width":23.68},{"id":"124e2a09-2ba2-4adb-9a65-b36226dc0cfc","height":9.73,"width":4.54},{"id":"1db54465-51f4-4607-98db-a5593dee4fa8","height":6.81,"width":4.22},{"id":"e2bef4e4-a91f-4c2c-b074-9e9443105a14","height":21.41,"width":10.05},{"id":"01367c63-562d-4b02-9cf5-22ae52f9708a","height":13.3,"width":15.24},{"id":"95937a53-2fc7-4114-8a06-bbceaafaa296","height":11.68,"width":12.32},{"id":"b3feb248-cc88-4f4a-993a-ea17c34254ed","height":4.54,"width":4.54},{"id":"662cfe7a-c0b9-4f43-8ccf-22ab87a10923","height":29.19,"width":6.49},{"id":"4089bd3c-3dca-4ae5-81fa-f497d0ce9fc5","height":8.76,"width":2.27},{"id":"ccb3c7de-07bb-42e2-9d2d-57d3a4cf638b","height":24.32,"width":27.89},{"id":"753f01ad-94a7-457a-90d4-6e28dadacc00","height":20.76,"width":14.92},{"id":"79210210-8d19-4a38-ad92-570d235892af","height":19.14,"width":8.76},{"id":"a526adcf-6ba6-40b6-ba28-54603aced3b6","height":30.16,"width":1.62},{"id":"d37f938f-eb02-42aa-bda7-dce73da35569","height":15.89,"width":12},{"id":"9c8dfb83-2b20-4cfd-96cd-55063ec5a88b","height":15.24,"width":11.68},{"id":"68f7511d-629d-4e03-af8a-78d469839e09","height":21.41,"width":15.24},{"id":"ceec6ffb-88e8-4686-9a90-bbcff597e8ae","height":14.27,"width":6.16},{"id":"2b115bc4-59a8-4cb1-8351-9d6cb8aec9b3","height":23.35,"width":10.38},{"id":"a0893518-29ea-4aaa-b59a-d948378a6847","height":42.81,"width":3.89},{"id":"68c6ad13-53d5-4ec5-9574-490a0212cc5b","height":30.16,"width":5.51}],"sign_height_raw":82.7,"sign_width_raw":"120"},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":83.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"44abca3f-b8d0-4790-934d-738663f674c3","height":14.27,"width":9.08,"ceilHeight":15.0,"ceilWidth":10.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":23,"sign_type_id":1,"heightOrWidth":"15.00","return":2,"price":132,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"647a47ec-a757-4308-b008-2f83f2f5de68","height":14.27,"width":14.59,"ceilHeight":15.0,"ceilWidth":15.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":23,"sign_type_id":1,"heightOrWidth":"15.00","return":2,"price":132,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"67708f47-e040-464f-9393-05c622ad23e0","height":14.27,"width":13.62,"ceilHeight":15.0,"ceilWidth":14.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":23,"sign_type_id":1,"heightOrWidth":"15.00","return":2,"price":132,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"63c986bc-1367-4a56-a7d2-39610ffc16b2","height":14.27,"width":2.59,"ceilHeight":15.0,"ceilWidth":3.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":23,"sign_type_id":1,"heightOrWidth":"15.00","return":2,"price":132,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"cfab954c-a6c8-467a-9461-0adf2b82d1d8","height":14.27,"width":9.08,"ceilHeight":15.0,"ceilWidth":10.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":23,"sign_type_id":1,"heightOrWidth":"15.00","return":2,"price":132,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"6bd37129-93da-40a0-a1ac-aeea9c1b5d45","height":14.27,"width":11.03,"ceilHeight":15.0,"ceilWidth":12.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":23,"sign_type_id":1,"heightOrWidth":"15.00","return":2,"price":132,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"9e393c1a-2667-4411-b893-bda7e1f34851","height":14.59,"width":15.24,"ceilHeight":15.0,"ceilWidth":16.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":25,"sign_type_id":1,"heightOrWidth":"16.00","return":2,"price":151,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"4b410e30-276d-48a1-98ef-6100e21befa3","height":14.59,"width":13.62,"ceilHeight":15.0,"ceilWidth":14.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":23,"sign_type_id":1,"heightOrWidth":"15.00","return":2,"price":132,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"75a7f757-b16b-41d8-85d8-93909285689b","height":14.59,"width":13.62,"ceilHeight":15.0,"ceilWidth":14.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":23,"sign_type_id":1,"heightOrWidth":"15.00","return":2,"price":132,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"e13da030-dc2c-44e7-9678-7bcb8696ec31","height":3.57,"width":28.22,"ceilHeight":4.0,"ceilWidth":29.0,"biggerDimension":29.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":51,"sign_type_id":1,"heightOrWidth":"29.00","return":2,"price":345,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"7d644464-ddec-44a6-8412-34e9f5ecf666","height":2.92,"width":20.43,"ceilHeight":3.0,"ceilWidth":21.0,"biggerDimension":21.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":35,"sign_type_id":1,"heightOrWidth":"21.00","return":2,"price":223,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"2dfd395e-31a0-45e1-bd9e-9d0ae82bd205","height":3.89,"width":12.97,"ceilHeight":4.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"c95c67bc-85bd-43cb-ae6f-6aa2e45ae85f","height":3.57,"width":9.73,"ceilHeight":4.0,"ceilWidth":10.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":13,"sign_type_id":1,"heightOrWidth":"10.00","return":2,"price":82,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"a20e99b0-2681-4e79-a7dd-4329b58d95c3","height":7.78,"width":5.51,"ceilHeight":8.0,"ceilWidth":6.0,"biggerDimension":8.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":9,"sign_type_id":1,"heightOrWidth":"8.00","return":2,"price":69,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"e7cb2fa3-90f6-4b53-8e2f-6e4df85f6203","height":2.92,"width":24.97,"ceilHeight":3.0,"ceilWidth":25.0,"biggerDimension":25.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":43,"sign_type_id":1,"heightOrWidth":"25.00","return":2,"price":278,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"0257dc33-0c14-4e0b-bd36-0364b7f64680","height":2.92,"width":26.92,"ceilHeight":3.0,"ceilWidth":27.0,"biggerDimension":27.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":47,"sign_type_id":1,"heightOrWidth":"27.00","return":2,"price":314,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"cb87e6a5-8511-4fa0-a46b-a1d5d14af88d","height":6.16,"width":7.46,"ceilHeight":7.0,"ceilWidth":8.0,"biggerDimension":8.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":9,"sign_type_id":1,"heightOrWidth":"8.00","return":2,"price":69,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"7e2445fb-eb52-4e1f-88f6-9f0281057030","height":5.51,"width":15.57,"ceilHeight":6.0,"ceilWidth":16.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":25,"sign_type_id":1,"heightOrWidth":"16.00","return":2,"price":151,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"55e7e069-af60-49ad-b53c-e1bb20dab957","height":4.22,"width":12.65,"ceilHeight":5.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"cafdb153-3b2b-4096-a031-7d85867b9150","height":8.43,"width":24.32,"ceilHeight":9.0,"ceilWidth":25.0,"biggerDimension":25.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":43,"sign_type_id":1,"heightOrWidth":"25.00","return":2,"price":278,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"c42e81f8-2918-43df-9ddd-baeca8139aba","height":6.49,"width":12,"ceilHeight":7.0,"ceilWidth":12.0,"biggerDimension":12.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":17,"sign_type_id":1,"heightOrWidth":"12.00","return":2,"price":101,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"c3c5d9de-4435-4dfa-9670-515c5d276e78","height":5.51,"width":3.89,"ceilHeight":6.0,"ceilWidth":4.0,"biggerDimension":6.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":5,"sign_type_id":1,"heightOrWidth":"6.00","return":2,"price":64,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"e6d8ef03-0d1a-44c0-9e2b-3cbe99c83ef3","height":9.73,"width":15.89,"ceilHeight":10.0,"ceilWidth":16.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":25,"sign_type_id":1,"heightOrWidth":"16.00","return":2,"price":151,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"afc88286-91c2-46b8-b66c-1eaea0c4f751","height":7.78,"width":12.32,"ceilHeight":8.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"8e89a84c-8773-4b7b-91b8-b50774ebb467","height":3.57,"width":11.03,"ceilHeight":4.0,"ceilWidth":12.0,"biggerDimension":12.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":17,"sign_type_id":1,"heightOrWidth":"12.00","return":2,"price":101,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"65817ced-efcd-4c6c-b877-7dec19e6dab7","height":3.24,"width":8.43,"ceilHeight":4.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"c8df3537-0000-4007-bf10-6c710b187c14","height":11.03,"width":33.41,"ceilHeight":12.0,"ceilWidth":34.0,"biggerDimension":34.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":61,"sign_type_id":1,"heightOrWidth":"34.00","return":2,"price":450,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"c82df1a2-d954-4963-9fdb-6136ac4bb04e","height":6.81,"width":6.81,"ceilHeight":7.0,"ceilWidth":7.0,"biggerDimension":7.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":7,"sign_type_id":1,"heightOrWidth":"7.00","return":2,"price":67,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"f0b9a103-cc2f-4d28-a35e-4bd0269ef5a1","height":4.86,"width":5.19,"ceilHeight":5.0,"ceilWidth":6.0,"biggerDimension":6.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":5,"sign_type_id":1,"heightOrWidth":"6.00","return":2,"price":64,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"3f5e5d10-01df-40b9-a2d9-36b47ef42b19","height":14.27,"width":7.14,"ceilHeight":15.0,"ceilWidth":8.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":23,"sign_type_id":1,"heightOrWidth":"15.00","return":2,"price":132,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"16613414-39f6-4f7f-9f8f-ce4b8d6c1539","height":10.05,"width":16.54,"ceilHeight":11.0,"ceilWidth":17.0,"biggerDimension":17.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":27,"sign_type_id":1,"heightOrWidth":"17.00","return":2,"price":163,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"7fb1c972-3139-44c0-bb9c-fde1714f1b60","height":15.24,"width":24.65,"ceilHeight":16.0,"ceilWidth":25.0,"biggerDimension":25.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":43,"sign_type_id":1,"heightOrWidth":"25.00","return":2,"price":278,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"317931c8-24c1-4ab0-b1b2-cd397fbb1c71","height":18.49,"width":19.46,"ceilHeight":19.0,"ceilWidth":20.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":33,"sign_type_id":1,"heightOrWidth":"20.00","return":2,"price":199,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"b45b2424-08d3-4e20-9c5f-847cdbbcb40e","height":14.27,"width":23.68,"ceilHeight":15.0,"ceilWidth":24.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"124e2a09-2ba2-4adb-9a65-b36226dc0cfc","height":9.73,"width":4.54,"ceilHeight":10.0,"ceilWidth":5.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":13,"sign_type_id":1,"heightOrWidth":"10.00","return":2,"price":82,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"1db54465-51f4-4607-98db-a5593dee4fa8","height":6.81,"width":4.22,"ceilHeight":7.0,"ceilWidth":5.0,"biggerDimension":7.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":7,"sign_type_id":1,"heightOrWidth":"7.00","return":2,"price":67,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"e2bef4e4-a91f-4c2c-b074-9e9443105a14","height":21.41,"width":10.05,"ceilHeight":22.0,"ceilWidth":11.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"01367c63-562d-4b02-9cf5-22ae52f9708a","height":13.3,"width":15.24,"ceilHeight":14.0,"ceilWidth":16.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":25,"sign_type_id":1,"heightOrWidth":"16.00","return":2,"price":151,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"95937a53-2fc7-4114-8a06-bbceaafaa296","height":11.68,"width":12.32,"ceilHeight":12.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"b3feb248-cc88-4f4a-993a-ea17c34254ed","height":4.54,"width":4.54,"ceilHeight":5.0,"ceilWidth":5.0,"biggerDimension":5.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":3,"sign_type_id":1,"heightOrWidth":"5.00","return":2,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"662cfe7a-c0b9-4f43-8ccf-22ab87a10923","height":29.19,"width":6.49,"ceilHeight":30.0,"ceilWidth":7.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":53,"sign_type_id":1,"heightOrWidth":"30.00","return":2,"price":361,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"4089bd3c-3dca-4ae5-81fa-f497d0ce9fc5","height":8.76,"width":2.27,"ceilHeight":9.0,"ceilWidth":3.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"ccb3c7de-07bb-42e2-9d2d-57d3a4cf638b","height":24.32,"width":27.89,"ceilHeight":25.0,"ceilWidth":28.0,"biggerDimension":28.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":49,"sign_type_id":1,"heightOrWidth":"28.00","return":2,"price":329,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"753f01ad-94a7-457a-90d4-6e28dadacc00","height":20.76,"width":14.92,"ceilHeight":21.0,"ceilWidth":15.0,"biggerDimension":21.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":35,"sign_type_id":1,"heightOrWidth":"21.00","return":2,"price":223,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"79210210-8d19-4a38-ad92-570d235892af","height":19.14,"width":8.76,"ceilHeight":20.0,"ceilWidth":9.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":33,"sign_type_id":1,"heightOrWidth":"20.00","return":2,"price":199,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"a526adcf-6ba6-40b6-ba28-54603aced3b6","height":30.16,"width":1.62,"ceilHeight":31.0,"ceilWidth":2.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"d37f938f-eb02-42aa-bda7-dce73da35569","height":15.89,"width":12,"ceilHeight":16.0,"ceilWidth":12.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":25,"sign_type_id":1,"heightOrWidth":"16.00","return":2,"price":151,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"9c8dfb83-2b20-4cfd-96cd-55063ec5a88b","height":15.24,"width":11.68,"ceilHeight":16.0,"ceilWidth":12.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":25,"sign_type_id":1,"heightOrWidth":"16.00","return":2,"price":151,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"68f7511d-629d-4e03-af8a-78d469839e09","height":21.41,"width":15.24,"ceilHeight":22.0,"ceilWidth":16.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"ceec6ffb-88e8-4686-9a90-bbcff597e8ae","height":14.27,"width":6.16,"ceilHeight":15.0,"ceilWidth":7.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":23,"sign_type_id":1,"heightOrWidth":"15.00","return":2,"price":132,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"2b115bc4-59a8-4cb1-8351-9d6cb8aec9b3","height":23.35,"width":10.38,"ceilHeight":24.0,"ceilWidth":11.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"a0893518-29ea-4aaa-b59a-d948378a6847","height":42.81,"width":3.89,"ceilHeight":43.0,"ceilWidth":4.0,"biggerDimension":43.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"68c6ad13-53d5-4ec5-9574-490a0212cc5b","height":30.16,"width":5.51,"ceilHeight":31.0,"ceilWidth":6.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":53,"baseProductionCost":9586,"result":[{"id":"44abca3f-b8d0-4790-934d-738663f674c3","height":14.27,"width":9.08,"depth":2,"price":132},{"id":"647a47ec-a757-4308-b008-2f83f2f5de68","height":14.27,"width":14.59,"depth":2,"price":132},{"id":"67708f47-e040-464f-9393-05c622ad23e0","height":14.27,"width":13.62,"depth":2,"price":132},{"id":"63c986bc-1367-4a56-a7d2-39610ffc16b2","height":14.27,"width":2.59,"depth":2,"price":132},{"id":"cfab954c-a6c8-467a-9461-0adf2b82d1d8","height":14.27,"width":9.08,"depth":2,"price":132},{"id":"6bd37129-93da-40a0-a1ac-aeea9c1b5d45","height":14.27,"width":11.03,"depth":2,"price":132},{"id":"9e393c1a-2667-4411-b893-bda7e1f34851","height":14.59,"width":15.24,"depth":2,"price":151},{"id":"4b410e30-276d-48a1-98ef-6100e21befa3","height":14.59,"width":13.62,"depth":2,"price":132},{"id":"75a7f757-b16b-41d8-85d8-93909285689b","height":14.59,"width":13.62,"depth":2,"price":132},{"id":"e13da030-dc2c-44e7-9678-7bcb8696ec31","height":3.57,"width":28.22,"depth":2,"price":345},{"id":"7d644464-ddec-44a6-8412-34e9f5ecf666","height":2.92,"width":20.43,"depth":2,"price":223},{"id":"2dfd395e-31a0-45e1-bd9e-9d0ae82bd205","height":3.89,"width":12.97,"depth":2,"price":111},{"id":"c95c67bc-85bd-43cb-ae6f-6aa2e45ae85f","height":3.57,"width":9.73,"depth":2,"price":82},{"id":"a20e99b0-2681-4e79-a7dd-4329b58d95c3","height":7.78,"width":5.51,"depth":2,"price":69},{"id":"e7cb2fa3-90f6-4b53-8e2f-6e4df85f6203","height":2.92,"width":24.97,"depth":2,"price":278},{"id":"0257dc33-0c14-4e0b-bd36-0364b7f64680","height":2.92,"width":26.92,"depth":2,"price":314},{"id":"cb87e6a5-8511-4fa0-a46b-a1d5d14af88d","height":6.16,"width":7.46,"depth":2,"price":69},{"id":"7e2445fb-eb52-4e1f-88f6-9f0281057030","height":5.51,"width":15.57,"depth":2,"price":151},{"id":"55e7e069-af60-49ad-b53c-e1bb20dab957","height":4.22,"width":12.65,"depth":2,"price":111},{"id":"cafdb153-3b2b-4096-a031-7d85867b9150","height":8.43,"width":24.32,"depth":2,"price":278},{"id":"c42e81f8-2918-43df-9ddd-baeca8139aba","height":6.49,"width":12,"depth":2,"price":101},{"id":"c3c5d9de-4435-4dfa-9670-515c5d276e78","height":5.51,"width":3.89,"depth":2,"price":64},{"id":"e6d8ef03-0d1a-44c0-9e2b-3cbe99c83ef3","height":9.73,"width":15.89,"depth":2,"price":151},{"id":"afc88286-91c2-46b8-b66c-1eaea0c4f751","height":7.78,"width":12.32,"depth":2,"price":111},{"id":"8e89a84c-8773-4b7b-91b8-b50774ebb467","height":3.57,"width":11.03,"depth":2,"price":101},{"id":"65817ced-efcd-4c6c-b877-7dec19e6dab7","height":3.24,"width":8.43,"depth":2,"price":72},{"id":"c8df3537-0000-4007-bf10-6c710b187c14","height":11.03,"width":33.41,"depth":2,"price":450},{"id":"c82df1a2-d954-4963-9fdb-6136ac4bb04e","height":6.81,"width":6.81,"depth":2,"price":67},{"id":"f0b9a103-cc2f-4d28-a35e-4bd0269ef5a1","height":4.86,"width":5.19,"depth":2,"price":64},{"id":"3f5e5d10-01df-40b9-a2d9-36b47ef42b19","height":14.27,"width":7.14,"depth":2,"price":132},{"id":"16613414-39f6-4f7f-9f8f-ce4b8d6c1539","height":10.05,"width":16.54,"depth":2,"price":163},{"id":"7fb1c972-3139-44c0-bb9c-fde1714f1b60","height":15.24,"width":24.65,"depth":2,"price":278},{"id":"317931c8-24c1-4ab0-b1b2-cd397fbb1c71","height":18.49,"width":19.46,"depth":2,"price":199},{"id":"b45b2424-08d3-4e20-9c5f-847cdbbcb40e","height":14.27,"width":23.68,"depth":2,"price":264},{"id":"124e2a09-2ba2-4adb-9a65-b36226dc0cfc","height":9.73,"width":4.54,"depth":2,"price":82},{"id":"1db54465-51f4-4607-98db-a5593dee4fa8","height":6.81,"width":4.22,"depth":2,"price":67},{"id":"e2bef4e4-a91f-4c2c-b074-9e9443105a14","height":21.41,"width":10.05,"depth":2,"price":236},{"id":"01367c63-562d-4b02-9cf5-22ae52f9708a","height":13.3,"width":15.24,"depth":2,"price":151},{"id":"95937a53-2fc7-4114-8a06-bbceaafaa296","height":11.68,"width":12.32,"depth":2,"price":111},{"id":"b3feb248-cc88-4f4a-993a-ea17c34254ed","height":4.54,"width":4.54,"depth":2,"price":80},{"id":"662cfe7a-c0b9-4f43-8ccf-22ab87a10923","height":29.19,"width":6.49,"depth":2,"price":361},{"id":"4089bd3c-3dca-4ae5-81fa-f497d0ce9fc5","height":8.76,"width":2.27,"depth":2,"price":72},{"id":"ccb3c7de-07bb-42e2-9d2d-57d3a4cf638b","height":24.32,"width":27.89,"depth":2,"price":329},{"id":"753f01ad-94a7-457a-90d4-6e28dadacc00","height":20.76,"width":14.92,"depth":2,"price":223},{"id":"79210210-8d19-4a38-ad92-570d235892af","height":19.14,"width":8.76,"depth":2,"price":199},{"id":"a526adcf-6ba6-40b6-ba28-54603aced3b6","height":30.16,"width":1.62,"depth":2,"price":392},{"id":"d37f938f-eb02-42aa-bda7-dce73da35569","height":15.89,"width":12,"depth":2,"price":151},{"id":"9c8dfb83-2b20-4cfd-96cd-55063ec5a88b","height":15.24,"width":11.68,"depth":2,"price":151},{"id":"68f7511d-629d-4e03-af8a-78d469839e09","height":21.41,"width":15.24,"depth":2,"price":236},{"id":"ceec6ffb-88e8-4686-9a90-bbcff597e8ae","height":14.27,"width":6.16,"depth":2,"price":132},{"id":"2b115bc4-59a8-4cb1-8351-9d6cb8aec9b3","height":23.35,"width":10.38,"depth":2,"price":264},{"id":"a0893518-29ea-4aaa-b59a-d948378a6847","height":42.81,"width":3.89,"depth":2,"price":502},{"id":"68c6ad13-53d5-4ec5-9574-490a0212cc5b","height":30.16,"width":5.51,"depth":2,"price":392}]},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":83.0},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Total Production Cost and Tax {"data":{"productionCost":9734.47,"taxFactor":0.0887,"tax":863.4474889999999},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Box Calculation Details {"data":{"breadth":89.0,"boxDepth":8,"oneBoxCapacity":-35.0,"noOfBoxes":-3.0,"noOfFullBoxes":-4.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-35.0,"widthOfHalfBox":-20.0},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":522.4748201438849,"shippingWeightInKG":236.95003181128567},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":236.95003181128567,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":10,"min":"206","max":"240","rate":"200","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":200,"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":9586,"PSUCost":148.47,"tax":863.4474889999999,"shippingRate":200,"miscellaenous":0,"signPrice":10797.917489},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":82.7,"sign_depth":2,"totalCost":10797.917489,"TATDays":7,"baseProductionCost":9586,"productionCost":9734.47,"PSUCost":148.47,"tax":863.4474889999999,"shippingCost":200,"uniqueReturns_count":2,"objects_count":53},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"44abca3f-b8d0-4790-934d-738663f674c3","height":14.27,"width":9.08},{"id":"647a47ec-a757-4308-b008-2f83f2f5de68","height":14.27,"width":14.59},{"id":"67708f47-e040-464f-9393-05c622ad23e0","height":14.27,"width":13.62},{"id":"63c986bc-1367-4a56-a7d2-39610ffc16b2","height":14.27,"width":2.59},{"id":"cfab954c-a6c8-467a-9461-0adf2b82d1d8","height":14.27,"width":9.08},{"id":"6bd37129-93da-40a0-a1ac-aeea9c1b5d45","height":14.27,"width":11.03},{"id":"9e393c1a-2667-4411-b893-bda7e1f34851","height":14.59,"width":15.24},{"id":"4b410e30-276d-48a1-98ef-6100e21befa3","height":14.59,"width":13.62},{"id":"75a7f757-b16b-41d8-85d8-93909285689b","height":14.59,"width":13.62},{"id":"e13da030-dc2c-44e7-9678-7bcb8696ec31","height":3.57,"width":28.22},{"id":"7d644464-ddec-44a6-8412-34e9f5ecf666","height":2.92,"width":20.43},{"id":"2dfd395e-31a0-45e1-bd9e-9d0ae82bd205","height":3.89,"width":12.97},{"id":"c95c67bc-85bd-43cb-ae6f-6aa2e45ae85f","height":3.57,"width":9.73},{"id":"a20e99b0-2681-4e79-a7dd-4329b58d95c3","height":7.78,"width":5.51},{"id":"e7cb2fa3-90f6-4b53-8e2f-6e4df85f6203","height":2.92,"width":24.97},{"id":"0257dc33-0c14-4e0b-bd36-0364b7f64680","height":2.92,"width":26.92},{"id":"cb87e6a5-8511-4fa0-a46b-a1d5d14af88d","height":6.16,"width":7.46},{"id":"7e2445fb-eb52-4e1f-88f6-9f0281057030","height":5.51,"width":15.57},{"id":"55e7e069-af60-49ad-b53c-e1bb20dab957","height":4.22,"width":12.65},{"id":"cafdb153-3b2b-4096-a031-7d85867b9150","height":8.43,"width":24.32},{"id":"c42e81f8-2918-43df-9ddd-baeca8139aba","height":6.49,"width":12},{"id":"c3c5d9de-4435-4dfa-9670-515c5d276e78","height":5.51,"width":3.89},{"id":"e6d8ef03-0d1a-44c0-9e2b-3cbe99c83ef3","height":9.73,"width":15.89},{"id":"afc88286-91c2-46b8-b66c-1eaea0c4f751","height":7.78,"width":12.32},{"id":"8e89a84c-8773-4b7b-91b8-b50774ebb467","height":3.57,"width":11.03},{"id":"65817ced-efcd-4c6c-b877-7dec19e6dab7","height":3.24,"width":8.43},{"id":"c8df3537-0000-4007-bf10-6c710b187c14","height":11.03,"width":33.41},{"id":"c82df1a2-d954-4963-9fdb-6136ac4bb04e","height":6.81,"width":6.81},{"id":"f0b9a103-cc2f-4d28-a35e-4bd0269ef5a1","height":4.86,"width":5.19},{"id":"3f5e5d10-01df-40b9-a2d9-36b47ef42b19","height":14.27,"width":7.14},{"id":"16613414-39f6-4f7f-9f8f-ce4b8d6c1539","height":10.05,"width":16.54},{"id":"7fb1c972-3139-44c0-bb9c-fde1714f1b60","height":15.24,"width":24.65},{"id":"317931c8-24c1-4ab0-b1b2-cd397fbb1c71","height":18.49,"width":19.46},{"id":"b45b2424-08d3-4e20-9c5f-847cdbbcb40e","height":14.27,"width":23.68},{"id":"124e2a09-2ba2-4adb-9a65-b36226dc0cfc","height":9.73,"width":4.54},{"id":"1db54465-51f4-4607-98db-a5593dee4fa8","height":6.81,"width":4.22},{"id":"e2bef4e4-a91f-4c2c-b074-9e9443105a14","height":21.41,"width":10.05},{"id":"01367c63-562d-4b02-9cf5-22ae52f9708a","height":13.3,"width":15.24},{"id":"95937a53-2fc7-4114-8a06-bbceaafaa296","height":11.68,"width":12.32},{"id":"b3feb248-cc88-4f4a-993a-ea17c34254ed","height":4.54,"width":4.54},{"id":"662cfe7a-c0b9-4f43-8ccf-22ab87a10923","height":29.19,"width":6.49},{"id":"4089bd3c-3dca-4ae5-81fa-f497d0ce9fc5","height":8.76,"width":2.27},{"id":"ccb3c7de-07bb-42e2-9d2d-57d3a4cf638b","height":24.32,"width":27.89},{"id":"753f01ad-94a7-457a-90d4-6e28dadacc00","height":20.76,"width":14.92},{"id":"79210210-8d19-4a38-ad92-570d235892af","height":19.14,"width":8.76},{"id":"a526adcf-6ba6-40b6-ba28-54603aced3b6","height":30.16,"width":1.62},{"id":"d37f938f-eb02-42aa-bda7-dce73da35569","height":15.89,"width":12},{"id":"9c8dfb83-2b20-4cfd-96cd-55063ec5a88b","height":15.24,"width":11.68},{"id":"68f7511d-629d-4e03-af8a-78d469839e09","height":21.41,"width":15.24},{"id":"ceec6ffb-88e8-4686-9a90-bbcff597e8ae","height":14.27,"width":6.16},{"id":"2b115bc4-59a8-4cb1-8351-9d6cb8aec9b3","height":23.35,"width":10.38},{"id":"a0893518-29ea-4aaa-b59a-d948378a6847","height":42.81,"width":3.89},{"id":"68c6ad13-53d5-4ec5-9574-490a0212cc5b","height":30.16,"width":5.51}],"sign_height_raw":82.7,"sign_width_raw":"120"},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":83.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"44abca3f-b8d0-4790-934d-738663f674c3","height":14.27,"width":9.08,"ceilHeight":15.0,"ceilWidth":10.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":24,"sign_type_id":1,"heightOrWidth":"15.00","return":3,"price":139,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"647a47ec-a757-4308-b008-2f83f2f5de68","height":14.27,"width":14.59,"ceilHeight":15.0,"ceilWidth":15.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":24,"sign_type_id":1,"heightOrWidth":"15.00","return":3,"price":139,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"67708f47-e040-464f-9393-05c622ad23e0","height":14.27,"width":13.62,"ceilHeight":15.0,"ceilWidth":14.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":24,"sign_type_id":1,"heightOrWidth":"15.00","return":3,"price":139,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"63c986bc-1367-4a56-a7d2-39610ffc16b2","height":14.27,"width":2.59,"ceilHeight":15.0,"ceilWidth":3.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":24,"sign_type_id":1,"heightOrWidth":"15.00","return":3,"price":139,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"cfab954c-a6c8-467a-9461-0adf2b82d1d8","height":14.27,"width":9.08,"ceilHeight":15.0,"ceilWidth":10.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":24,"sign_type_id":1,"heightOrWidth":"15.00","return":3,"price":139,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"6bd37129-93da-40a0-a1ac-aeea9c1b5d45","height":14.27,"width":11.03,"ceilHeight":15.0,"ceilWidth":12.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":24,"sign_type_id":1,"heightOrWidth":"15.00","return":3,"price":139,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"9e393c1a-2667-4411-b893-bda7e1f34851","height":14.59,"width":15.24,"ceilHeight":15.0,"ceilWidth":16.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":26,"sign_type_id":1,"heightOrWidth":"16.00","return":3,"price":159,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"4b410e30-276d-48a1-98ef-6100e21befa3","height":14.59,"width":13.62,"ceilHeight":15.0,"ceilWidth":14.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":24,"sign_type_id":1,"heightOrWidth":"15.00","return":3,"price":139,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"75a7f757-b16b-41d8-85d8-93909285689b","height":14.59,"width":13.62,"ceilHeight":15.0,"ceilWidth":14.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":24,"sign_type_id":1,"heightOrWidth":"15.00","return":3,"price":139,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"e13da030-dc2c-44e7-9678-7bcb8696ec31","height":3.57,"width":28.22,"ceilHeight":4.0,"ceilWidth":29.0,"biggerDimension":29.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":52,"sign_type_id":1,"heightOrWidth":"29.00","return":3,"price":362,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"7d644464-ddec-44a6-8412-34e9f5ecf666","height":2.92,"width":20.43,"ceilHeight":3.0,"ceilWidth":21.0,"biggerDimension":21.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":36,"sign_type_id":1,"heightOrWidth":"21.00","return":3,"price":234,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"2dfd395e-31a0-45e1-bd9e-9d0ae82bd205","height":3.89,"width":12.97,"ceilHeight":4.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"c95c67bc-85bd-43cb-ae6f-6aa2e45ae85f","height":3.57,"width":9.73,"ceilHeight":4.0,"ceilWidth":10.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":14,"sign_type_id":1,"heightOrWidth":"10.00","return":3,"price":86,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"a20e99b0-2681-4e79-a7dd-4329b58d95c3","height":7.78,"width":5.51,"ceilHeight":8.0,"ceilWidth":6.0,"biggerDimension":8.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":10,"sign_type_id":1,"heightOrWidth":"8.00","return":3,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"e7cb2fa3-90f6-4b53-8e2f-6e4df85f6203","height":2.92,"width":24.97,"ceilHeight":3.0,"ceilWidth":25.0,"biggerDimension":25.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":44,"sign_type_id":1,"heightOrWidth":"25.00","return":3,"price":292,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"0257dc33-0c14-4e0b-bd36-0364b7f64680","height":2.92,"width":26.92,"ceilHeight":3.0,"ceilWidth":27.0,"biggerDimension":27.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":48,"sign_type_id":1,"heightOrWidth":"27.00","return":3,"price":330,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"cb87e6a5-8511-4fa0-a46b-a1d5d14af88d","height":6.16,"width":7.46,"ceilHeight":7.0,"ceilWidth":8.0,"biggerDimension":8.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":10,"sign_type_id":1,"heightOrWidth":"8.00","return":3,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"7e2445fb-eb52-4e1f-88f6-9f0281057030","height":5.51,"width":15.57,"ceilHeight":6.0,"ceilWidth":16.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":26,"sign_type_id":1,"heightOrWidth":"16.00","return":3,"price":159,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"55e7e069-af60-49ad-b53c-e1bb20dab957","height":4.22,"width":12.65,"ceilHeight":5.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"cafdb153-3b2b-4096-a031-7d85867b9150","height":8.43,"width":24.32,"ceilHeight":9.0,"ceilWidth":25.0,"biggerDimension":25.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":44,"sign_type_id":1,"heightOrWidth":"25.00","return":3,"price":292,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"c42e81f8-2918-43df-9ddd-baeca8139aba","height":6.49,"width":12,"ceilHeight":7.0,"ceilWidth":12.0,"biggerDimension":12.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":18,"sign_type_id":1,"heightOrWidth":"12.00","return":3,"price":106,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"c3c5d9de-4435-4dfa-9670-515c5d276e78","height":5.51,"width":3.89,"ceilHeight":6.0,"ceilWidth":4.0,"biggerDimension":6.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":6,"sign_type_id":1,"heightOrWidth":"6.00","return":3,"price":67,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"e6d8ef03-0d1a-44c0-9e2b-3cbe99c83ef3","height":9.73,"width":15.89,"ceilHeight":10.0,"ceilWidth":16.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":26,"sign_type_id":1,"heightOrWidth":"16.00","return":3,"price":159,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"afc88286-91c2-46b8-b66c-1eaea0c4f751","height":7.78,"width":12.32,"ceilHeight":8.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"8e89a84c-8773-4b7b-91b8-b50774ebb467","height":3.57,"width":11.03,"ceilHeight":4.0,"ceilWidth":12.0,"biggerDimension":12.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":18,"sign_type_id":1,"heightOrWidth":"12.00","return":3,"price":106,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"65817ced-efcd-4c6c-b877-7dec19e6dab7","height":3.24,"width":8.43,"ceilHeight":4.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"c8df3537-0000-4007-bf10-6c710b187c14","height":11.03,"width":33.41,"ceilHeight":12.0,"ceilWidth":34.0,"biggerDimension":34.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":62,"sign_type_id":1,"heightOrWidth":"34.00","return":3,"price":472,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"c82df1a2-d954-4963-9fdb-6136ac4bb04e","height":6.81,"width":6.81,"ceilHeight":7.0,"ceilWidth":7.0,"biggerDimension":7.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":8,"sign_type_id":1,"heightOrWidth":"7.00","return":3,"price":69,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"f0b9a103-cc2f-4d28-a35e-4bd0269ef5a1","height":4.86,"width":5.19,"ceilHeight":5.0,"ceilWidth":6.0,"biggerDimension":6.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":6,"sign_type_id":1,"heightOrWidth":"6.00","return":3,"price":67,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"3f5e5d10-01df-40b9-a2d9-36b47ef42b19","height":14.27,"width":7.14,"ceilHeight":15.0,"ceilWidth":8.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":24,"sign_type_id":1,"heightOrWidth":"15.00","return":3,"price":139,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"16613414-39f6-4f7f-9f8f-ce4b8d6c1539","height":10.05,"width":16.54,"ceilHeight":11.0,"ceilWidth":17.0,"biggerDimension":17.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":28,"sign_type_id":1,"heightOrWidth":"17.00","return":3,"price":171,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"7fb1c972-3139-44c0-bb9c-fde1714f1b60","height":15.24,"width":24.65,"ceilHeight":16.0,"ceilWidth":25.0,"biggerDimension":25.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":44,"sign_type_id":1,"heightOrWidth":"25.00","return":3,"price":292,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"317931c8-24c1-4ab0-b1b2-cd397fbb1c71","height":18.49,"width":19.46,"ceilHeight":19.0,"ceilWidth":20.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":34,"sign_type_id":1,"heightOrWidth":"20.00","return":3,"price":209,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"b45b2424-08d3-4e20-9c5f-847cdbbcb40e","height":14.27,"width":23.68,"ceilHeight":15.0,"ceilWidth":24.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"124e2a09-2ba2-4adb-9a65-b36226dc0cfc","height":9.73,"width":4.54,"ceilHeight":10.0,"ceilWidth":5.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":14,"sign_type_id":1,"heightOrWidth":"10.00","return":3,"price":86,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"1db54465-51f4-4607-98db-a5593dee4fa8","height":6.81,"width":4.22,"ceilHeight":7.0,"ceilWidth":5.0,"biggerDimension":7.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":8,"sign_type_id":1,"heightOrWidth":"7.00","return":3,"price":69,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"e2bef4e4-a91f-4c2c-b074-9e9443105a14","height":21.41,"width":10.05,"ceilHeight":22.0,"ceilWidth":11.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"01367c63-562d-4b02-9cf5-22ae52f9708a","height":13.3,"width":15.24,"ceilHeight":14.0,"ceilWidth":16.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":26,"sign_type_id":1,"heightOrWidth":"16.00","return":3,"price":159,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"95937a53-2fc7-4114-8a06-bbceaafaa296","height":11.68,"width":12.32,"ceilHeight":12.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"b3feb248-cc88-4f4a-993a-ea17c34254ed","height":4.54,"width":4.54,"ceilHeight":5.0,"ceilWidth":5.0,"biggerDimension":5.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":4,"sign_type_id":1,"heightOrWidth":"5.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"662cfe7a-c0b9-4f43-8ccf-22ab87a10923","height":29.19,"width":6.49,"ceilHeight":30.0,"ceilWidth":7.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":54,"sign_type_id":1,"heightOrWidth":"30.00","return":3,"price":379,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"4089bd3c-3dca-4ae5-81fa-f497d0ce9fc5","height":8.76,"width":2.27,"ceilHeight":9.0,"ceilWidth":3.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"ccb3c7de-07bb-42e2-9d2d-57d3a4cf638b","height":24.32,"width":27.89,"ceilHeight":25.0,"ceilWidth":28.0,"biggerDimension":28.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":50,"sign_type_id":1,"heightOrWidth":"28.00","return":3,"price":346,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"753f01ad-94a7-457a-90d4-6e28dadacc00","height":20.76,"width":14.92,"ceilHeight":21.0,"ceilWidth":15.0,"biggerDimension":21.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":36,"sign_type_id":1,"heightOrWidth":"21.00","return":3,"price":234,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"79210210-8d19-4a38-ad92-570d235892af","height":19.14,"width":8.76,"ceilHeight":20.0,"ceilWidth":9.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":34,"sign_type_id":1,"heightOrWidth":"20.00","return":3,"price":209,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"a526adcf-6ba6-40b6-ba28-54603aced3b6","height":30.16,"width":1.62,"ceilHeight":31.0,"ceilWidth":2.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"d37f938f-eb02-42aa-bda7-dce73da35569","height":15.89,"width":12,"ceilHeight":16.0,"ceilWidth":12.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":26,"sign_type_id":1,"heightOrWidth":"16.00","return":3,"price":159,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"9c8dfb83-2b20-4cfd-96cd-55063ec5a88b","height":15.24,"width":11.68,"ceilHeight":16.0,"ceilWidth":12.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":26,"sign_type_id":1,"heightOrWidth":"16.00","return":3,"price":159,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"68f7511d-629d-4e03-af8a-78d469839e09","height":21.41,"width":15.24,"ceilHeight":22.0,"ceilWidth":16.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"ceec6ffb-88e8-4686-9a90-bbcff597e8ae","height":14.27,"width":6.16,"ceilHeight":15.0,"ceilWidth":7.0,"biggerDimension":15.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":24,"sign_type_id":1,"heightOrWidth":"15.00","return":3,"price":139,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"2b115bc4-59a8-4cb1-8351-9d6cb8aec9b3","height":23.35,"width":10.38,"ceilHeight":24.0,"ceilWidth":11.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"a0893518-29ea-4aaa-b59a-d948378a6847","height":42.81,"width":3.89,"ceilHeight":43.0,"ceilWidth":4.0,"biggerDimension":43.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Dimension Calculation {"data":{"dim_id":"68c6ad13-53d5-4ec5-9574-490a0212cc5b","height":30.16,"width":5.51,"ceilHeight":31.0,"ceilWidth":6.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":53,"baseProductionCost":10042,"result":[{"id":"44abca3f-b8d0-4790-934d-738663f674c3","height":14.27,"width":9.08,"depth":3,"price":139},{"id":"647a47ec-a757-4308-b008-2f83f2f5de68","height":14.27,"width":14.59,"depth":3,"price":139},{"id":"67708f47-e040-464f-9393-05c622ad23e0","height":14.27,"width":13.62,"depth":3,"price":139},{"id":"63c986bc-1367-4a56-a7d2-39610ffc16b2","height":14.27,"width":2.59,"depth":3,"price":139},{"id":"cfab954c-a6c8-467a-9461-0adf2b82d1d8","height":14.27,"width":9.08,"depth":3,"price":139},{"id":"6bd37129-93da-40a0-a1ac-aeea9c1b5d45","height":14.27,"width":11.03,"depth":3,"price":139},{"id":"9e393c1a-2667-4411-b893-bda7e1f34851","height":14.59,"width":15.24,"depth":3,"price":159},{"id":"4b410e30-276d-48a1-98ef-6100e21befa3","height":14.59,"width":13.62,"depth":3,"price":139},{"id":"75a7f757-b16b-41d8-85d8-93909285689b","height":14.59,"width":13.62,"depth":3,"price":139},{"id":"e13da030-dc2c-44e7-9678-7bcb8696ec31","height":3.57,"width":28.22,"depth":3,"price":362},{"id":"7d644464-ddec-44a6-8412-34e9f5ecf666","height":2.92,"width":20.43,"depth":3,"price":234},{"id":"2dfd395e-31a0-45e1-bd9e-9d0ae82bd205","height":3.89,"width":12.97,"depth":3,"price":117},{"id":"c95c67bc-85bd-43cb-ae6f-6aa2e45ae85f","height":3.57,"width":9.73,"depth":3,"price":86},{"id":"a20e99b0-2681-4e79-a7dd-4329b58d95c3","height":7.78,"width":5.51,"depth":3,"price":72},{"id":"e7cb2fa3-90f6-4b53-8e2f-6e4df85f6203","height":2.92,"width":24.97,"depth":3,"price":292},{"id":"0257dc33-0c14-4e0b-bd36-0364b7f64680","height":2.92,"width":26.92,"depth":3,"price":330},{"id":"cb87e6a5-8511-4fa0-a46b-a1d5d14af88d","height":6.16,"width":7.46,"depth":3,"price":72},{"id":"7e2445fb-eb52-4e1f-88f6-9f0281057030","height":5.51,"width":15.57,"depth":3,"price":159},{"id":"55e7e069-af60-49ad-b53c-e1bb20dab957","height":4.22,"width":12.65,"depth":3,"price":117},{"id":"cafdb153-3b2b-4096-a031-7d85867b9150","height":8.43,"width":24.32,"depth":3,"price":292},{"id":"c42e81f8-2918-43df-9ddd-baeca8139aba","height":6.49,"width":12,"depth":3,"price":106},{"id":"c3c5d9de-4435-4dfa-9670-515c5d276e78","height":5.51,"width":3.89,"depth":3,"price":67},{"id":"e6d8ef03-0d1a-44c0-9e2b-3cbe99c83ef3","height":9.73,"width":15.89,"depth":3,"price":159},{"id":"afc88286-91c2-46b8-b66c-1eaea0c4f751","height":7.78,"width":12.32,"depth":3,"price":117},{"id":"8e89a84c-8773-4b7b-91b8-b50774ebb467","height":3.57,"width":11.03,"depth":3,"price":106},{"id":"65817ced-efcd-4c6c-b877-7dec19e6dab7","height":3.24,"width":8.43,"depth":3,"price":76},{"id":"c8df3537-0000-4007-bf10-6c710b187c14","height":11.03,"width":33.41,"depth":3,"price":472},{"id":"c82df1a2-d954-4963-9fdb-6136ac4bb04e","height":6.81,"width":6.81,"depth":3,"price":69},{"id":"f0b9a103-cc2f-4d28-a35e-4bd0269ef5a1","height":4.86,"width":5.19,"depth":3,"price":67},{"id":"3f5e5d10-01df-40b9-a2d9-36b47ef42b19","height":14.27,"width":7.14,"depth":3,"price":139},{"id":"16613414-39f6-4f7f-9f8f-ce4b8d6c1539","height":10.05,"width":16.54,"depth":3,"price":171},{"id":"7fb1c972-3139-44c0-bb9c-fde1714f1b60","height":15.24,"width":24.65,"depth":3,"price":292},{"id":"317931c8-24c1-4ab0-b1b2-cd397fbb1c71","height":18.49,"width":19.46,"depth":3,"price":209},{"id":"b45b2424-08d3-4e20-9c5f-847cdbbcb40e","height":14.27,"width":23.68,"depth":3,"price":277},{"id":"124e2a09-2ba2-4adb-9a65-b36226dc0cfc","height":9.73,"width":4.54,"depth":3,"price":86},{"id":"1db54465-51f4-4607-98db-a5593dee4fa8","height":6.81,"width":4.22,"depth":3,"price":69},{"id":"e2bef4e4-a91f-4c2c-b074-9e9443105a14","height":21.41,"width":10.05,"depth":3,"price":248},{"id":"01367c63-562d-4b02-9cf5-22ae52f9708a","height":13.3,"width":15.24,"depth":3,"price":159},{"id":"95937a53-2fc7-4114-8a06-bbceaafaa296","height":11.68,"width":12.32,"depth":3,"price":117},{"id":"b3feb248-cc88-4f4a-993a-ea17c34254ed","height":4.54,"width":4.54,"depth":3,"price":80},{"id":"662cfe7a-c0b9-4f43-8ccf-22ab87a10923","height":29.19,"width":6.49,"depth":3,"price":379},{"id":"4089bd3c-3dca-4ae5-81fa-f497d0ce9fc5","height":8.76,"width":2.27,"depth":3,"price":76},{"id":"ccb3c7de-07bb-42e2-9d2d-57d3a4cf638b","height":24.32,"width":27.89,"depth":3,"price":346},{"id":"753f01ad-94a7-457a-90d4-6e28dadacc00","height":20.76,"width":14.92,"depth":3,"price":234},{"id":"79210210-8d19-4a38-ad92-570d235892af","height":19.14,"width":8.76,"depth":3,"price":209},{"id":"a526adcf-6ba6-40b6-ba28-54603aced3b6","height":30.16,"width":1.62,"depth":3,"price":412},{"id":"d37f938f-eb02-42aa-bda7-dce73da35569","height":15.89,"width":12,"depth":3,"price":159},{"id":"9c8dfb83-2b20-4cfd-96cd-55063ec5a88b","height":15.24,"width":11.68,"depth":3,"price":159},{"id":"68f7511d-629d-4e03-af8a-78d469839e09","height":21.41,"width":15.24,"depth":3,"price":248},{"id":"ceec6ffb-88e8-4686-9a90-bbcff597e8ae","height":14.27,"width":6.16,"depth":3,"price":139},{"id":"2b115bc4-59a8-4cb1-8351-9d6cb8aec9b3","height":23.35,"width":10.38,"depth":3,"price":277},{"id":"a0893518-29ea-4aaa-b59a-d948378a6847","height":42.81,"width":3.89,"depth":3,"price":502},{"id":"68c6ad13-53d5-4ec5-9574-490a0212cc5b","height":30.16,"width":5.51,"depth":3,"price":412}]},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":83.0},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Total Production Cost and Tax {"data":{"productionCost":10190.47,"taxFactor":0.0887,"tax":903.894689},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Box Calculation Details {"data":{"breadth":89.0,"boxDepth":8,"oneBoxCapacity":-35.0,"noOfBoxes":-3.0,"noOfFullBoxes":-4.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-35.0,"widthOfHalfBox":-20.0},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":522.4748201438849,"shippingWeightInKG":236.95003181128567},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":236.95003181128567,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":10,"min":"206","max":"240","rate":"200","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":200,"defaultShippingRate":null},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":10042,"PSUCost":148.47,"tax":903.894689,"shippingRate":200,"miscellaenous":0,"signPrice":11294.364689},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":82.7,"sign_depth":3,"totalCost":11294.364689,"TATDays":7,"baseProductionCost":10042,"productionCost":10190.47,"PSUCost":148.47,"tax":903.894689,"shippingCost":200,"uniqueReturns_count":2,"objects_count":53},"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:43] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 09:03:43"} 
[2026-04-07 09:03:44] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":82.7,"sign_width":"120","shipping_weight":89.53864695358789,"shape":"rectangular","dimensions":[{"id":"44abca3f-b8d0-4790-934d-738663f674c3","height":14.27,"width":9.08},{"id":"647a47ec-a757-4308-b008-2f83f2f5de68","height":14.27,"width":14.59},{"id":"67708f47-e040-464f-9393-05c622ad23e0","height":14.27,"width":13.62},{"id":"63c986bc-1367-4a56-a7d2-39610ffc16b2","height":14.27,"width":2.59},{"id":"cfab954c-a6c8-467a-9461-0adf2b82d1d8","height":14.27,"width":9.08},{"id":"6bd37129-93da-40a0-a1ac-aeea9c1b5d45","height":14.27,"width":11.03},{"id":"9e393c1a-2667-4411-b893-bda7e1f34851","height":14.59,"width":15.24},{"id":"4b410e30-276d-48a1-98ef-6100e21befa3","height":14.59,"width":13.62},{"id":"75a7f757-b16b-41d8-85d8-93909285689b","height":14.59,"width":13.62},{"id":"e13da030-dc2c-44e7-9678-7bcb8696ec31","height":3.57,"width":28.22},{"id":"7d644464-ddec-44a6-8412-34e9f5ecf666","height":2.92,"width":20.43},{"id":"2dfd395e-31a0-45e1-bd9e-9d0ae82bd205","height":3.89,"width":12.97},{"id":"c95c67bc-85bd-43cb-ae6f-6aa2e45ae85f","height":3.57,"width":9.73},{"id":"a20e99b0-2681-4e79-a7dd-4329b58d95c3","height":7.78,"width":5.51},{"id":"e7cb2fa3-90f6-4b53-8e2f-6e4df85f6203","height":2.92,"width":24.97},{"id":"0257dc33-0c14-4e0b-bd36-0364b7f64680","height":2.92,"width":26.92},{"id":"cb87e6a5-8511-4fa0-a46b-a1d5d14af88d","height":6.16,"width":7.46},{"id":"7e2445fb-eb52-4e1f-88f6-9f0281057030","height":5.51,"width":15.57},{"id":"55e7e069-af60-49ad-b53c-e1bb20dab957","height":4.22,"width":12.65},{"id":"cafdb153-3b2b-4096-a031-7d85867b9150","height":8.43,"width":24.32},{"id":"c42e81f8-2918-43df-9ddd-baeca8139aba","height":6.49,"width":12},{"id":"c3c5d9de-4435-4dfa-9670-515c5d276e78","height":5.51,"width":3.89},{"id":"e6d8ef03-0d1a-44c0-9e2b-3cbe99c83ef3","height":9.73,"width":15.89},{"id":"afc88286-91c2-46b8-b66c-1eaea0c4f751","height":7.78,"width":12.32},{"id":"8e89a84c-8773-4b7b-91b8-b50774ebb467","height":3.57,"width":11.03},{"id":"65817ced-efcd-4c6c-b877-7dec19e6dab7","height":3.24,"width":8.43},{"id":"c8df3537-0000-4007-bf10-6c710b187c14","height":11.03,"width":33.41},{"id":"c82df1a2-d954-4963-9fdb-6136ac4bb04e","height":6.81,"width":6.81},{"id":"f0b9a103-cc2f-4d28-a35e-4bd0269ef5a1","height":4.86,"width":5.19},{"id":"3f5e5d10-01df-40b9-a2d9-36b47ef42b19","height":14.27,"width":7.14},{"id":"16613414-39f6-4f7f-9f8f-ce4b8d6c1539","height":10.05,"width":16.54},{"id":"7fb1c972-3139-44c0-bb9c-fde1714f1b60","height":15.24,"width":24.65},{"id":"317931c8-24c1-4ab0-b1b2-cd397fbb1c71","height":18.49,"width":19.46},{"id":"b45b2424-08d3-4e20-9c5f-847cdbbcb40e","height":14.27,"width":23.68},{"id":"124e2a09-2ba2-4adb-9a65-b36226dc0cfc","height":9.73,"width":4.54},{"id":"1db54465-51f4-4607-98db-a5593dee4fa8","height":6.81,"width":4.22},{"id":"e2bef4e4-a91f-4c2c-b074-9e9443105a14","height":21.41,"width":10.05},{"id":"01367c63-562d-4b02-9cf5-22ae52f9708a","height":13.3,"width":15.24},{"id":"95937a53-2fc7-4114-8a06-bbceaafaa296","height":11.68,"width":12.32},{"id":"b3feb248-cc88-4f4a-993a-ea17c34254ed","height":4.54,"width":4.54},{"id":"662cfe7a-c0b9-4f43-8ccf-22ab87a10923","height":29.19,"width":6.49},{"id":"4089bd3c-3dca-4ae5-81fa-f497d0ce9fc5","height":8.76,"width":2.27},{"id":"ccb3c7de-07bb-42e2-9d2d-57d3a4cf638b","height":24.32,"width":27.89},{"id":"753f01ad-94a7-457a-90d4-6e28dadacc00","height":20.76,"width":14.92},{"id":"79210210-8d19-4a38-ad92-570d235892af","height":19.14,"width":8.76},{"id":"a526adcf-6ba6-40b6-ba28-54603aced3b6","height":30.16,"width":1.62},{"id":"d37f938f-eb02-42aa-bda7-dce73da35569","height":15.89,"width":12},{"id":"9c8dfb83-2b20-4cfd-96cd-55063ec5a88b","height":15.24,"width":11.68},{"id":"68f7511d-629d-4e03-af8a-78d469839e09","height":21.41,"width":15.24},{"id":"ceec6ffb-88e8-4686-9a90-bbcff597e8ae","height":14.27,"width":6.16},{"id":"2b115bc4-59a8-4cb1-8351-9d6cb8aec9b3","height":23.35,"width":10.38},{"id":"a0893518-29ea-4aaa-b59a-d948378a6847","height":42.81,"width":3.89},{"id":"68c6ad13-53d5-4ec5-9574-490a0212cc5b","height":30.16,"width":5.51}]}},"timestamp":"2026-04-07 09:03:44"} 
[2026-04-07 09:03:44] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 09:03:44"} 
[2026-04-07 09:03:44] local.INFO: Input Parameters {"data":{"dimensions_count":53,"shape":"rectangular"},"timestamp":"2026-04-07 09:03:44"} 
[2026-04-07 09:03:44] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 09:03:44"} 
[2026-04-07 09:03:44] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 09:03:44"} 
[2026-04-07 09:03:44] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 09:03:44"} 
[2026-04-07 09:03:44] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 09:03:44"} 
[2026-04-07 09:03:44] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 09:03:44"} 
[2026-04-07 09:03:44] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 09:03:44"} 
[2026-04-07 09:03:44] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":4728.85,"dimensions_count":53},"timestamp":"2026-04-07 09:03:44"} 
[2026-04-07 09:13:45] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpA75E.tmp"}},"file_present":true},"timestamp":"2026-04-07 09:13:45"} 
[2026-04-07 09:13:45] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-07 09:13:45"} 
[2026-04-07 09:13:46] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":5},"timestamp":"2026-04-07 09:13:46"} 
[2026-04-07 09:13:46] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":5},"timestamp":"2026-04-07 09:13:46"} 
[2026-04-07 09:13:46] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":5},"timestamp":"2026-04-07 09:13:46"} 
[2026-04-07 09:13:46] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":5},"timestamp":"2026-04-07 09:13:46"} 
[2026-04-07 09:13:46] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-07 09:13:46"} 
[2026-04-07 09:13:46] local.INFO: Calling Image-to-Text API {"data":{"file_name":"image (3).png","query_param":"width","query_value":"120","file_size":27960},"timestamp":"2026-04-07 09:13:46"} 
[2026-04-07 09:13:46] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":263,"y":2,"width":99,"height":115},"scaled_width":24.96,"scaled_height":28.99,"actual_filled_area":309.93,"bounding_box_area":723,"exact_perimeter":166.64,"approximate_perimeter":149.82,"convex_hull_perimeter":89.66,"perimeter_pixels":661.0020920410539,"original_contour_points":213,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.16,"compactness":0.1403,"perimeter_to_area_ratio":0.5377},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":144,"y":2,"width":73,"height":115},"scaled_width":18.4,"scaled_height":28.99,"actual_filled_area":239.82,"bounding_box_area":533,"exact_perimeter":129.82,"approximate_perimeter":116.39,"convex_hull_perimeter":80.45,"perimeter_pixels":514.9432175380081,"original_contour_points":226,"approximation_points":14,"shape_analysis":{"aspect_ratio":1.58,"compactness":0.1788,"perimeter_to_area_ratio":0.5413},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":3,"y":2,"width":113,"height":114},"scaled_width":28.49,"scaled_height":28.74,"actual_filled_area":638.98,"bounding_box_area":818,"exact_perimeter":94.25,"approximate_perimeter":88,"convex_hull_perimeter":90.09,"perimeter_pixels":373.84776310850276,"original_contour_points":152,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.01,"compactness":0.9039,"perimeter_to_area_ratio":0.1475},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHUAAAB2CAYAAAD2kNwSAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nOy9+ZNd1ZXv+dn7jHfIUUqlpNSMhOYBJEaBbAw2xsamXPZ7VXZVPXdH97/Q8f6LjuqIF13RHa+7+kV1VdllYzDY2NhiEEIgCQRCIISm1CxlpjKVw807nGHv3T/sc869mZKwwHioF70jbtzMO5y7z157r73Wd33X2vD/t//umvhTd+CLas/+9AXjOA6OIwEwKDw3QClFmqYopQGJIz1c18VxPOI0QQg7BN/+9lf+uxmLf3c3YrQxSkEca2amZ5mYmODSpUtcunyBkZERrl8fZWJignp9lnq9gVKKJFFoBUIIfD8kCAJc12PBwoX0L+hjaGiIoaEhBgcHGRhYQH9/P9VqmSDwCALx726M/l10WCXGtFpw7doIx44d45133uH06dPMzs6SpilJkqBUYj8sNFprtE5xXRchHKRwsxUpsysKjDFoY9Bao3QKgOd5dHd3Z0KtMjQ0xK5du9i+fSs9Pd24Lvj+n7+Q/2w7aJQxtZrm1KnTvP3227x35CiXL1+m1Wrhui6e59FqtUBohBA4jqRUCujt62bBggV0dXXheR6O4+BIDyklShniOCGKIpIkYWZ2hkajQa1Wo16vE8cxSik7KZTB9/1C0KtXr2bXrvvZuXMnQ0NLcD0ol/88Bfxn1SljjMHAsWMnefWV13nvvaM0Gk2mp6eZrTXQWhOGId3d3ZRKJTZs2MDSocWsX7+eVatW0t/fi+c7GGMwRuH7PlIKpLQ3agxoDUrZ51Zshdts2t8YGRlhePg8p0+f5trVEa5evUqrFSOlpFQqoTWEYci2bdt44IGdrFu3khUrhujtq/5ZjeOfRWeiKDFpojly5D1+/vMX+eCDD0hihVIK1/Upl8v09fWzatUqtm3bxs6dO1mzZpB8nRgDKhOWlOB59vU0bf+GEPY9IQADCNDZd8G+h7H/x7H97uXLlzn49iHeeecIExMTzM42uHHjBkmSUCoF3LVmObvuu5eHHnqAdevW0dUVIuSffvX+STuglTE3bszy5ptv8vPnX+Tjjz/GdV3CMCSKIlatXsGmTZt4+OGH2bp1K/39leK7xmCFAyCgcyhN9r6U7c8aA0bP60Am5JvEkF03TcF1IYrg4oVrHD16jKNHj3LmzBkmJq6jUruPl8sh27dv55tPP8XOnTspleSfVLh/kh9WqTEXLlzm9KmL/OTfnuWTTz6hp7eLVqtFmibs3v0QT33jSbZs2USpFBIEjl1ZGtI0RUpwXReVrUQhQDpkBpLGdSVJkiCkwXVcALTRSGH/ThKFEALh2O8bkxlOmYUshIOU7UmBgVbL4Pt2uE6fvsgHH3zIz5/7ORPjk8RJCykl5XKJe++9l29965vcu3MzSaIJS84ffYz/6D84OjJhjh37kLcOHGbf6wdRKSRpTHd3lUceeZi//O4zrF+/gkYzoVz20EZjjMJxBFJKrNK0ghDCsSoTK1ilFEIYpIRUJRhjcF23ELbjWCtYZLdtCmvYCl1rK1QpHISAKEqQUuJ5TvE5pSBNNRjJzFSDd985ymuvvcLJkyeZnplEa83Q0BAbN27g+9//K5YvX065+sddtX+0H7sxUTMjIyO88cYbvPDCL7g+Nklf72LCoMTOXffyve/9JZs2LSVJoRXFdHX5Re+UjjBGZ0K1K1IpTeBXiv2x3TTapMRxlAlVWtcGgUGglLI3LiRRnOJ5QbGa86a03c99zyfKruP7PoDVAELgez4oSBOrnt966yDPPvssI6NXcRyH0dFRVq1aydNPP83DDz/M0NBCvD+Sz/tH+ZGJ8Rnz7rvv8bOf/YxPTpwiTVPK5SqPfflrfOMbT7N163KUAiHtHpYqSNIIIQye5+A41rpR2grEkQ7goFJZGDqtqIHv+/i+xBiDEIYkjRFCFEJTWmfftavNca2gjIE0VdlKFxnilA+NxmBQSuE4DgJBqlIajRa+7CYI2vvy9LRi7969/OY3v2FiYoLx8XGUUjz++OM888wzLF26lMVL//CW8h/0B5LYmJGRUV566dc897OfMzU1RU9PHxs2bODpp5/m7rvXMzTUj+NAnIAxGmM0jivwPIc0jXGcXAgWZLB7po/r+qSJwJECz597RxMTk5RKAeVyiNJWDadpitGCUqkEQK3WJE0lnhcQBBLXvXk0ZmcblMoBjhTZ6k1wXRcpJCARRtJspoShizEQRZpSKLl0aZyf/ORZTp48yfDwMGNj19m1axd//Vc/YNOmTSxb2f0HHfc/2MWT2Jh9+97gF794iQ+PHWdmZoahoeU888wzPPbYV1i8eAGe32GhkluhmiiKiJMWXdUejDEkiUJKq0Zzy9QY2/koglYrZXT0Gq1Wi+mZCa5fv87y5cu4597tBbKktcYYO1lGRsY4dPBdBgaWUy5X6e7upru7Sqkc4HmZ65MZSsbY/dl1ZdaXCOkIPMdHYDVAqxVbnzgz5qJIUypJ9r1+mDfeeJMjR44wMXGD7q5eHn/8cb797b9g1eo/nDr+g1z0wvkr5sSJT/jHf/xvXL50lVKpxL337uLJJ7/Ozp07qZQdXA+QECcNhBB4rofSKUopPM9DIEjSFKMdQOI6LkJAq6WZvFGjVpvlkxNnOHXqFOfPD3Py1AlarRbGpHiex5cf28N//s//C47jFFZr3g4ePML/+08/4t0jH+FI6wcvXLiA1WuWs2nTBjZu2sCSJYOEoY90IAhcwtDHGmkaZVK7X0uHNFV4rofWMDMzS09PDwLB5OQsfX1Vmg146aVf86Mf/Zgzp4cpl8vs2fNlvvcf/oJVqxezcKD3C5eB+7s/8tna9bEp89xzP+enP/kZjUYLYwRPPvkU3/ve91i2bADXtbM/SUFTR0pjB8Uo6vU65XIFgaTRiPH9ENeVKAXXx2Y5deo077/3AR999DFXrlxDpTA5PUUpCEk1VMp9JEmTKG4SRymlkovOfNMkMZkFDUI4zM42qZS70colaiVcunSVK1dGOHzofetGhR5btmzgvvst9luu+AghqFRCPC8k1TEYB2NSUpXiOi7d3VWSJMJ1ffr6q8xMN6hWy3zl8T0sXNjP66/vZ/8bBzhwYD8TN0b527/7Ky5fGjHLli/+QgX7hQp19Nqs+dG//oR/+/FPcV2X/r4BfvA3f80TTzxOd08IAhKV7U0euI5EIkmNwREuXV0LqNXqdHWFBIFL1ILR0SnefusQe/e+wpkzwwBI4dJq2UEVThmtXRw3pNlMkI6PNjGpsgYXwqojzxeFX+u5ARjJbK2F64ZI6aAVxFFKqxmTxIIwMvzql2/wyt63WL58iF333cPOnTtZuXKIvr4+SmWfqVqd3l4LiKRaYYwCKUh1hCc9jIwRTpne/jIP7r6PBQML8QKPN/e/zTvvvgfA1772VWamEtPd631hgv3ChHrh3Lj5r//1/+LVV17HcTxWr17D3/zN99m+YysLFgR2ZIVdpY4rkAJilSIch0a9geMEBL5LV7VCqwEffniavb99jaNHj3Fu+BJBEFCpdNFsNokTTSms0owTBA4aB2lAGRfQVtjFdtUJO833fyQYgSNdXMfDdWzUJolT0iSiUu6lFTU5feoCly5e48Cbh9mw4W4efPABtm7byMpVfSQxxElMuewjpEMraqBUgue6dHWVgZRmKyHwS2zevIbu7h+weHAJe/fu5cNjx5meqpGmiuujDTMwWP5CBPuFCPXCuTHzz//8z7z88ss0Gg3uv+9Bvvu97/DII7vwfUBY48H1BELYkJdwHDwnRBsolbpwHZc4giNHj/P6a/vZ+9vXAYfZWsOiPRriOC3QnjiOEUK2gQRjiocQovBpP63lnzHGZCCDm8VfDWkaZ695BEFAkkScG77A+fPnOXr0KMuWDXH/A/fy8O4HuPvu5UWwIAzKgEZpCyE60gIaURRRKgUsX76QJ7/+BEHo88LzL3Dy5Al++tMEIeDq5WmzdFnP7y3Y31uow2dGzb/+64959tln6erq4plnvs2ePXvYs2cnqYI4sbPf+pv2J3UKWgmEdJACUmU4cfI8L7/8W/a/8Rbj16dIU0N9tsmSJUOEYZmJiQlmpmtUqmXCoESrZaE5MoiPTKCQQ32/e2wcR4ARRbhNZGE86+/6RJEFHhzfpVSqZOG+BuPjN5iamuLcuXOcPn2aRx55mG3bNzM0tBDIMeOAJI1wpCQMQgDqdSvYpUv7+PrXv0Z3tYvnn/85J0+e5Cc/+QkzM1OMjdTMosVdv5dgfy+hTlyPzD/8wz+wd+9ewjBk5857+PYz32DbtvWkqXVRDCmu5+C4oHOIDQlY//LypUkOH3qHX/3qZd5//wMELl1dPbiOh+9Vma01qc00kFJSqXShVUqkE+unajCYTICm6NedClUIgZBWsBZKVNkqd60/Kl2iqEmj0cJxrLCr1V4KK1ilHD70Psc/Osk9927la197gq3bNlEqeySJwfMCWlELYwylsESlEljDTUC1WuLRR3ejtea3vw15993DvPzyywwODnJjom76F1Q+t2A/t1DrNWP+z//j/+Y3L++l3qjx1a8+wV9852nWrVuD0gbpWJWGkAhhhRlHKZ7n4zjQqCuOH7/A3r2vcvDtw1y5cpVyqYfurl6mp2tMTIxy15q11Go10lQTBCUcx6HZbJIkOcvBmdMnK8xO8X56M8bgOBIpnAygsBixZVJYBMnzAjwvIMeco1ZsQRCj8H0X3/cYG5vg17/ay9WrIzz55OPs3LWDwcEBixkbl2ZjljAoIYSFGR3HIVUpvX0Bu3c/hOtKZmdnOHnyJM899xypimnUlSlXPl8w4HMJdexay+z97Rv85Nmf4bouux/Zw1ef/Br3PbDDwmUz0/R0VzBoLCrn4EgIpHXQx8bqHP/oE5796Qsc++Bj0jSlUu5Da82NGzOoVLP2rnVcvTpCqVTC8wKiKEHrKAvNeRYIyHBc6FyddypS+x1tUfyMPWENLKUMSazQHXNGG2s6O44gDMs4jqDZbNJsJvheGd93OXvmIv945Z85deoM33z666xevZLuHo8w7G3/pszxaB8MLByo8MCD9zFTm0JIw+nTJ3npJcHAwACTN2ZNX/9nhxU/s1CbdWPe2HeYf/qnf0alhlWrlvHMM9/ikUfuI00Nnifo6e6iFTVI0hjX8SiFXYAFv6enG7y5/21+9uyLjF+fYXa2RVe1G6MlWhkCP6SeNJmamqG7u/sm4yePuBhjikBovkLzv4Fif/20ZikumiRNM8TKz/BdSWpSHMfJjDQbtnNc2wdjFFGU4jgevu+jdUqr1UJrC2UePvQeV69e5emnv8EDD+6iry8kVRbX9jwPg7FUHOVQLvssXNjF7t27UUoxMTHBRx99xN69exkYGPis4gE+o1CnJ2MzOjLJP/7jf+PcuXNUu7r44Q//jod334cQ1lXJgfgg8DMDQdJqxQSBz+joDZ772QscePMwZ06fx3PLdFV70VpbgDwzlcMwREpJHNvBtpQUiVZkBo3AdRwUqhA6HUI0HUYTMGd/7ZS1vZbdP/P/7bVEIdA8QqOU9UO11sRxlPXLJUkUjuMS+GWUSkhVxOjIDUZGRpmcnGZ2dpY9X9rNggV2YhstiJMWpbCESq1Kj2PNihWDfOUrX2FiYoK9v32VF1/4JYFf4szpS2btuuWfabV+JqGOjY3zL//8Y0ZGRli+fDlPffPrbN26mSCwCJEdW4HdfwSNZotyqYrn+QyfvcpLv/wtL77wK6anGlSrvagUXDcfsLZxY/83VKuVjCxm9zEpXBzHQWtNq9XCC73P0v07b8LGS13XJY5jCz9iOU9B4CGEyYL1EqMFibZxV8exnGJtFFrHjFy7znPPvciNGzd47Ct7WLVqGZ4PYRCSJArXyYL/JsUYn4UL+3nwwQepzdTZv38/p0+f5s39b3H50nWzbPnAHQv2joU6MT5rfvXSb/nlL39Jb28/27Zt4VvfeopFS6uW65MxMI0WIDw0DkZoNHDqzEWe+9kLvLJ3Pzdu1Oiq9pEqq9JydWaZBu2wGWhmZqYyv1TiOJYxKDLQ/E7U6+/VhKbZquN5Hq7nopT1XbWOAdBaEYZlkiQhTVS2yq0PrZRCaUO93kKpMV765V4ajRbf/8H3GBzspjbbolIJi2CG53kYA74v2LFjB1Er4fr163zwwYfE8W9YsXLZZ+r67/bQsVyiU6dO8eMf/5junirLly/nyae+xsCiKmCBhTzObAdcoJSgFAZ88skFnn/uRX77m32MjU7S37eI3t4FgLQ3r5JsQBSgM+aCRGZMByFM4U6ABR2MMZTL5c90o5+nWevYAibW0nUREnuvwjIWO4EOG7w3KGUhyUq5m1LYxfXrN3hj31vs/e1rnDs3gkotBp2mKaDthM6MsiCATZs28aUvfYlqtcqZM8O8+857nPh4+I5n8R0J9dq1CX7+/IuMjY1RrVZ56htf5f4HNiMdSJXGkCKwWKtSBtdxMBpGrtX4+fMv8eorb5LE0N3Vz/T0LKMj1ymXqhij2g80Bm2hvGyl9vR24wdekTqRx1SNMXjeF6R6za20mvVDu7oqCGGYmZkiTiIcF6TUBKFjCWmxhQQdR9gV7bq4jk/glyiXuimXu5kYn8L3ytRqDf7lX/6NV1/Zh+sEqDRDmuImUdQELGiRprBwYYVHHtnD7t2PUC6XOXjwIG+88QbXro7fkWB/p1CTyJh9r+9n3779BEHAli2b+cY3nszQIUCkSEejtCKKInzPRwiozUS88MIv2f/G24xfn8b3ypRKVVzHJ0kUUZQFnB1RzHqtU7SO0dqGtq5fH6XVamSrFlxXEgQBQgjq9fqdiu1z3r5GqcTGVR1BEHgolTA5NUGjMYuQ+Uo1xSMPxiul0drQasYI4SGFh0oNoyPjvPnmQd566yBTU41sMrgYrGtmV6+V28BAhSeeeILt23dw5co19r9xgLNnz93RXf3OPXVyssGPfvRvdHd3E4YhP/zh31EqQaoBkSCEzuA2MioI1GY0+/e/xW9efo3RkRuUwi6SRGN0zIIFi2wwe3qKcujOc0G0VW/Z/tnVVWH9+o309y/k2tURLl++WuTFNJtNAi+4o5v87M1apc1mk7AU0NfXw7ZtWwhCj5MnTxBFLWq1WSsQkxt2NgiPkZiMi6q1ZkH/APXGNHGS0Nc7wIXzl3n++RfwfLj//k1UqyWCIMgscWvp22vCpk0befTRR7ly5TKXL1/mwIEDnD51zqy7e/WnGk2fulKbdWNefOElbkxME8cJ3//+91mydBBtwHWw+51w7EM6ONIlTeHMmXO8+MKvGLk2RhQlVCp2hdbrTRoNC9CHYdjhc2b7qVQ4Dng++KHhG9/8Kv/D//gDfvA332PjprtRKqHZrOM4DqVS6c72jjsQ3u2GxQ880jQmCDzuf+BefvjDv+Vv/vY/suOeTXg+OK7BGOvG5Go4DENKpRJhGBZAfpIoMIIkUTQaLS5dvMrBt9/h9KkLpKlACh+lbNDC8yj27UoFtm3bzLZtWxBC8N5773Hy5JnfeVe3Xak6Neb4Rxf5p3/6V7SWrFl9N1/72teoVFyiuInvWBqlQNBoxpRLLiVfcvbsCP/yT//CiY8+xmiHwYWDoDRJFFEOfWTmU+o0xhESV7goE+NIkEIDKZs3b+CpbzzJww89ghAOzUaM6yhUGhF4PmhL/UxV3E55ysjdsmPXySFDjbHRHCHyaBvKZGiXEZgOa7rTtRJg/VUSPF+ybv0C1qz9CqvWLGL9hjXse/Vtzg1fxmhDuVSmXm8yU29QCrsIggBHCJIoxpWOpcXEKb5Tol5r8dreA4R+ibvWbKC7G7Ry8AJQ2vY1t4yXLR/k0T0PceXqJd45fISj7x/nw6MXzNYdK2+7Wm8r1EZD89xzz+G6LkbDd77zXSoVnyQx+IGDMQqlLVPPkR61WgvfC3n513v5+PgnWRiqhFYGI0zm4Eu0SYvcFKM0s7OzVLtKIARGtHjk0Qf57nf/grvWriYM/Cyk5SIdgzYpaaLIsyncwLld9++oWaBBAfl1ZFugWdIVQqOUYnLyOjMzCeWKx5atG1i37i4GB5by6iv7ef+9YzQaNYRwqFRDfM9HpboI6bmeBzhoLdFGkSZ27z35yTAH3jzMVx7fTRBYz8FxRAGCGGMIQoctWzazcuVKLl64yrEPPmLzpnto1Y0JK7eOWtxWqKdOnWLfvn0oJdiydTOPPfYQvg9RbIEFIZyMeikJAkmaCI4e/YhXX32dsbHrlMIuhHCI4xiwrD1L3LKAdhAEKJXiuJJmq87SoQEeefQ+nvz6Y6zfsKboh0opLGTQSMdFCrt3/b6tQKI6Qnb5sxAwNjZGT2+Znt5++vr6qFa9zPVwccouX/3qw1SrXZRKJd478gFjYzcy7DihFcVI6c67piWS51pheHiYV155jbvvvpu71g6QpuDL/LOS2dkaXV1dLFzYy44dO7h08Rrvv3eMgwffYvuOjbe9r1uOTH02Mq+9/gpKJ0gJ3/zmU0XSURA4ltCMRRtaLeuMx3HKz579OePXb1AuV/G8IIPBJEK0ITewBkSaxoA1shYu7LXs/L/8C9avX4NShiiKMlcmzwTPOL+Og+tK/OALp1cBc8N2PT09uK5LkuTpj3Y1JWlCs9UAAfffv5X/8B+/w5e+/AgDA32kKiZOmtbYcwVC2lUZxylKGQQSz/UJgzKNRouTJ22q5thYHZmtu5xXZVesNZq2b9/Oxo0b6evv4fjx45w6deq293BLoQ4PD7N//3583+euu1Zz//27ULoji8zYeGgeG41acODA2xw69A5CSMKgnHVMEgSlAsuVEnzfxfMclEpQOqa7p8xT3/g63/3eMyxY2IfS1uF3XWlzS7OBMViXR6mENI0zDfCHbaWSDfflfnKedOW5HuVSmdl6A8eFjRuX8/WnHmfPl3YzMNCHNjFB6CKE1S5zm+UM5+MzW6vz2mv7OH78Y6SEJAGVGoyBUqmSbT+GJUsWsGPHNlatWsX09CTHjn3A+XNXbum33iTUOE7N++/bBN8kiXn8iceoVD3C0DIUlCJTpU62b7pcvHiVnz//C4wWqFSQpti9tMOxzy3dwqcjxfMFj31lD0888WWGhnoolSxMGMetjCGf581YK0hIG7qyr6n5Xf9CWqdGmZqaIkkSwjCkp6eHMMw+Yzn7VKtltAFtYO26FXzl8T1s3bYJ35c0mjMYLGJk/VGnCBwkSUKz0coQM8GZM8N89OHHTE/bieq6Fg71PKslPE+gFKxbt47BwUUEocexY8c4e/bsLe/hJqGOjY5z8OBBhBAsXbqYRx99pIhseJ7oiHKIomjGvtffYHj4PEEQ0mrZcBtYXDeJVUYLsbM2VQmGlDD02b5jC0899VVWrhqg2dLFDU1N30BplYW90gKOy1Wv2zFAv08r9rl54bpcsPlKTdPUEt7itray20+KlDrLeoMNG9bxpS/vZv2GtRiTgLBoWw6mdF4/D+cZI0gTxYcfHue9994njnSRK5v3Eexq7e3rZv36dQwMLOTq1cscO/YR49enblqtNwl1dHSMkydPUyqV2LptM0uHevADmxbhOPYRxxYWxMDYaIP9+98m8MvUZyNarZhyuWqzvoMyxpgsedjF8y3bz3EEXd0lHn/8SywdGsT1QEpDFNvaDQsXLsTJZrHNa3EKHDgfkKLGwxcg1M7WOfA23qraSVG+jYmCzfWpzc4AijD0SdKYUhkeeGAX9z9wLwOL+pFSY1CkKiKKG6RpjDHKImOhj8FOeNdzOHPmDIcPH2ZmZqYgsQnsdhVFCt8XFvC/ZxuLFi1EKcXw8DCzszcja3OEmibG7N37KrWZOqVSiSeeeAKweK7vZz8kKPI8jYG33z7EpYtXaDYjlDIsX7aC69cncB2fVqtFvV6nWq0yPT0JaHr7qqSqxZcfe5SvP/Uo1S4XpcD1bMqgVa8G3YHK5IOcE8SgzQT8tGYMHYlO7RQPm9bYNt7mx17zR54wlX+2g2iB67p0VbtI0gSlkywn1tDd4/HAA/eza9e99PZ10WrN4geScsUnihtoozJNI0mzFE4pJVHU5OrVK5w/f774nbxbrtt23RYsWMADD96HkIYrl69x/PiJm+57jg6bGK/x8fFPcByHJUuWsGzZ0nx4UJo5dEwQzNZS3n77EOVyhZGRMXq6B5iamqFUKtNsRDiOQ29fN1KC40p832VycpztO7by2GOP3kIMnUZF7grYtAuRJSUVv39TCuOfrkkpC5ADBIsG+9m6bROXLl8gjmNKpQpSOHie5TzZSaIolR38wEHpmFaUUq/XuDE5TrPZoqsrLHjSWpsCPqxWywwNDbFy5UquXhnhwvlLjI1Om0WDbWrpHKGeOTPMJ5+colwO2blzJ4OD/ZYDLW0Q28kSlNJU4UjJuXPnOHz4MJVyN0ZbUnQUzdLd3UuzEaG1JYxFUR1jEqRj1dH999/L1m2r0fnMF3kM9dZtLnOhTV350za78eXcYyGl9QYcycBANzt3bUdKGBuboBRWEMKhXq9bbhJkjAqXIHSIoohabYrevm5WrFhmV2aem6tShJSW9aihVHJZvtwK9dzwJT755BTXxybm9KwQqlHG/Jf/8v+QJDZ3dPfu3QBW57sWaO68oTiGw4fftVVTlKC7u5soiiyokNrQmKV+tLKwlSBVEZs3r2f7ji3tVSbaQfG82VWZDZzBulBGzguT3Tn4YLIUufnE79+/SQQOuZtiUTaDIwVLlixi+TNfpdmALHuyqCGR06uaTQjDLAteZ2FLVyCyWGtOjMuNwnwyd3d3s2jRIsIw5NKly4yOXp/Xq6wpBe8dOUpf7wK6u7vZuHEjCCxT3TEZhSPOIvQOzWbEoUOH6OqytRo6V5NSWeqhJzOXwKdUCkjTmMef+DLr7l5tecFy7iqcY7jcEjG6lXBv3/7Q5Ii2MG1/ipRJrPCUslnwSluh5aknStu5Wiq3X3Mc8IPMJzeZBUz7GWyGOwLK5RIrVqygr6+PydYGwbQAACAASURBVMlJLl26xMxUYjp7BcDIyBTnz5+nVCqxatVqwtDq8By5UToPUmtcB65evcbw8HBRTWV2dpYwDAtmgkWNrDlv9xKX7p4K99y7lXLZQ8i5fqbo5PCazv0zL7RhESwhnOzxpxZsW5vkCJAFTRy0NhhspCUIXRy3nSWfN8uFhmarRW22TqPZIo7jwkK2FB7ruuUWeK5dwtBj/fp1LFiwkDhKGR4+x8REWwUXP3Py5CmSRNFsRuzcuTMbEI3numiTZs6wRxJrlJK8++67lvScNqhUqtRn8z00KFRHmqYEga1M5oeG7du3snjxoB0AKTA6hxE7BGTy//PoSS6Y9ut5STpzhxzftqr9Yvdjo+19aE1huNlSAaa4p3YREG0lCzYoLmyOruuF7fezZ4MNXhgtikx6ey2bmiklRS3FIAi4cuXKHKFKsFnfFy6cJwx9arVptmzZnFUGs7mAWpMx+TyEkDSbhmMffITvlWk0IgQe5XI39XqTnp4+4jguUvzDUkCzZWOgO3fupFotESetQiBtA0ln/8+lc95qpVk1ne/Dms4Babfb77lz99TOz82D9Iq+3Xry5Fu/kDZk1nn9/Nm6YG2sG2zdxPw1W6REFZ9PU21hQi0KKFRkUS5LutPEcUqp5NPX10elUqFWq9FoNObeuevCkSPvEMUNBhcvZMWKZcXK1FriOgHg2XillIyPT/DhhydIYqiU+mk1Da5TIgyq1GebRd1Az/OYmZmhp6eLarXMrl33onXOL9JZArCZ8zAo+zAK6YDvk1VaURlclmS0lxSjEzApvuvQmK3hSAHaIAw4QuII0CkIY/Ng7d8Q+iU8x0el7ehMmzRuioFvNGZB2KowzWazGLRGY9b+Ptn2LizlJfOws78t30pktp7n+9n7Nvhu1XNGWhPClv8RDo7r47g+0vEISyU0CukKEIpUK4SUeL6L0rB58yYq1RJXrly+Wf0aAyOjVxFC0N1dJQyz2J7otEQp1MzItTFUqnGcwGZTa6eYqaagtbgFG09KyfLlQ1Sr1QwMyB+3am0HNEkSPNcrClUJCYgUbfJ9TFuOrnCLNMlUxUVUpViMxtq9eVZGewXdrlmBVKtVfF92IFr2Xd8PiyovN7c7tcpzy+n239FGkyRxUWPCkXPHrKuri3K5jBCCWq1WvO4CTE3NcvXqVTy3xNDQkF3mKkOPsr7bamMGKQSnT58umPLWOdYFIJFTJoUU6IzkLIRg48aNtjYSWababW92rjUMWR+EVV25gA2W9KVUgjZxEc3Ric2yk06mvmm7AsVgZcGF2zcJRhPHSYamuRmpHMKSTR/x3Mwv/T2ayIWUjV1nfjSA47g4ToqYJ3NjrHbt7++nu7sbIQRjY2MF6dsFuHjxolWX1YC1a9dadSKtINtC1dlvi5ujA0IXbkYbZsNWwxYKxwm4++67AZv9JqTOZt2tZmjbKp5bbifOBKgRJgE0jmuzx6K4kcVuU5ROKJd9XNfJahRm2Gbho97JSgXrqhiEcAiCEqWwC9cBDPhZcNl1f/9Ave3ULV7LBOs6toCIyZW7VmBswpmtKtONlJKxsbFiX3UBzp07VxCl1q1bRxzbvSxVeS6pbY4jSRO4dm0UKV3iRFk0RUiLeuTWnTEYbfcibaBSqbBs2bLiPUshuU2UxXSqe50hSIYFC/pYtXoFaaIRwsY4g9AyK4zONYRLHLfo6q6waJFNALZYspij7XNr+vbNlssTmR+aJprr18c58fEV/EBakpkr72BifFrr+K7JAYyO94SiXPFYvGQhge8UmtEarqpgj1SrVVzX5fr16zbpimxkx8fHbT1bBctXDKFUCrSpGJBzdmBmOmJmZiYbHJOZ8BYFyfcruxIUQeASJxEDAwtZsGCBHS4pkc6t9qP8pub7r4aBgYU89PB9LF26FNf1yWmZUhoQGoGD49jUhVarie+7DCzqy9R0biU7hZa7s6RkmwCllWZ8/AZvHTjMxYuXM8vVZNvBPOF83mY6K3Nl1xYJ23ds5KGH7mf1muW2R0JihEArqzU9z6FcLuN5HpOTk0RRBGRCzf1KKQV9fX34voshLw6l5jj7tVqNKIqyBCG/gN6gLdCcwyulhQoHBgYole0124ZS+x7mbrCyGCjHsbmirgebNq3jrrvuIgisOalNG1aDthEUx3bLyOtoaW1u2lMFdwZeBEEJKa21e+XKKNeujRLHLTzfMjfuFAC5XWujZy7tSW0FikhxHMPGjRvmADMis1vyfbVcLuP7PrXaTOECuQCO45EkCb5nDw1wsnQKW+VrbkcajUaBFnl+mOkyjdY5kTlfPaIIl1Wr1SxxKB9su6e58ncHuqOoSRiWAdnewwSWzyMMQoqijq91HayAjbkZhuwczLk19W/d6vU6lUrFagetiZLEDqYTgvl91a+dcDnUWECfuZkuoFarZy9ZVMOWt6WgBkkXfN/m1LZarSLDPrN+p0gTTU93iSBwC6piXmXEzcuyGmu8TE9PFy4LhkIFF8ZIMXqmIG95XlbXiCyeeRuXoPM6QJYIlQ1+LoNsdVvjMUVkk6NTfCLTMnYyZZPIlVmUKSVPZNbaGnkFipVTZ4Qo0LH8h62/romjrDpmh1a5VessLHLzPVoXyWRcJUT7dW3AmDSzJ6Q1DkWmfjHtBSIgCILCw5hjKGlFgTXazoAUdkNuMwBtB2y1TVPsp+2Whern8ZJcD4IsjzQPUs8R6OfRYMV3cnxOFwPzeeKsd6ZGcwFmz8XKylaZMDc9C279utH5luHM62yn3yrs5/MIlWjbGgXS1mEfWDaIKr5t+TJS4vlOuxo11nKcG30hA+k7bu6mEWq/ll+3VCoVTDxbX8ig+SzEMX2bx+dA60W7j5aH277h9r3e7vfyJpmrNm/9LIQtNWCLTWd4te4MUGStCC3Keb/RiVt3eBam/XoOjOSgPxSIUpYTWhSLyu+/TS4r7tdIBLKI9vMpwe18z7Hp9eDKvDOi2Hs/S1x03tU/5/fabb6q/3xN3vY5v1c7+fJxdOZ9d75qaY/HrWK+RQUa0yYBzl+pLtAhzPxTtx4wkW3Sv1td2ZltmfW3Dki3hfp526fvZ3OayCG5+RNo/r74BbgnHe1WdSfaY/e7J/MclmPuPmYTIK88n49v5/aZAfpuUT8ox27zDimlMiK1mSPUtgqGTxuMvHJJbpHmzc6jzkjL523t2Otn1cadJLPf1z35Xb+Tt7agO+/71h1vMylzA7QNsOaXzLMXbAlcC8O6+ZeVUsRxbC1fVxQRi87ybk5WMsYW07izEVRK0Wg0MtgQpCPRqA7/dm7ozbb5+8mtm5gPin7G1rZ4c9WYl/K5w9nxOxgYbcPzZs6vfb+z//PVsI1N+75fLAi7D5uOVW+DHmlqaxyHGdvczX9ca02aZPhu5txLaU1qjMzS/iwTwvUclMrS+ees1rmDbFc0WR1BSGJluUqpDb7PGyHm729tP3DefpVZkQX9c74MbmcB59vbHA2RV0nrXDV3qtbnvzD3ezJLIMsLZtpAQi5gyS2BtY4V7Ps+rjd3jzXGILLtUpAVDVG6qOkE2ShVKl04jk+rlTB+fdr6f8YFXAQOxoiCstHd3UV3dxVIiwj/zfxZqxK1tjNpbGyMKLLJVa1WjOcGJGmadavzYbLaD6rYJ4RwrAoSjq2ZLwSOBKMEtZpCKWhF0GzZ0usGuD5eo96IQTg2N1Va7WDQGAG1xg2Eq3BchXQUQqYIoRDCvmYZCSAdbR9ZZOimh5MinQQhY4TTAtnMHnWMmCVOp4nTaTzfIGSCEIZSOcTzPFvLXwuElqRxgiMcm8eqNJ7j4khBX28P3dUumwsQRzgCXGmPbZFY9EwrSaPeolKp2jrGZCu1Wu2y+lt6jI6OMTjYU7g2UubEbYM2Aq1TyuUQg543UW9WhcYYAt+nUW8Rx5ogkPheCNhq3DezDoqlZGdidj5Ms5Fy8uRpzpy+gEoNQtj6C2HZggG2foSP1hrfl8RJxLq7V7Jp03o837L8kjRG+i4CuOuuNTz11JNcOH81K+ee/+Bc9kWhKea4Gu1tw7rbmVHY4frkk7tS6cLWHvY4fWqYk5+cpdGIbT3hVOPJEOnIwkXJ10SSJBihMjTLzeQgC3gwV8dRiyx4LzO4sEP9DgwMFC7NuXPn2LJlHZ5r44b58s/T1x3HYXDxABcuXLlJiLdqUkpmZmayoMEiXE/QipqEgX+bb4hiENM0RSvJxMQkbx04yCt736DZjMhrKymT2kMUopRyuWwD41j24qN7HmTNmpX4fhkhZLGXOdJh2bKlPPlkf0bPcQqjY76t1A6y36anc+axDdgX2srYNE/X9YlaKS//+hWuXhkjiqZwQptDoxNdjLv16e19JanG8SR9fT34vgVuOrlKuVDzww2NMfT29hZliDKhLiws2osXL85JT7BqVBd+aakUsHLlSg4fOpp1/va+nhCCNNHUajXOnj3LypWLgJz71GG1zhGpjX8aIyxY79iTEGdmbCBfKUsa9zwPx3Pt3m4kQrgo1bT1FYiJ43TO9T3Xn4Nk9fSGJEkeZWqjXXnLV8TcF2/+TPvW596PMTYVUghIQpu2YYMhTQK/bG2YjEorhLRxUmGPZFEGqtUq/f39HZzfTrDC9i2KIqamptA6LfhKeU9sTfhSiSiKGBsbA7IAucxXqSpu3PNh+fJlWQjqFtZnh6pyHa84q/TEiRPFIPm+T6rSecGCTmOorWoAfM/WuXddn2qli1KpizCsEkcajIvAI4kNWsksMmTBcGs42OsV95KVBrJjE2FEA2QLI6IsOpJYSE6k2bNpP+S8xxyET7cfZJZpxoGanGwxNjZGs1W/yX3K4dbO4IAQggUL+ujr6yM/Ci3XNJ2fq9frTE1NIaWkv7+PUiloj2S1WmZwcBFpmjI+Pk6jYa3gfMXn8JPOKJtDQ0OF+Xw7gULb/1VKcW74PLWaHUx75IftnNEUUZb5kySOlE3CVYoktqkfUtrTKZqNBCE8hPDQSmSZ2gLPDbKDDwRBwVlWHceBZfwpDNJRSCcFEQMpkGDjubaUUP53+73O59QaP1IhZIIUOnuAlDpLsLbCu3HjBuPj4wVkmqvtvMCXJZ/Z/VhlTMPBwQF6e3sL99JiBblbY8dsfGKM6elJgtBjwYIFDAzaMrISIAx91qxZA8DExAQ3btzIZo/98XxA8v9XrFjGkiWD3Nb0z8jYeSQkjmPGxsa4dOkScWxVupTubfaqtmCDwMnKqdpCyl52chTYwsue62eH7Tk40seRPlL6uK6H74eZyW+KgYuTOBtMO1sdKToocLpgMpL9Pxdjnv+sMIWQTWYozXWHtIZGw3Du3DnOnTtHs9lEKcXs7Kyl0TpOUUe4/R0bTVqydJDevu6b1G++GLSGq1evMjs7S6VSYeHChXNHMCwLsWTJEqRjg+B2SWccI+bCh44DixZ1MTQ0lKmbjhuZB/vZFS6Joph6vcmVK9eI4/zAgDtLGk5T2w+bom85sWli/TylBEliUMpkRTMckjjNCj63B9bWeHLmpEJqbWO+ljzqFDkxIvt77kN0POdHAYp5E0FniE97psaxotVqMT4+zo0bNzDGFChRqWQLm3TWs8h6jOd59Pf3Uy6HGY1WZK5lJ4hhF2AralAqhXR1tc+WLZbFjh07qFQqNBoNDh06RM7xBUtwAku0arVSEPDlx/YQx/Y4rOnp6UIdx0mr6Hya6kwF2xKwzz//AtVKQLOZFBZckrRN+fZ2oYsovuNYTeH7IcYIoiihXK5iIx72Zj03yFwdkZ2ramv0pmk+IW2MshRWcB1bpcwaTS7goXHRRmK0/d+W4PEAj1akMEgM0p5o1YEhSyRK20RpgQ1i25imdVM812F4+DxHjhxhenoGzw2KAiWO42RpjiVqs9OZ9tBMTd9gaNlSVq9eRaUSdIQ+deF2AoyO3mB8/Drj49fp6ekpNO0codqNuZdms8mZM+2qWu0Bt2oiF/TKlStYuLCfZrNOV3c1O/KDIoSXB5kdx8NoQX22yeSNKY4ePUkp9IpQXE5HsVTTtMgQ9323wxDp0NM5NHdL37GjGRuEzqE4KSRRbDPdo8j6iUpLlM6EaTwEAUY7GNNmfHhuWKxYqx2s1aqMQRmFJ22txEQlSCGplG2xZqVgdjbm+Ecfc+3aaFbB2xLpSmGZNNWF7xkEQVaxW1Mul1m0aCH9/f3EsSrY/PNLGJw/f54rV65YVb1kkFK5XdKvGJm+vj5WrlyJ1ppz584xPl7HdXPKRS7Ytm5fsmSQzZs3EScNymWfVFkWfU45yffTfM9rtRKmpmZ5/bX99v0OTZ0bYDmfd/4+cyuBteV5m7iq0De5JXlWeBi6GQvCQeAVpfikyNgUGVSaxPY5z+mRwkcID9fxcYSb7deyMNbsgX5tCO/ixcu8884RLl+6ShCUsklhz7LLE57yk5uNUbRaDcrlkGXLlrJgQR/Safunucvlurbs7LlzFxgdvUZXVxdr1qxhcHH7zLhidHzfZcuWLQRBQL1e5/33388GvL2vWpdGEEWKctnnwYd2EYY+UdzEGEWqEnzfpdVqoJTKKIu2YjVGErVSjh37mBMfX7E3oikw0bzOr+u42R5zB/ir6NjLO/fz7G87WBSlBjzPK4yk2kxMmljBxdHcRxLPFWi9bkgTS/GRWWa75Qt5KGMZDYFfQhuIIoXRMDub8v57xzh/7jL1eguBk7ET26dqWNDBTuC87G1/f69NU+zvKVRykuaFoy2tpdXSXLlyhVarxdKhxTcVeS6slbAsxLGjZ021WiWOY/bv38+Xvrwbx5VZ9MYeBJA3z4ft27eyfMVSTnx8kkqlO4PpfCYnp/G8wBK3C3aBZQaOjY6zb99+1q79azy3fQiuyo6zzJeJNqo4p9S2Wwk5fy23YXWHJrZuhTa28HMYWOZjkijGxyfZ/8bbRK0UWzpIk9eGyvnDlv2f4gfWT9y8ZQObNq/LtIkmTTW+59NsNTN4zvKDLUcXjn1wnLffPkSz2cJzA9LUAiBa2ZQQzwvwXccWfM7Cm+VymRUrVrBq9QrKZVsVxnWtwem6eSk8uHLlGleuXEEpxerVq63ReiuhAqxdu4aVK1dy6tRJPvroIyYnJxlc3I/W7Xp57Viqw+IlC7nnnq3ZHmwPq7UdcYvcSindDNi3Fl6zGXP40Lvs2fMIa+9aRhC2DTDrrlg3QgqvLa9PXbW2L3Pjk/bZhvrmfTpzBV599XWGz15CK1HsdUBRp19IQ6MxS6Ua0tNTwfW+w/oNd1mGJdmZO0h8rwxZwMNoOwFHR+q88sprnPzkDBiXICiRJoog8C0BL7WTX6fWfkjTGMeVLFo0wNq1axkcHMxeTzPSnpexUAStpuLkyZOMjIwghGDt2rUsXNg/5x7nePthCI888ghBEDIxMcmxY8cAigBsJ2VCKcvif3j3Q6xYsQwwhKHPTG2acrlsy+w4fvF5ozMqaqy4fPkav/71b7h48XKxG9q9VHW4BPOD57dZqfNKC3S2OCYzljpzPG3UZ3JyklYzJooSksSCG2li0wRbrZhW09ZUTGJ7BKhlxFuB2lr6umBdGkN2yIMtQfTmm2/x4bHjxHGafcYjr/YipZut3DRjKlKUJFq2fClr191FX5+tdJaDJDb4YVutVuPEiRPMzMwwMGAnQbUrmGMpzhGqdIV48MEH6OnpQSnFwYOHmZ6qZ6RpvxicIPQs2iRg06YNrFq1AluYwmdmZsYeeBfb8FmeJuG6PkFQQil7Jssb+95kePg801OW2+rIgLwCy1xWBbekvZgcO/mUQHU70iSz/c4yO8KgjJcx/QUOUvjZ/QUFyG+MwJEeStnjVXIXK0fXfM8t0htVauv0OhI+/vgUbx04RK3WoFzqtmXVM7vCGkc2tNdqNTLXz54XUCoFLF68kGXLluJn3OWcvKCN9cXrsxGTk9NcuHCRZrPF0LIlGQg0777nv7Bq1QrWrr0L3/d5+61DnD49jOc6JImlhs7OziKlptGcRRjo7fH56hOPUymHzExP0tfTS73WsIxIZTDK4OCCFkSNCFc6SARTk5M89/yLfHT8tB1c6RMnBnDx/TIGkfmHEMUxURLjeBLHc0m1ygwNFyMdtJDZA4wU5JXS8ji8pcoJwsDDlTA7U7fHTwvrq9qDjgRaiQ73xicMqySJIghKmW8MvudnAX5DpVLKJjnMziree+8Mr7+2n48+/IRWU9OoJ9meaXnTQeCRpC3qjRlbj9+xmLLjGvoXVNm+YxNr7loKApLUGotaWas7TSTlUsA7h48yfPYiruNz3307WbCwd74IbxZqqQy7dz9UWGNvvfWWLbqBdZZ7erqozU5TKgdIBxqNhO3bt7JnzyMYY3M6tU6pVCpFWOlmLpAd5uMfneTlX7/KoYPHSROD7/kkqaLZimgD8RCG5faBQEYhpLEQGzCXWvkZ6S1zvictMaC4nqRRbxIGZcqlKs1mk1qtlVnSAoOh0bTkaa1gePg8Bw68zYcfHmd6up5Blm2wIEkS4tj68qVSQFdXCdDUG9NUKgGbt2zg7vV3EZZy1kkWV800ke87nDhxgZOfnCaKEu6++27WrFlDb+/Nh9bfNApCCvHoo49y112rmZmZ4c0332RiYopWq1VEATqjDGmaMLi4m6e+8SQLFvYSJw0LInTkprYfTsaBlRjjkKaGI+++z759+7l06RoYC/b7vj1XtdWKSVMKLZEfQgRtEOQP2fLIiDEGR7oEflhY5LXaLKXQxi+Hh6/w5v4DvHXgIFevjAAUNQ3zM1g7GZt5rcM8Y37ZcnsW65o1S7IxTQtDMwf9hYAPPviAEydO4LqS7du327TTW7RbjkxfX8jTTz9NmqZMTU2xf//+4uKtVky10p1lazfp6rYqaMOGdezZ8whCKDzfJUkihLTAwBy6S0Zk1gp6uhcwMnKdfa8f4MUXXuLIkY9pNlMc6ZDE9mgx14HAD3Edvyifp1Q7fPaHbJ7nEccpcZzg+yGel5fRMZRKXQgBp05e4OWXf8u+ffu5dm2EUqlCtdJFkiikaGcOdnoPlokRkaYtBhb1s2PHFtavvxvp2OvnNSDaVCG4evU6J0+e5Pr4KCtWrGDzlo309t36OM5bClU4QuzevZv169ejlOLZZ5+lXq8TRUmB8TqOU5zr1opiPF/wnb/8Flu3bcJxDYj8vBm7/9nqZnaF5nuYI320kly9OsqBNw/xy1/8hsOHjlKftf5efoZ4klimo1IKKfJKon/4laqUyVAoG6O1VUQte8JzPY6+f4K9e19n3+tvcOH8FUtR8ayxlRcKy6NUSRJh0IUnEYY+Qmo2b1nHgw/dx6LBvmzCpNmJUirTUIrp6RkOHjzI6dMnUUqxY8c27r573W37fduR6enp4Vvf+hatVovz54d56aVfFYUv4jjFkV5GtdCEoU8cR6xZs4jHvvIo1WpIqlqFYAvYz+RREFs6No5TKuVuuqp91GoN3n3nKM8/9yL7Xn+TqanEFl404LoejuOSs9s7swm+0DbPyrYnNAe2hKsWBD4EvqRej3nvvQ957rkXeXP/24yPTxEEIVK4RfaZDWik9vAGadkbNsgQ02jO0mw2WL5iCTt3bWPzlvW2oKdReJ6ltBhjC574vs/Y6DjvvvsuY2NjLF48yNZtm1m89PanId82/lWuCjF89op57fXNnD17ml/+8pds2rSRzVs2tsnFOZ8Ujefbenq7dt3D+XOX+c3Lr9BoxBmRR4DQ5Hmu1pVwadRjXM8CDs1GzNTUFBMTE0xP1zh79gJf//rXWLp0EM+FarU7K5FHsWq9oPRFiHJuE7owoFzXBWPRoyRJiSKYmWny9sG3ePXVVzl7xrpkjuNSKpVoNuy5b77vFUUlrdviEIR2S0pTW8OhUi3xpS89wj33bKNcdrLc3TZfKl9vUZTwwQcfcObMGcIwxGrQuz/1Fj41qFmtVvnWt77F3//9/8r09DS//vWvuffebURZTLRebxD4AfVGjUq5h9pMk2XLF/D9H3yPs2fP8tGHJ6wwpWPppNJkpwrbCL7jScIwoNGcIU0M1Uov0tGcG77MtatjnDk9zD333Mtdd61jdOR6VsYnyDBcD/UZGfmfqRmZJR7Zvbs20+S9I6c4+sERjhx5h1OnTuF7ZVqtyJ4lQ5r587Z4dRRF9PT00GjMkiQRSreykoCwZMliVq0e4uHd97NipXVh6rOzRdqmVfuS6eka18cmOHToMGNjY6xatYbdux9iydDNFm9n+1ShLhrsERcvXDMPPvggv/jFL9i//00OHPgSDz74gK05GNjiep5rT0Dq6i6BgUo14H/6n/8T/9vf/+9cvnSNmekWnms3fqUNWhtb4MkNC4qj74ckcYrB5o7GUYODB99hdHScFctPMTx8HqXM/9femT3HVd15/HPX7r69amtJ1mLJi/YVG2FJ2IAXKAOGmYRMhofkX5ilZv6FmbepvOdtpopJCkImCR4gBAMORrIxlpH3TZLlTZalbqn37rvNw7ndLZgQTIxNMjWnqqtk67b69v2de+75/X7fxSuzWR7p6usQ/OK5qMhlup/owpTB6+IYUTcua/uWy6CWZZEvmPh8GqqqMz19ghOfTrOysszy8l3y+RIZxyQciuL3G171yBLAOSAYDJDPZ1lbS1BXH0NRJEpmDl1RaG1r5pUf/DWdW9orRXtd1yuPFLMkpBVsy+Wdd95lZmYGSZLYv38vg0P9XzsfvxZ+YBgGBw4c4Pz586ysrPCLX7xJU1MzW7a0o2kauVymMjvLBF1NU9je1ckP//b7/Me//yfF4hJGIMDdpRVU1U9zUwu5XB7TLusnCHyx+FJqpfQnWyrLdxMU8hapVMYzyNMoFrIUCg7KA9qCVTm25d6m8Ex1vUkQC0XI5XIs3bnL8vKyp1hjoWqaMLl1RfutWBTUB8mrhpmmMM3N5/PEasIEAj5WVpcAl/6BASYnx9m6tZNIJEShmEFTBb3CNG0kRGvQfKed4AAAEgNJREFUsmBmZpYTJ04CMD4+Tnd3NwFD/qN3KdxHtl7fEJWGhoY4dOgQxaLJ1NRx3n//A1KpHEJjwUHX/ZVWm5ASlzEMlWf2PskLLz5LW3sT+cI6AUMnGBTLdbFYwLYtHNeq1JQrNmEewMrvN8hkciwtLVMqmuiar3I3PYo8NZ3KegUDHZ9uoGsBZFmnVHTIpAukUhnSqQzFQknksV6zuyxsEjB0NE2hWMojyxJd3dvYv/9pJp/cRUNDiDLCoyItZDqih23DmdmLfHDkI86eOU9DQyMHDhygp6f7vs77vq5MXX1E2r17N2NjY9i2zZEjR5iePkGh4BI0IuDiLY0il7VECQpdh2ef28vB5w/QEK8VXm4qOE4Jxy0hKxvBXU6lSG7btjCatV00VUdTdXRdx3Vdj5cj3BkfdGwsoghpPKdSSSu7XOia2NU6Xu9XlhR8uoHfF0SRVQzDIBwOVyyuS2aRklmkWMwTChlkc+vk8xn6B7p5+eUXmHxyF01N0UrbIhAoN8/dCuFraWmdjz76mJmZWWKxWnbuGKOvr49I1Lgvat59T/e6ujp+/OMf09raysL8Iv/1y19z+dIciiy+rKqImZpKpSgW80iSg+PaRKMhDj6/n+99/yWisRDpTBIj6MMI+jz3xfJL2fDSUBTN8yn3C2SgJOrPAgaiPrCIxv0MTdMrz99SqVTpusiyiuohGwXdQ5DAys/6QMCHpilksmvousb2rq0cPPgce/c9RVNzFCQoFARWSVN9ojOUL+H3K2TSLp8cO87JT0+xvpbm6aefYe/e/TQ119031/L+g1ofkfr7+3nmmWcIBoOcPXuen/3s59y6lfSwruI4v9+PEfRTLAkXJSSLWCzE/v3P8KMfvcq27Z2sJu6Sy2WEm6FjeR7eAotTOTEvVytT38vC0MIX3FfpljzI2EiVLOe+5dKcpmmk02lMUxQDjEDI81f3YZZc0mmxNOdyuUq3RuSiKq5re2gQl9HHhnnppefZvWeC2tqANylA05XK5yuKQjDoAxempqb5zW8Oc+3aPO3tHezbe4CBgftbdsvjG5m7hMKadO3KbXd9Lc1HH/2eqU+O097WwYuHDtK8qQZJwkPFW+RyAiGvaQq5XIGa2jCv/OAFAoEgP//ZGywvJyiWLMD2QF6yYIFtkAxQVVEUF5wUFVmWqCp/PfxR7iE7jkOxWKIsOqmqGoqroOkKxWIeWZbx+wVAIJ1OIUku4XCQiYlxnnp6kqHhfurrA7h4KAy/LuA7Xh1ZkQUU9sL5Od777fvMz18nHm/iuecO0tPThy/wzb7wN3bs2bK1mZf/6hAXL14kmynx61+/RTQW5uWXX0T3SVi2oAXWxGopmSU0VcYw/J4RH+zdN4k/oHL4rXc5d+4aZdB3mcO50fYSvkg1ME3TIzB7myUEhr4MgpFdB9ndwJyr/Fhm1H1xYSq7USG5OLaDJFnC/crj6pZXB1lWECb3kleQN7HsEkga+XwWVVPQdCiZeZAstm3fwuNjO9izZ4Lunq3CeUoC23Iqn1kqWRj+gPezy9Wrc7z33u84e26W+vpaJicneeqpSeob1W88g79xUCVZklKpjPtP//z3/Ou//BuJRII33niDUqnIK698D92nVgjFulb984oqghWJaYxPDhIMqcycmuP49Aznzp0TdicxAcswS5ZXc1VJp9fRdZ1gMIDr+r27p0xotjx0kgBlI0vIkossiW6sWM1tNkoeuFSlDyyrhKp4bAJcXM+XVdN8+HxV6r3rCjcLx6m2z4ygTiQURJZLpNPrrK+nqaurobdvmMnJXQyPDNLW1uLZqQlzJJ/Ph+rq2JYIqGUKtMT8/HUOv/U2R44cIZ/PMz4+xqGXnqVz2/0/Rx8oqACRSEi6t5x0f/jDv+GN13/JwvU5jhz5gObmZiYmdgFKxcVR6AALUWTLLqHrGtGowe49u2hu3kowGEaSbe7cuYNjC3kCx7VRZIGDVVWBuCv7rm1kTGuK7pXiJFzb9p7PoqxXJnX9b85rddcrwNGKh3QQu22x87Wr4GnPwC+fF3uEgCGW2fX1JMWC8HOL1QRpb29lYLCX0dFh+ge6icdrQBITo1gsVhohFaU1VwR08fo9fvfeET788ENKZoEnd0+wd98eWlrjf0poxPf6U9/YEK+RSgXXzeXyvPnmm5w9e5bXXnsNcOjp7aK93dPKVyRA7Go1TaNYymO6Fn6fRmtbAy8e2kdf/1aOHz/O739/jGtX59E0P/GGJtLpLJouCg6WJcBhfp+B3+8XqUex5MVMAknGdWQkRVAddd1LeVylKoteOXvBUHdsDxMhlSEnsrfzFnljLpfbAOMUALeyn4yqBbHMAps2tdLf38vI6BCDg320b26sbBoFllklGPQa/N6jRZFlLAsWFm7w/u8+4N3fvk0iucLY2BgvvPACO3aM4vN/fZHhq8YDueDpfklybdddW1vj5MlPmZ09zfp6kn/4x79DVVWi0TCBgCjnCWCyjE8PCqJwycLnV4k3GYTC3cRqgrS0NvH56VkuXLjC0p1lQUusqLHJFcyOaAMW0VWt8rtqVcrFRRXAa6hKPJSHC2UpVk3zeW1Ax8PiCkM+oYiCJ95sEgwGCBh+stk0a2ur+AM6jY0NDA0+TnfPdkZGhmlvbyUULusTiwmh+1R8HrnaLIlVwDDEv+fnF/jVr37DsY+nWF9fZ2Jigueee46+vp4HCig8YFBB9F4dy3Vfey3CrVs3sCyLn/zkJ7z66qvs2rWLtrY4siyRTuc9BREVn+7zrrOD4zqousPWba10dLYwNNTHxx9Pc/LTz1heTnBvOUE2uy7yQVtgcn2+AGFfkFKhWNl4lDdPrut4JrSlL/FfoSrwIQBrtu16BF7FS0WqqAqBGbaxSkWyuRK2I9RDt27bTF9fLwODPfT1dtHUFKeuXiAgLKvKNAiFDGRZVNzEo0AmEBABPXv2Cu+88w5Hjx4ll8vx2GOP8fzzzzM42P+Vje9vMr4Vu2BZlaT1ZMnVNI3XX3+d5XtL/PSnPyWdTrNnzx62bWsjHA54MnjiPbZtY7lZAgEdXRPSL5qm0tbexMHn9zExsYvPTp7mwoVLzF1bJJlMkVrPUCxmkWQHn+THtovYtowsmxVyrtipVlt8LlVWuOgOUWmJCWKTW9nhuq5Aw5flhlzXJhINEY2GidUIesOOHaMMDvYTbwwhS1VaR5k6oihfZqVLBAJig1EswPT0Cd5++12mpo6h6cIB5ODBg4yODn8rAYVvKagA0RpdSqxm3ZJZYGpqipmZGd54/U2uXpnj4MGD7Ny5s2KPBSDLCj7FwHFNj2groSoCMWcEfGxqqmdzeyvzc4PMzV1nYX6Rq1fnuHnzNslkkkz6HuFwDWbJ9mrIkiBoKRKS4wh/OvB2vHjoRC+oHrc0aOiCge6auJ73jk8HXdfw+XU2b26ju3s7Pb1dNDfHaWxspL5BoApTqSzRaJAyC1FRqzQPweQTMBRdFxFeXckxPX2Cw4cPc+XKVYLBMKOPDbJ//1527RojYHzz1OWrxrdq7F1bF5SSiZwrXIH9nDt7gU8++YRsNotpmgwODhOJGGjCDQXLAllRqmmF63qq4LKX0Cv09G6hu2cLqVSWGzducGNR2FFev36DWzeXyWbzZDMCbWDbJpatUCxmyeczALiY3jIsGtFICq5r4WJiWgVsb5cbjYVpbGygtXUTHR0dNDU3CHZ2vIZ4vB6fT8ayhamvOD7o/f2qDDoSmKaFhFIJpuvCpYuLHD36MceOHWNubp7m5maeeGKMx8dGGRkZ/FYDCt9yUAFqag3pzu0Vt7W1lbf/+12mpqY4evRj7t69x969+5iYmGDLlg4MA/CAZI7wNPKojVT0l1RV0BkVBWrrgtTUdrN1WyupVC+5XIG1ZJbF67dZuZessNVv3lpE02Tq6qMgWeiajO1Y5PI50XwAVM1leKSP3t4e6urqaWpqora2hlDIIBQ2iMVihEIB0eNUyn5rFooqfNhcSojsWPUQ+sKqW5K+mJuvreX5/PQZjhz5kJMnT7K6ukp7ezv79+9j9+5Jevs7Hkpp7KHW2xbm77iH33qb999/n2RynVgsRn//AHv27GFwUDDsolG9QmQyTQdNE5sUKs8qATct0yekMl/blcHVyedKYudqCzHq5XtLQs07oDEy2oeuKbjY2I6NKovSzvp6ltu3l1BkP8FgkFAohM+nidRGFimL9+lUdRjKy2s1lw0aEb7oUSfuzFQqx9paig+OfMRnn33GuXPn0DSNvr4BHn98Bzt37qS7t/2hXfuHXkRdmL/jnjp1iuPTnzI1NUU6nWV0dJSxsScY2/kEnZ2dxGqq4tEbtYmEpI1QVhPb1Koeg+O4OK7qSZ9Xjy+vhCIgNg7CjkswvcF1JE9hW8WxXGTly5fAo1FKIiFybNubVJIHKC8fr1RJXW51qV1dTXLq1ClOz8xy7Ngx1tfXCYfDTD45zv59z9Lb102sJvBQr/sjqYzblutevHiNw4cPM/XJcdbW1pAkhZ2ju+jp6WH0sWE6OjqIRhVPJl2w44yg7rEUy0opVWENwQgLABKWJfDIEkJLQRgN2UiSg+0WPRqmyE0tUxg2qIqOVaria4VgtVtJiwDPJ2CjiJeEZZpeKiSj6X4vbXFJJBLMzS1wemaW6elpLl26RCQSoauri8knxxkbG6Ojow1Nf/jdiEfT7vDGwvwt9/Llqxw7JtDs+azA+Gzv2srY2BjDw4O0tGwiGvMC44DkCV2WSkUcV9h2Kh6XpfoVvOWyLGXgCr6rJIvASrItasOVlyBACco/OLagclRWCQ+ZLytCUduyLA8e61WcZIFsKJbEkn/jxg3OzJ5jamqKixcvI8sy8Xic8fEn2LFjByOjQ0Rj/kd2rR9pUKF8117h+PFPOX/mMlevzrG0tEQsFqG7u5uBgX5GRkbYtn0Luq5ieCW2L5ypK+geplPwym4+gYTYWGyQIJ/Pegm/uMNNS9ixiOVXrk4C2/YgrFXgmaj9+rAtB2ENVn12lgqwvp5l9uwZzpz5nJmZz1lcXCSXy1FfX8/ExAQTExO0t7eyravlkV/jR/6B5bF8N+neurHE6ZlZpqammJubq8AqOzs7aW9vZ3Con+bmZlpaWohEgmgbVkLbAkUHPElaxy5TFspFe0AqM99E9EzLwrHxKIvyF3VC/sCVMEuOVxMWv06lXK5cvsbp07NcvXqZZGqFxcXrJJNrxONxBgcHGRkZYXh4mK6eTd/Ztf3OPrg8kitZ99q1eWZnZ5mdnWVubo71tTS2bVNTU0Nn5xZ6enro6NhCa2srLS0tRKOCH5svWfj9ZV9RwK1Wc1xEYE1LoCoqmCZXBF/y1ATcDau4BBucsMQxa2t5Fq/f5NKlq1w4f4mFhUVWVlYoFHJkCynq62sYGBhifHycoaEhGhvrCQQfURf/K8Z3HtTySKym3Zs3b3L58lVmPz/LlSvXWFtbI5VKoyo6mza10tDQQCQSoa1tM52dm2mIx2hqihOPRyvVHKiW7jbqM325Dix5+W+5dChwRi6JxAp37twlmUxy/vx5VldXuXt3mZWVlcpki0Qi1NXXMPbEKL29XWzf3iUEIuu+mgrxKMefxUlsHMlExl1dTbK6kuTEiZPMzc0zd22BVCqDaQols2g0Sn19LQFDIxQKEovVEI1GqKurp7ExTn19A4YREPwWWUKWFe9udjHNEqZpYdsWy8v3yGYzJBJJVlbukUgkSSRWWVtbJ5fLksvlKRYLHk5JJR5vpKtrOyMjo2zd2kE0ZrBl68PLN//U8Wd3QhuHVXLdO3eSLCxc5+aN2ywuLnLlyjXm5uZIJFaorYti2yayrGIYfgwjhKZ5HFgcAoGgJwMnaB+OI9AOooku3pfPZ0mnswIIZ4mmvEAwCsRgS0szPT19bNu2hfb2Dhoa6giHo4Qi3+0S+8fGn+2J/aFx43rSzWQyrKyskEwmOHfuDHeWbnH71hKZbArbEgbtiqyh+1QK+ZKQmfP+H1dGUYWWg6JKFAsmqibj9xkEQwFqYnU0xOuINzQRiYYYHBgmHAliBEK0ba7/i7lWfzEn+ofGveWUm0qtkcnkKBbzpFIZlpeXSCTWKBbzaJoP2zY9nqdZ6Zv6fAFUVSYWq8Xn0zCMUOVOD4eDhMNRmppr/qKvzf+P/2PjfwDKMjyMQAToUwAAAABJRU5ErkJggg==","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-07 09:13:46"} 
[2026-04-07 09:13:46] local.INFO: Nested area calculated {"data":{"nestedArea":2836.6944},"timestamp":"2026-04-07 09:13:46"} 
[2026-04-07 09:13:47] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"ac5edb3d-a8c6-471c-99e6-1bcfa4362974","height":28.99,"width":18.4,"perimeter":129.82,"area":239.82,"image":"data:image/png;base64,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"},{"id":"92166c6e-2c0f-4106-a5a1-3c83b25880f2","height":28.74,"width":28.49,"perimeter":94.25,"area":638.98,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-07 09:13:47"} 
[2026-04-07 09:13:47] local.INFO: Number of letters detected {"data":{"noOfLetters":5},"timestamp":"2026-04-07 09:13:47"} 
[2026-04-07 09:13:47] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":616.66,"perimeter_in_feet":51.39},"timestamp":"2026-04-07 09:13:47"} 
[2026-04-07 09:13:47] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[109.89,326.45,309.93,239.82,638.98],"actualFilledAreaSum":1625.07},"timestamp":"2026-04-07 09:13:47"} 
[2026-04-07 09:13:47] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":11.29},"timestamp":"2026-04-07 09:13:47"} 
[2026-04-07 09:13:47] local.INFO: Average character height calculated {"data":{"avgCharHeight":28.386000000000003},"timestamp":"2026-04-07 09:13:47"} 
[2026-04-07 09:13:47] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":476.0,"originalHeight":119.0,"ratio":4.0},"timestamp":"2026-04-07 09:13:47"} 
[2026-04-07 09:13:47] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":30.0},"timestamp":"2026-04-07 09:13:47"} 
[2026-04-07 09:13:48] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"11520\" height=\"2880\" viewBox=\"0 0 476 119\">
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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":263,"y":2,"width":99,"height":115},"scaled_width":24.96,"scaled_height":28.99,"actual_filled_area":309.93,"bounding_box_area":723,"exact_perimeter":166.64,"approximate_perimeter":149.82,"convex_hull_perimeter":89.66,"perimeter_pixels":661.0020920410539,"original_contour_points":213,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.16,"compactness":0.1403,"perimeter_to_area_ratio":0.5377},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":144,"y":2,"width":73,"height":115},"scaled_width":18.4,"scaled_height":28.99,"actual_filled_area":239.82,"bounding_box_area":533,"exact_perimeter":129.82,"approximate_perimeter":116.39,"convex_hull_perimeter":80.45,"perimeter_pixels":514.9432175380081,"original_contour_points":226,"approximation_points":14,"shape_analysis":{"aspect_ratio":1.58,"compactness":0.1788,"perimeter_to_area_ratio":0.5413},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":3,"y":2,"width":113,"height":114},"scaled_width":28.49,"scaled_height":28.74,"actual_filled_area":638.98,"bounding_box_area":818,"exact_perimeter":94.25,"approximate_perimeter":88,"convex_hull_perimeter":90.09,"perimeter_pixels":373.84776310850276,"original_contour_points":152,"approximation_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"},{"id":"d144c815-5e99-4fac-86b9-79fc19ac27a5","height":28.99,"width":24.96,"perimeter":166.64,"area":309.93,"image":"data:image/png;base64,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"},{"id":"ac5edb3d-a8c6-471c-99e6-1bcfa4362974","height":28.99,"width":18.4,"perimeter":129.82,"area":239.82,"image":"data:image/png;base64,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"},{"id":"92166c6e-2c0f-4106-a5a1-3c83b25880f2","height":28.74,"width":28.49,"perimeter":94.25,"area":638.98,"image":"data:image/png;base64,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"}],"no_of_letters":5,"perimeter_of_sign":51.39,"nested_area":19.7,"occupied_area":11.29,"avg_char_height":28.386000000000003,"widthOfSign":"120","otherDimensionOfSign":30.0,"width_of_smaller_line":20},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1412,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":117.5,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":28.75,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":5,"perimeter_of_sign":51.39,"nested_area":19.7,"occupied_area":11.29,"avg_char_height":"Greater than 24 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\"},{\"id\":\"ac5edb3d-a8c6-471c-99e6-1bcfa4362974\",\"height\":28.99,\"width\":18.4,\"perimeter\":129.82,\"area\":239.82,\"image\":\"data:image\\/png;base64,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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":117.5,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":28.75,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":5,"perimeter_of_sign":51.39,"nested_area":19.7,"occupied_area":11.29,"avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":117.5,"other_dimension_of_sign":30,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1412}},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"7.10141"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"87.044844"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"1.618785"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"11.3977881"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":9.87875},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":76.662156},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"1.576"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"75.2737"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"1.118"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"0.675"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"3.4825"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0051602618166},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":5.160261816599999},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00040984484125},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.40984484125},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.003909289255},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":3.9092892549999996},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.00803453794"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"8.03453794"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00389941629"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"3.89941629"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0052211478"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"5.2211478"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00041659552"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.41659552"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":5.410218692570001},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":14.774999999999999},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"14.972"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"4.4384682042344"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":342.70660025541997,"totalDenseWeight_before_formula":41.40546429769725},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":376.977260280962},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":5,"totalDenseWeight":45.54601072746698},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":5,"sign_depth":"1"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":4.54,"height":27.48,"depth":"1"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":22.94,"height":27.73,"depth":"1"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":24.96,"height":28.99,"depth":"1"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":18.4,"height":28.99,"depth":"1"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:48] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":28.49,"height":28.74,"depth":"1"},"timestamp":"2026-04-07 09:13:48"} 
[2026-04-07 09:13:49] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775553229_056718607afd10ebf14855b2ccda89c0","bins_packed":[{"bin_data":{"w":28.79,"h":29.29,"d":5.2,"id":"unique","used_space":86.2583,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":29.29,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/e91ebab6f1c12c35588670962e2186cc/1775553229-37-7771397.svg","items":[{"id":"item-5","w":28.79,"h":29.04,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/e91ebab6f1c12c35588670962e2186cc/1775553229-3696-8323609.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":23.24,"h":28.03,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/e91ebab6f1c12c35588670962e2186cc/1775553229-3697-1407636.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":4.84,"h":27.78,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/e91ebab6f1c12c35588670962e2186cc/1775553229-3698-4980978.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":25.26,"h":29.29,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/e91ebab6f1c12c35588670962e2186cc/1775553229-3699-2204056.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":18.7,"h":29.29,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/e91ebab6f1c12c35588670962e2186cc/1775553229-3699-9085806.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-07 09:13:49"} 
[2026-04-07 09:13:49] local.INFO: Box added from packed bin {"data":{"length":5.2,"width":28.79,"height":29.29,"denseWeight":45.54601072746698},"timestamp":"2026-04-07 09:13:49"} 
[2026-04-07 09:13:49] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":7.2,"width":30.79,"height":31.54},"quantity":1,"denseWeight":45.54601072746698}],"cheapestShippingCost":477.43182534372573,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":7.2,"width":30.79,"height":31.54},"denseWeight":45.54601072746698,"volumetricWeight":23,"higherWeight":45.54601072746698,"quantity":1}],"totalHigherWeight":45.54601072746698,"DS":0,"rate":586.9918814952894,"tariffAndDS":586.9918814952894,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":986.7757097230045,"totalShipmentCostFormula":"((tariffAndDS (586.99188149529) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 986.78","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":7.2,"width":30.79,"height":31.54},"denseWeight":45.54601072746698,"volumetricWeight":23,"higherWeight":45.54601072746698,"quantity":1}],"totalHigherWeight":45.54601072746698,"DS":0,"rate":333.5067985250583,"tariffAndDS":333.5067985250583,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":578.056361941804,"totalShipmentCostFormula":"((tariffAndDS (333.50679852506) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 578.06","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":7.2,"width":30.79,"height":31.54},"denseWeight":45.54601072746698,"volumetricWeight":23,"higherWeight":45.54601072746698,"quantity":1}],"totalHigherWeight":45.54601072746698,"DS":0,"rate":447.43182534372573,"tariffAndDS":447.43182534372573,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":477.43182534372573,"totalShipmentCostFormula":"(((tariffAndDS (447.43182534373) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (30)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 477.43182534373","careerDDPValue":0,"nonConveyableSurcharge":30,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":7.2,"width":30.79,"height":31.54},"denseWeight":45.54601072746698,"volumetricWeight":23,"higherWeight":45.54601072746698,"quantity":1}],"totalHigherWeight":45.54601072746698,"DS":0,"rate":296.04906972853536,"tariffAndDS":296.04906972853536,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":517.6595200302904,"totalShipmentCostFormula":"((tariffAndDS (296.04906972854) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 517.66","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":7.2,"width":30.79,"height":31.54},"denseWeight":45.54601072746698,"volumetricWeight":23,"higherWeight":45.54601072746698,"quantity":1}],"totalHigherWeight":45.54601072746698,"DS":0,"rate":463.65838920561384,"tariffAndDS":463.65838920561384,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":790.6302852734126,"totalShipmentCostFormula":"(( tariffAndDS (463.65838920561) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 790.63028527341","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":7.2,"width":30.79,"height":31.54},"denseWeight":45.54601072746698,"volumetricWeight":23,"higherWeight":45.54601072746698,"quantity":1}],"totalHigherWeight":45.54601072746698,"DS":45.54601072746698,"rate":394.51,"tariffAndDS":440.05601072746697,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":751.2753302581486,"totalShipmentCostFormula":"(((tariffAndDS (440.05601072747) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 751.27533025815","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":7.2,"width":30.79,"height":31.54},"denseWeight":45.54601072746698,"volumetricWeight":23,"higherWeight":45.54601072746698,"quantity":1}],"totalHigherWeight":45.54601072746698,"DS":0,"rate":905.4601072746698,"tariffAndDS":905.4601072746698,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":905.4601072746698,"totalShipmentCostFormula":"((tariffAndDS (905.46010727467) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 905.46010727467","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":7.2,"width":30.79,"height":31.54},"denseWeight":45.54601072746698,"volumetricWeight":23,"higherWeight":45.54601072746698,"quantity":1}],"totalHigherWeight":45.54601072746698,"DS":45.54601072746698,"rate":394.51,"tariffAndDS":440.05601072746697,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":751.2753302581486,"totalShipmentCostFormula":"(((tariffAndDS (440.05601072747) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 751.27533025815","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_heavy_saver_k0f572","overBreachSurcharge":85,"career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":7.2,"width":30.79,"height":31.54},"denseWeight":45.54601072746698,"volumetricWeight":23,"higherWeight":45.54601072746698,"quantity":1}],"totalHigherWeight":45.54601072746698,"DS":45.54601072746698,"rate":428.28999999999996,"tariffAndDS":473.83601072746694,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":808.7688902581486,"totalShipmentCostFormula":"(((tariffAndDS (473.83601072747) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 808.76889025815","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"10":{"career":"ups_pakistan_small","overBreachSurcharge":85,"career_name":"UPS 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[2026-04-07 09:13:49] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 09:13:49"} 
[2026-04-07 09:13:49] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 09:13:49"} 
[2026-04-07 09:13:49] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":30,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":4.4384682042344,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":45.54601072746698,"result":376.977260280962,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":117.5,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":28.75,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":5,"perimeter_of_sign":51.39,"nested_area":19.7,"occupied_area":11.29,"avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":117.5,"other_dimension_of_sign":30,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1412},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1412},"timestamp":"2026-04-07 09:13:49"} 
[2026-04-07 09:13:49] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 09:13:49"} 
[2026-04-07 09:13:51] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":30,"sign_width":"120","dimensions":[{"id":"797df0de-89f7-492c-bf89-afaf69164a3a","height":27.48,"width":4.54},{"id":"9c87e096-d6c2-4696-b31e-f7f66dab9698","height":27.73,"width":22.94},{"id":"d144c815-5e99-4fac-86b9-79fc19ac27a5","height":28.99,"width":24.96},{"id":"ac5edb3d-a8c6-471c-99e6-1bcfa4362974","height":28.99,"width":18.4},{"id":"92166c6e-2c0f-4106-a5a1-3c83b25880f2","height":28.74,"width":28.49}]},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":30,"sign_width":"120","dimensions":[{"id":"797df0de-89f7-492c-bf89-afaf69164a3a","height":27.48,"width":4.54},{"id":"9c87e096-d6c2-4696-b31e-f7f66dab9698","height":27.73,"width":22.94},{"id":"d144c815-5e99-4fac-86b9-79fc19ac27a5","height":28.99,"width":24.96},{"id":"ac5edb3d-a8c6-471c-99e6-1bcfa4362974","height":28.99,"width":18.4},{"id":"92166c6e-2c0f-4106-a5a1-3c83b25880f2","height":28.74,"width":28.49}]}},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"797df0de-89f7-492c-bf89-afaf69164a3a","height":27.48,"width":4.54},{"id":"9c87e096-d6c2-4696-b31e-f7f66dab9698","height":27.73,"width":22.94},{"id":"d144c815-5e99-4fac-86b9-79fc19ac27a5","height":28.99,"width":24.96},{"id":"ac5edb3d-a8c6-471c-99e6-1bcfa4362974","height":28.99,"width":18.4},{"id":"92166c6e-2c0f-4106-a5a1-3c83b25880f2","height":28.74,"width":28.49}],"sign_height_raw":30,"sign_width_raw":"120"},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":30.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Dimension Calculation {"data":{"dim_id":"797df0de-89f7-492c-bf89-afaf69164a3a","height":27.48,"width":4.54,"ceilHeight":28.0,"ceilWidth":5.0,"biggerDimension":28.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":49,"sign_type_id":1,"heightOrWidth":"28.00","return":2,"price":329,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Dimension Calculation {"data":{"dim_id":"9c87e096-d6c2-4696-b31e-f7f66dab9698","height":27.73,"width":22.94,"ceilHeight":28.0,"ceilWidth":23.0,"biggerDimension":28.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":49,"sign_type_id":1,"heightOrWidth":"28.00","return":2,"price":329,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Dimension Calculation {"data":{"dim_id":"d144c815-5e99-4fac-86b9-79fc19ac27a5","height":28.99,"width":24.96,"ceilHeight":29.0,"ceilWidth":25.0,"biggerDimension":29.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":51,"sign_type_id":1,"heightOrWidth":"29.00","return":2,"price":345,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Dimension Calculation {"data":{"dim_id":"ac5edb3d-a8c6-471c-99e6-1bcfa4362974","height":28.99,"width":18.4,"ceilHeight":29.0,"ceilWidth":19.0,"biggerDimension":29.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":51,"sign_type_id":1,"heightOrWidth":"29.00","return":2,"price":345,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Dimension Calculation {"data":{"dim_id":"92166c6e-2c0f-4106-a5a1-3c83b25880f2","height":28.74,"width":28.49,"ceilHeight":29.0,"ceilWidth":29.0,"biggerDimension":29.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":51,"sign_type_id":1,"heightOrWidth":"29.00","return":2,"price":345,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":5,"baseProductionCost":1693,"result":[{"id":"797df0de-89f7-492c-bf89-afaf69164a3a","height":27.48,"width":4.54,"depth":2,"price":329},{"id":"9c87e096-d6c2-4696-b31e-f7f66dab9698","height":27.73,"width":22.94,"depth":2,"price":329},{"id":"d144c815-5e99-4fac-86b9-79fc19ac27a5","height":28.99,"width":24.96,"depth":2,"price":345},{"id":"ac5edb3d-a8c6-471c-99e6-1bcfa4362974","height":28.99,"width":18.4,"depth":2,"price":345},{"id":"92166c6e-2c0f-4106-a5a1-3c83b25880f2","height":28.74,"width":28.49,"depth":2,"price":345}]},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":30.0},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"0.826"},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":2.0,"PSUCost":98.98},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1791.98,"taxFactor":0.0887,"tax":158.948626},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Box Calculation Details {"data":{"breadth":36.0,"boxDepth":8,"oneBoxCapacity":71.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":71.0,"widthOfHalfBox":49.0},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":273.49640287769785,"shippingWeightInKG":124.03464983115548},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":124.03464983115548,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":6,"min":"111","max":"135","rate":"130","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1693,"PSUCost":98.98,"tax":158.948626,"shippingRate":130,"miscellaenous":0,"signPrice":2080.928626},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":30,"sign_depth":2,"totalCost":2080.928626,"TATDays":7,"baseProductionCost":1693,"productionCost":1791.98,"PSUCost":98.98,"tax":158.948626,"shippingCost":130,"uniqueReturns_count":2,"objects_count":5},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"797df0de-89f7-492c-bf89-afaf69164a3a","height":27.48,"width":4.54},{"id":"9c87e096-d6c2-4696-b31e-f7f66dab9698","height":27.73,"width":22.94},{"id":"d144c815-5e99-4fac-86b9-79fc19ac27a5","height":28.99,"width":24.96},{"id":"ac5edb3d-a8c6-471c-99e6-1bcfa4362974","height":28.99,"width":18.4},{"id":"92166c6e-2c0f-4106-a5a1-3c83b25880f2","height":28.74,"width":28.49}],"sign_height_raw":30,"sign_width_raw":"120"},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":30.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Dimension Calculation {"data":{"dim_id":"797df0de-89f7-492c-bf89-afaf69164a3a","height":27.48,"width":4.54,"ceilHeight":28.0,"ceilWidth":5.0,"biggerDimension":28.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":50,"sign_type_id":1,"heightOrWidth":"28.00","return":3,"price":346,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Dimension Calculation {"data":{"dim_id":"9c87e096-d6c2-4696-b31e-f7f66dab9698","height":27.73,"width":22.94,"ceilHeight":28.0,"ceilWidth":23.0,"biggerDimension":28.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":50,"sign_type_id":1,"heightOrWidth":"28.00","return":3,"price":346,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Dimension Calculation {"data":{"dim_id":"d144c815-5e99-4fac-86b9-79fc19ac27a5","height":28.99,"width":24.96,"ceilHeight":29.0,"ceilWidth":25.0,"biggerDimension":29.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":52,"sign_type_id":1,"heightOrWidth":"29.00","return":3,"price":362,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Dimension Calculation {"data":{"dim_id":"ac5edb3d-a8c6-471c-99e6-1bcfa4362974","height":28.99,"width":18.4,"ceilHeight":29.0,"ceilWidth":19.0,"biggerDimension":29.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":52,"sign_type_id":1,"heightOrWidth":"29.00","return":3,"price":362,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Dimension Calculation {"data":{"dim_id":"92166c6e-2c0f-4106-a5a1-3c83b25880f2","height":28.74,"width":28.49,"ceilHeight":29.0,"ceilWidth":29.0,"biggerDimension":29.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":52,"sign_type_id":1,"heightOrWidth":"29.00","return":3,"price":362,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":5,"baseProductionCost":1778,"result":[{"id":"797df0de-89f7-492c-bf89-afaf69164a3a","height":27.48,"width":4.54,"depth":3,"price":346},{"id":"9c87e096-d6c2-4696-b31e-f7f66dab9698","height":27.73,"width":22.94,"depth":3,"price":346},{"id":"d144c815-5e99-4fac-86b9-79fc19ac27a5","height":28.99,"width":24.96,"depth":3,"price":362},{"id":"ac5edb3d-a8c6-471c-99e6-1bcfa4362974","height":28.99,"width":18.4,"depth":3,"price":362},{"id":"92166c6e-2c0f-4106-a5a1-3c83b25880f2","height":28.74,"width":28.49,"depth":3,"price":362}]},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":30.0},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"0.826"},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":2.0,"PSUCost":98.98},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1876.98,"taxFactor":0.0887,"tax":166.488126},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Box Calculation Details {"data":{"breadth":36.0,"boxDepth":8,"oneBoxCapacity":71.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":71.0,"widthOfHalfBox":49.0},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":273.49640287769785,"shippingWeightInKG":124.03464983115548},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":124.03464983115548,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":6,"min":"111","max":"135","rate":"130","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1778,"PSUCost":98.98,"tax":166.488126,"shippingRate":130,"miscellaenous":0,"signPrice":2173.4681259999998},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":30,"sign_depth":3,"totalCost":2173.4681259999998,"TATDays":7,"baseProductionCost":1778,"productionCost":1876.98,"PSUCost":98.98,"tax":166.488126,"shippingCost":130,"uniqueReturns_count":2,"objects_count":5},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":30,"sign_width":"120","shipping_weight":45.54601072746698,"shape":"rectangular","dimensions":[{"id":"797df0de-89f7-492c-bf89-afaf69164a3a","height":27.48,"width":4.54},{"id":"9c87e096-d6c2-4696-b31e-f7f66dab9698","height":27.73,"width":22.94},{"id":"d144c815-5e99-4fac-86b9-79fc19ac27a5","height":28.99,"width":24.96},{"id":"ac5edb3d-a8c6-471c-99e6-1bcfa4362974","height":28.99,"width":18.4},{"id":"92166c6e-2c0f-4106-a5a1-3c83b25880f2","height":28.74,"width":28.49}]}},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:51] local.INFO: Input Parameters {"data":{"dimensions_count":5,"shape":"rectangular"},"timestamp":"2026-04-07 09:13:51"} 
[2026-04-07 09:13:52] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 09:13:52"} 
[2026-04-07 09:13:52] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 09:13:52"} 
[2026-04-07 09:13:52] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 09:13:52"} 
[2026-04-07 09:13:52] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 09:13:52"} 
[2026-04-07 09:13:52] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 09:13:52"} 
[2026-04-07 09:13:52] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 09:13:52"} 
[2026-04-07 09:13:52] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":993.5099999999999,"dimensions_count":5},"timestamp":"2026-04-07 09:13:52"} 
[2026-04-07 09:15:52] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php9864.tmp"}},"file_present":true},"timestamp":"2026-04-07 09:15:52"} 
[2026-04-07 09:15:52] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-07 09:15:52"} 
[2026-04-07 09:15:54] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":1},"timestamp":"2026-04-07 09:15:54"} 
[2026-04-07 09:15:54] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":1},"timestamp":"2026-04-07 09:15:54"} 
[2026-04-07 09:15:54] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":9},"timestamp":"2026-04-07 09:15:54"} 
[2026-04-07 09:15:54] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":9},"timestamp":"2026-04-07 09:15:54"} 
[2026-04-07 09:15:54] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-07 09:15:54"} 
[2026-04-07 09:15:54] local.INFO: Calling Image-to-Text API {"data":{"file_name":"FedEx-logo.jpg","query_param":"width","query_value":"120","file_size":19355},"timestamp":"2026-04-07 09:15:54"} 
[2026-04-07 09:15:54] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":9,"objects":[{"index":0,"position":{"x":369,"y":202,"width":421,"height":43},"scaled_width":63.79,"scaled_height":6.52,"actual_filled_area":93.45,"bounding_box_area":415,"exact_perimeter":138.46,"approximate_perimeter":132.98,"convex_hull_perimeter":130.29,"perimeter_pixels":913.8650070512059,"original_contour_points":83,"approximation_points":6,"shape_analysis":{"aspect_ratio":9.79,"compactness":0.0613,"perimeter_to_area_ratio":1.4816},"image_base64":"data:image/png;base64,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","detection_approach":"extra_light_color_detection"},{"index":3,"position":{"x":2,"y":139,"width":201,"height":106},"scaled_width":30.45,"scaled_height":16.06,"actual_filled_area":179.18,"bounding_box_area":489,"exact_perimeter":88.72,"approximate_perimeter":85.54,"convex_hull_perimeter":77.77,"perimeter_pixels":585.5391052434013,"original_contour_points":77,"approximation_points":6,"shape_analysis":{"aspect_ratio":1.9,"compactness":0.2861,"perimeter_to_area_ratio":0.4951},"image_base64":"data:image/png;base64,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","detection_approach":"extra_light_color_detection"},{"index":5,"position":{"x":179,"y":115,"width":57,"height":23},"scaled_width":8.64,"scaled_height":3.48,"actual_filled_area":21.33,"bounding_box_area":30,"exact_perimeter":21.53,"approximate_perimeter":19.84,"convex_hull_perimeter":20.35,"perimeter_pixels":142.08326112068525,"original_contour_points":42,"approximation_points":5,"shape_analysis":{"aspect_ratio":2.48,"compactness":0.5782,"perimeter_to_area_ratio":1.0094},"image_base64":"data:image/png;base64,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","detection_approach":"extra_light_color_detection"},{"index":7,"position":{"x":515,"y":92,"width":137,"height":141},"scaled_width":20.76,"scaled_height":21.36,"actual_filled_area":175.24,"bounding_box_area":443,"exact_perimeter":74.56,"approximate_perimeter":71.2,"convex_hull_perimeter":61.85,"perimeter_pixels":492.090403795622,"original_contour_points":112,"approximation_points":7,"shape_analysis":{"aspect_ratio":1.03,"compactness":0.3961,"p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","detection_approach":"extra_light_color_detection"},{"index":8,"position":{"x":515,"y":2,"width":275,"height":232},"scaled_width":41.67,"scaled_height":35.15,"actual_filled_area":568.49,"bounding_box_area":1464,"exact_perimeter":167.24,"approximate_perimeter":162.27,"convex_hull_perimeter":130.71,"perimeter_pixels":1103.7716446627535,"original_contour_points":127,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.19,"compactness":0.2554,"perimeter_to_area_ratio":0.2942},"image_base64":"data:im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","detection_approach":"extra_light_color_detection"},{"index":9,"position":{"x":65,"y":2,"width":340,"height":132},"scaled_width":51.52,"scaled_height":20,"actual_filled_area":582.47,"bounding_box_area":1030,"exact_perimeter":148.79,"approximate_perimeter":141.12,"convex_hull_perimeter":125.95,"perimeter_pixels":982.0315292925775,"original_contour_points":212,"approximation_points":11,"shape_analysis":{"aspect_ratio":2.58,"compactness":0.3306,"perimeter_to_area_ratio":0.2554},"image_base64":"data:image/png;base64,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","detection_approach":"extra_light_color_detection"}]},"timestamp":"2026-04-07 09:15:54"} 
[2026-04-07 09:15:54] local.INFO: Nested area calculated {"data":{"nestedArea":4238.2797},"timestamp":"2026-04-07 09:15:54"} 
[2026-04-07 09:15:54] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"65e4af0f-7afe-4ae4-8fe2-0e23ce9c39b3","height":11.82,"width":9.55,"perimeter":36.25,"area":88.33,"image":"data:image/png;base64,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"},{"id":"0271f2c3-a982-49ca-869f-81b3369bfee7","height":3.48,"width":8.64,"perimeter":21.53,"area":21.33,"image":"data:image/png;base64,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"},{"id":"8318cd42-eec8-43ec-8c45-e2286facd8af","height":21.36,"width":20.76,"perimeter":74.56,"area":175.24,"image":"data:image/png;base64,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"},{"id":"4c671840-fdb1-4ddb-b4be-475be838f033","height":35.15,"width":41.67,"perimeter":167.24,"area":568.49,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAARcAAADsCAYAAABe8eK6AAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO29eZxl11Xf+117n3PvraFn9aDu1mDNltzyIKyPB2Rj44HExHwwMQRMIH7gJICNCZ+YIY/3eJBHePk4AUwCNjHGgAMJMRY2WP7YYBxbsi3hSdZsWVJbg6WWulvdUnd11b33nLPX+2Pvc4fqquqq7q6qW13r25/bp+5Qt+7Zd+/fWWvttdcGwzCMZUBW+wOsJZ687e90xk0y09hGNwhZMY3XcrU/lmGsOCEpR5ZlAOTOE8qKsWaTw4cP8/xXf6dkq/j51hw7twG7z4fWLqoqx3sHutqfyjBWiaoCcRACeA+d7tB4MHFZAnfd+gn2vfbN0NqAzzdA0Ni4hrEeyXwUk3oMeAdFydT0dHx69T7Z2iNrPw15AXSAJrgmap6lsQ4RSMIChPRgloHPGB8fj3dX56OtTXzRhryRTD+H0m9Xw1hPOCCECoKiVUWWN6AKEAKdoguYuCyJRvBAA6aFsuXwuTWfsT4JgPMe8USLBaKbVIJItOZtdCyBqluAZJCPk2VNlKjghrEeKcoC5xwEJfMZoKD9iK6JyxIYGxuDTgdaWc/dNIz1Sp7lQIrnBgURyDM6ZQHYhXdJ7PnpDwmiIFDVyqJ2s9s6vCWGYo6zrrYmLkvFdcB3LJBrrG/01C8xcVkqUoKE2QJuGOuSIQHRBZ4zTgOxox3X8XEBLKC7VIKDkMWsZ5I6r/YXbEc7rsax/nHQYhn42cRlqYRmvKVlRRZ7MdYrp3J7zC1aMtZkhjHEPC6SWS5LRUqQAkcLwaTGWN8os7Rl4I6Jy1KRQO0MORYV1zKMc446tBIAXz8oDMVc7MJrGMayYOJiGMayYOJiGMayYOJiGMayYOJiGMayYOJiGMayYOJiGMayYOJiGMayYOJiGMayYOJiGMayYOJiGMayYOJiGMayYOJiGMayYOJiGMayYOJyOohVoDOMU2HiYhjGsmDiYhjGsmDiYhjGsmDiYhjGsmDiYhjGsmDicjqoNZxhnAobI4ZhLAsmLkvFdp83jEVh4mIYxrJg4nKa2GZohrEwJi6GYSwLJi6GYSwLJi6GYSwLJi5LxWaLDGNRmLgsFRebzDTGMBbGxGWpuAy8p1rtz2EYI46Jy1IpS6Aks3JRhrEgJi5LJQNCB0+BmMAYxryYuCyBh/74rUpVQqgIM1NYsUvDmB8TlyXQrjxkYyAe5/PV/jiGMdKYuCyB4zoBoQk0IR/Dms8w5ieb/cD9H/hXmrVyyrKEqgQcQXPA4Qg4LfAywyU/8SF5+I/eqiqCKKiwpo6OAq/T7PmJj8y5TOjBP3qblqFA8hbtkNH2E+TbLqZkA1I2IM/xtsDIMOalNzz00b9UmudBNgGNMSgKcBJfIVkKLyjQhTATRygZyFq9epdQToMGoAk0gCiiEEACNDIoC6g8NCZQJpANOylDE/HxlaYvxnqkzvMKgAcIChL33Lnva7dz9fUvkgyge/NvKuO7ID8PxrdBN8BkDqHqi4ukt9ICQju+vW+B86txbmeBCkI3/qgNYhM10nMh3ap4dB7EIzIO0gRvSXSGcSoyAM0noLmBMt+CZJupUBo+7w2+wmVUAo5AphUudOIV349TiiSHKaypI1TgytQMOZAREJwCogglGgocGq0YfLrV/5vVYhgLkQF4B3gPWU5FhhPSpTkDB5Jcn4AjiMO5EJ/XRlIncOLX1BHnUypc361zQBAQBCEHUZQqeoADlpuoj68WTGEMYx5iQFcroEI1Gfs9R4o4EAe2L42DMes9DmvzGM/U9U7DDbykF0uRKDOIEFtAUowmNZC4gd80DGOQDMCpUscZ4oxQBSGPouPAE3BDCe8x0KuONb/GxjMgKEOBlDJqSs88mW2iWNTFMBYiWi7egcsQ7whAVl+hQxQd9R6lIpAW7GkyZdb4RXvISlEG9CIMaInrWTkSfcTe46gzt8gw5iEDCOLxLidIhvYGUH8QBRwV/ZXAikckxjlPSpRZK6RTVOiLSn2UflmFOF+U95+iP0NvU9GGMT8p5pJBcEiQ5OpoDLl4l2Iv0htIHnqpIOcCMu+duc2y2oFc40bbAGdwNnN5hvVkwLpQ3fkGwbnTO86EDEDUgWS4oiJrgmQKIaA+o0QpUTwVGYqf7Q5ISPfX4LFmdsB34G6cgHZD3cjN/fLTYBQUeq7PMM/gmC0mc4nIbCuQk1+jcz+8xqgD+4thIbEZhT5wuiwson2vRh0+QJxuDQSnlECV/IeeY6QK4ob7VT1Q19pxEcRzDL3Js2HW+hUqzDouUlTme25tq8VpMlcDnKI91wlrNmRinA1md/55BsNcolFfXdaNCzQfgye/yPZcJ5yls3fr8Hg2mm4UzqM+ru+BsHRmt9mZtN8ofP9LPZ76fM+C5TIKJ7oax7PFap/HYs+nDvzOCgAvZLXM89y5ZeicRr8YsvZW+3tfvv5/ZuKy7k3i9UCY9XMdtyIGxtc1Z3D+62DsWMxlPXPKaZvZwlL/0gICc44PmLPCOmmj9X7pMeZlPmEZPDI8jb9OBo2xOGKei6TFeXVqu0g/y30dowtNwcKi2qheDFofJf2SjEIDn+IjqMZyE7LAC5XFtcO5guri594XahdVHY0+sAAL9f+4WiagIvF1qqk1pNdGsWKCKjL4TqqLuwqNdtucJWbPua6HOdhT5wNp+kf6P/7acG90bj0bxvP1j4DqWuo38/R70VOu3e2JC/UtPhB/XFB56z88exZhvRzPHNVRa79ZnPT9xwc0lZ8IIcyZuTzf/XOPhUZXmPvKL/3+039+tb/3uY8inlpMVOPjqlU8LqJ1hgK62jNt4s8qg3o1z9tJSC9aZ0eAefJ2F09Y/fMYOp9To6lHBFXUOWTgKiyMiLu3qvTlVlIdoMGxE6t4JFe5fnwUvv+5jtR1jIYf15B6gSzc/xc1WzSfsEhdAOUcPaoEQFNDzz4CQ2WmlkoYvfabRf/R+kpbX8WSQ6SCiiIaB1LdHd2s3z9JbuZ9Yq0xl7U3+FjtRgy2r1K3UH/5zIh8/yf1h9TfGej3qgPP95Yyz8mQuAxedea8AvWCk+nHXkPqOjzWgau5ByYs5So+CucDC432wcB0FBclaEAFXGoLkf4R1pkVc1J8KrXXYIVHSCVjZzuTq/29L+3YL6K2MMOzRfUvpNmiOHT0FG8zh3qfM8wvHGcnolBfFUaFU51TPRD6NxFJJnLsMCKCmqgAUIVYDSiKcZXGmcMNZbuO0vc/zFweS/+rlVPOpsYylzhiMlQsFiXOoWivKzmtzaNkzqki1LMFa7MjJQ3u3Zv7LIYDV3U4U2YLen136E1qJ6H/YhVAfO+ZeFu99puvb5xURaFntVQ9y0WAzAkigbhbgiQ3zxGScxQG3skNvndvQK52yHfYgpirPeb+dqI7ON/r6t5UhTg+ggZEHSKKaAAXQCS9bnXa4ORPrwz317pvDsSQhlbRR61wQ8/V7xF31YhuUUgbgmVjdBXaHRhvCq4klllwaQj03IAuTgQNjnCKoM6oEgCVWixDGgohzbA5YmdzQwmoTuuuEEADVFU84uIT4uMAkzhVp6EECfEa72Lhhngtc3Fwql/V4XXSNTMNejdrlEmqQagoSC8CQ5xpLkFLoEA1oM7hGKOiSWzV/h/zgHeKo0vshPUmdKtBAC3Szx4kfi+1LekAFLzMFhipbTaKUP8UL8AignMOxcc+lPYTd5KGopYQ6p1MFZwjyOokycf+X/eBaEG5epYohTyc1mcbkniE+F1rhaqnCmN47+NuIKGI/ceBkw5Qi0vVjU9qQMSRZXF8ZL3zTookeRpMFaCEoFTEvX6CsKaOKtIr2+k0WmpepWfRaK3FdbC8ntrXOp4lA08IqBDSHiQOjfdJv5BaMIgSSG1Wf8G6eu2g0r8fP6Rn9hSqI6ThE+2QOpgLStEucT6QuWS9uHpoxs7Yiybo4PUwoCycmLdiKMQZu3gxSfcWeG39Q/zsmasHSAVBUK0oy5JKFRWH+CxZ/lAiZJqnvhFFWlVWbfzUM8F9m91RUY8FIE0/e/G9843fvSAqBIRSkvcSAlQFXgLg49ZE9MpcTkGYgnCCnE2gFRme0D1OvY1YcJ64L7TiKeNVOmv1Okn9EdfSsef5Ckh9tUnPDg4Kkb4bE0dY/UBqvvTF1EPL11H0WcG7eGWQob/b06hVOP/eMBka5z751bOdBAeqPZ87COBaqMTS7UJBoNOzVYQSjycLcRuaMPB3lIxodK+yWyT1/lN967v+acjcr0WoTjYVh+Ap6sC1Ck4EJw4RIcP1rNRBD7oU8DRwLqcWtdUaP/X5zfY7+q69DLnwAUUkXhpVYmZuSJZntPhzPAp4cmkBtbhIBdoF7aAU8Q0IuDwqurg8fQxHTKCK5l78w8PRi7VyhFlxAGDAIB5+Teoh8YpbS0jqML0WcD2vsx60sevERKST/9bAGy/jeS50/iCz2mO2J973saMVMvC8ZjH1G+m5EzHyUtJAouOnyW1UwamgPr6mwvdaZvjzrCRu6KgMf/Pxc1UDoYD6VfEMVANlIeCEjAoVxSfLVSS2pabteHTgBhCk3y9Wa/wAeO1HxbTXDvGR3jxwfTFJF0wlxpsCUBDIkRinlXRBVQdVlJX0fwYuxg0CgnpHhRDEIxK7S63CgqeLxwMZFY56S9S1yHAgtzb/e0KReoODGJeRujPEq1kRqjiwREAd6nxKLJL0fvE/rykXhNr4TH/Pz5uauCLMN7BrkRkWkyg2vTVSKGU3SxYtBHGIy8gkS79VJf+89okE0QwlS+JC6q6riLhZLltqk56lEgYaKcmE1hcWR5blqApOAy4UKfYUfQ51Dp+1gIwgbkCmI/GyPRSVWlGEFFxO/b0uwS/pk9VpBFq7UtTBECEoqAQq2nhctERFo2mGp0qhrLS1iOK0A9omo4NzMbhTaYFqnAUQiR0jdooKoayjwfSn1NbasR7otZ0B9fXL9X9MzO4eUfk9Iaq+1GZj6H1BDvoz/Br6A00DcUEgA39z5c/fzfs8Jz/eqz+cntaKyUwIIpTi6OKo0lApSZvNSX2vNq77VsIoMBQ6q83NWlh67SDpSUesLU1a0Ck4l0QyOFxw6bXJLXQgFDhRlLzXNjWe2Hdi+6xS/5eBCYne95PEJZ27pKnz2rKLlgtUVLRoE6eCGvH14qKVKgOWi6va0D0ezRknuG4XvODzHETIKFKwL0V6NXWYsv5yVlskTucYy4/3OhAOyJIZWPvSA70hBV4G95aOBcurFIAAVIctGYleqKSrPiHE1xPFhSofULEVPv9T7oqQ7g/+3tDi1gCV4pynkU2QuyZt8b1WLchoiMYOjGN2UsTqXK/nQAeMk56w0O/XEs3+QAARQlqcWYekA5AFoKpwWsTzdcS2KxUkQ1wW4zG4GEjVZAHVfWE1vn8NaRzXuP6xt7tH7POIT85P3HYIVTLatORE6jc5lCmO5D2SxxaNSXQv+2XRx/9c0SkonoFOO01j1A2cQx13qRtFFFzGwFezxtAYZ4KouGT0g5n1YEovdUl8JMeJi22hAaSE0IEqQIj+uautE0nt1vtz6SqlyV0QwLdY1XoF8/5pHTrEn/Xkl5w4Dvk4jO9EJrbRam6m6xoDMYY8ziDV7tGAe+AYEWprpTdzVA/CvtMSiG6QShp0WpBpQRYKKGagcxw6U1Ach9CObyYK4mNfSVZO/N26bdNrVs2M68cOI27WZ5nVOQQER0aVAjElNNO40BYUDdRvQFrQDW1gIP1f9vzIWlWJFeXZj79LH3rsKaaOHuaC8YxJX7H9HTet67Z77CO/pnuvvQHZew2eCWb8GHnuKACkgYRA5mMQV+LOV1QBFlOR4WzXw+mn4suswVQLS/2UoxR6jgvEweJcRqgK3PRh6DwO3/gKD993J9NHn+SaX1y//eBvfufn9IKrX8y+F92AHxsM6BqLZtP3vnvddqD5uOAHflUO//X/q9vyJtnOK5jEc6KTkTdjcFd9M2apEm9eHNmqmy51zgbJdast1Rh8KYEu/dmSaMsqZec4eejgXBv2fw254Z3WH4DnXLCDSy65EDeeMdOdAkbIOjXWNue98Vdk6v4vwuEHkOIZGuVxqrLbm2EoRKL3GAJeNU1D107H6d7OjLiUoY6bhZ77VoVAUOiWA2FohbycYdJ3abSfhice4Nt3ffmMP8O5wpWXXc7Y3j3QbFKkGTUTF+OsseH175Kpu26BIw/RaHXJus/iwgy98Kd3eO+jqFRxIOsCt2VHhF46aZ2mPLAQ0Usd5gfXOUbupoEpeHo/+7/0aS74yT9d91bLox/4SdXb/1iz3XtTDDYjz5uAiYtxltnwj39R2P8lmDlAw08x5trk1GuPdCDDZXXni1TSZJhLAiP0gusigqA0PDSAJgVjWQeKI3Dwmxy794tc+qPvWffCArDz6hfAZc+Dye1QZiBNvBvM0DWMs8iR+25lk5b4F74K8pzcebqaoaUQMoevZ9NGgIAkMfHExD9QKhyCF48W0+A6oCfgyQeZ+tpn2Pym/2zCAoTb/pPKnkuhsQHySagmIORU3fjdjsY3bJxTbPvXH5ZHvn4z4aHb4dAjEKZpiOJEiemdxDyg1XSLNC5cjbdYQKSugqaqaOgi2o05Xt3j8OS3mL77H9hgwgKA3vQOlUuuhq27wbcItAjZBCoODTZbZCwjl/7cxwU+Tverv6/5hgnycSX3GwihBI0+uboy1kXRfvYuuIF6OY5+uQcgLZiLyMDaJ8fs62RvUeZJ9B+ts3JjVb36uYBqwIUKFzrgC+gcof3QnUx876+bsADd//UzyvNfDc0d6Ph2YIKi9BCUZiY0vYmLsQIcv+tv2doALroOGjshbKZoNlFHSlErEGkAENSh6shSIDWuGnCgVVpaoUlO4nJJ3xOXRjq63lqhej0M9PPVgH7ZDKARF2xTBaGsAlneQKioOm3ypsDUMWh04MGv88Ctn1z2tloLHPvEr2v+/FfC+DaYPJ/AGIIndy4mmCqEalYSnWEsB9v+xUfl2T8b143ZGFw0ifOTFGVAGw7wuJhQDpBS5KH2UGbnyQ3WHqnzZvvBYb9gtqumJUIq/V/TKsQkWucQ14pCowW5BAglNAs6t9/CE1//HNf+u0+ue6vloT/+Kd1w2Qthx+WETg4ySdAMn0qx1Is23VAlOsNYRja95c/l6Y/s0K2tHbBnA03foixzyBrERftVyicpU6nMWPTDSZbW4rjemi5hcMaptk08g25R/UxvHaIk1yot7ah3LHBUVGWFZM2UDB/wAj4P0HkGnvomD371Mzzvp/9s3QvLwQ+9Vbc/7yWw9wpwE9BqUsnsJQPDmLgYK8K2H/gd+fZfTeiebAx2XUommyirnEoEgsPTRZzincYV4xIXySkeTUWdREmlF2GwelzvOCABdVWSWA8wClasxhOiuAg4NFovxJXtoerQ8CGuEXr8Gzz8xZtMWBLb970ULr8OGptRmgTfTC06PyYuxoqx9/t/Qw7elOl2ZmDn1WSME3xc2BeqmHTvXX8lYR1jqQtZ+6GFlKBu2FqpH4+JcLXbFB8MtYAQ0/g9gbIKsVQGsa6vlwrCDBx6mAN3fYHn/Nh7172wfPu936/n73sFXPR8aJ6H6hhTISNPi5r9AvlKNhVtrCg73vBrMn3vF+DofugepwE0XNxJQCXWhKl6jlK9NrnCa3SMBstgDC4C6C8LCmkFev+Fg3V66gXQAUen6KJaIRR4ClxxDA7v5+g3bmP39//muhcWgPP3vQJ3zXdCcxeEFiHbQJb7gZJn82OWi7HiTLz+P8iJT4mOXzMJXAatCTIRui6nIk92RklGv6BSDMU0QaAaWNA8pAAya82RSppt0llJe9EmclkDJyVU0/F25GGevvsLnPe6XzZhAZ791P+n7qqXwYaLKIuMimavemC0JRfOsjZxMVaFidf/hugdV8T9SbLd4DeAjhNSQS6hEa2Jun6QBkAI0qBM4hLnm2oGXCEhRW+znqniiKIUQ8FROxpZA68FzByDzmE4eL8JS+LwTb+qG1/8Oth4IbCBtjgaeRbn6appmj6nHAqqn4y5RcaqIc//ceHAV6BzAMpj5M73JMIBTvOYsBIqCAVQUBGIP/WjKjE6UwtQlZ7wcVuiWmuqWMdJKvAxZkwoO/HBvAOP3Im84G0mLMCBj/6ibnvJP4Lx3ZS6iRlp4JpZsloKGtJFqmNxL6a0g0F/19Y+Ji7GqvLYV25i5s7PwoknEWbQMuqIQDJGBCpNlf5KlKJXSlOoFzPHeSCVVNYplWiULL5HKOIK52aetmErIas65GEamKa458t84/OfWOlTH0kOffRndddLXwuN8yj9Ftoui3W3IRXYK0A7IOVAhvTcmFtkrCoX/qu4TEDv/jOltZ2xfCfd0Oxv1BaiOxSviopKfxPhmMtSl2usc3fpJbgIUKZK9K5+m24gc21olFAeh0fv49E7Pstz33Hjurdajtz4L3XLi14J2y4Cv4uuNggp+TCWBq5iaVepYBE7rZrlYowEh+79At2HvoILR2jlHbrHnwEtUi3iuhZtvWYlxK1hFURDyg6N2+ZWhDjj5KDdjb+a1aWeS4VwHDgB4QgcepCHbvlrLvsXf7TuheXRD7xJt1z3Kjj/Mrpliy7NnrBkAXIFXxf0Tt/FqZaWmuVijAQ7fvD35bE/C7p3zMNFL2R8cgykAy4jSANcvb2F0KDCoTh1EBz4gb2g6M8XBZfqFympEv9xGGtDeRSOPMrhW/+Gy378/eteWL79/h/SPS99PWy+CLLNkG1hpqpo+IxMwYeYcBhNmIx4T5LEz4+JizEyXPCW98mB/6G6SwJcfC2glH4jRdoeNAYUlQYFohVUyfDWuL9OFTcASal3nqxBWpmoUD4ThYVj8MwDPH3fP7D9zb+37oXlsfe/Vfdc/0rYfRU6tp0OGwk0yH1OppBrnTeUtlaRjIKYj5ThFpQXExdjpDj/h/9ADtyY6a7xHHZcQ1vG6aTnGoBTQSpNsZh8YAFRH+39L1QCXmeQrAt6DI49zKMPfoWLXvUb615YAPa+9A1wyVWoZpT5NgrGKQhMEMhDNwXTQ6zW5xuUZEwTW3echXfMtJiLMXKc/6bfkwN3fhbKIzTCcTxFL1kuLr5NeyFRzsrGjVuLxv2GhBNFQbeYQbISsgKmnqKz/y4u+k6ry/Lor71A9dY/UDbvheZWZHwnz3TiVH+TnKmZZ+MMHVWcknP1XvGLxywXYyQ5cPvfsXHTTiYufymNzQ7NtnJsposfm4gdvajinHKVSlOqpwygPgeELoBzsXBReQyOPgKP3UXrO9617oUFYPfL3gD7Xg7ZVorCE1xgstEi7thUsKE1TkDSLFucm9NUDHQ8vcdJVktarF5vQGriYowk1/27OwV+gWO3vFs3XDuGTAQ2NScoQ4fK5bi8iZASYpxH0lbDpQaCeLQsmczgmYP72dbqQvsIct3bTViAzif/rfqrrofGRrpuAlVFRMhxvcIWiKAqVA6knnZWwWnMGYJ+4Hy+RjW3yBhpHr397ykevA2e2Q9ygqo9RVBHRUYIOZ1SCDQoyakkIwTIKJn0JY3uEbZta8CTD/Dw3390tU9lJHjiL/61NvbdALsuBd/COYdzWbzV2bbp35lilosx0jzvZz8p8Ek6X/0dbWzaSjPbQqfbIfgmPu0qUAWPd1CFmMnb8oqXaTjxBLQKnrrjZp7zVstlOfCRn9VdL/5u2Pwc8JvjVru9wls1jvltkaVhlouxJjh4z2co7r0F/DTNBkgVcE7wzSa4uJ+zqpJLwIcTcSGiHOfJj32Qw/d8drU//qpz3wd+THe96LWw51oYO58iTFCRoSr9/bjTLgj1v5OQgWLEi8AsF2NNcMGP/bXc8/5Mr952EWyfoMUGQmjFHZ9d3Ny+5ZWmVHErkMOPwP4vcf4PW8Gn+977w3rVDd8HO64ghA2U2RYKL+QUvXq3mooLi8jAti5n1nQmLsaa4Zq33ShPfPgC3bWvRHZdCcVG8kYLnzUBxVOATsPhR+jc/2Va3/0r615Y7vmt79ULXvhquPgFKFs4WuZkWQzcxh2701R+SkTkJDfp9DFxMdYUu9/8Hjn4Vw3dPp7htl5Mw20GypiTUc5AcZTqsftofff/ue6FBeDqV7wRrr4B3CaC30Qrd7QVWgIen/aF0iE9GbZeTh+LuRhrjh3f/2759s3/A448EBcgdg9B9yDwDDN3f5G7Pvc3q/0RR4LOzf9J2fVcaJ5HyThTRYkDJiTmqFShSwikuIsQAlSVUlUVIQScZL1p6MFdMOeMx8yBWS7GmuSCH/0TOfaxzbph3wzs2A3taXjiMY4+8DVe+Is3rXur5cQn/h9tXPwi2HIhuEnalY/5LEBOQKhi7f5lbCkTF2PNsvH73iPVX6u6yy+H41PI9VaiEuDgh9+l4y/5HthwIWQbKTRHEFqZphXlZdyzmwyVhZ0XSTNIMlBlbrE5MCYuxprGv/F3TVAGOPKRd+mWF7wKNuwBv4GiyinEkXvwpN0QqzJm22YOXcbIiMVcDOMc4fH//nbdsu8VsPtqKJpUVUYZHK4urtVL2M/A5yx2+A9aKkvJ3DXLxTDOAQ586F/q9mteCruvgMYW2jOBZtYiJ1XrC4GgsaiW8/mS3/90lgOYuBjGGueJP3yL7rr25XDhPmhuBTeGb0Ux8ICGilB0UefxWaO38+Ryuy3mFhnGGubu3/6net7VL4dLroXxrRBqB8hRVUrQQAiBUgMignNRWLrFwpX7zwZmuRjGGmbny95Efs2LoDkBRQZ5zLoVrRCfEwDxGZl3OIQQSpwIrezMZqEXk+li4mIYa5Qnb/6Aju+5Ghpb415wCk5iYn+WZYQ6UiJpOlkFJKTtWATO0DlyDG2eexImLoaxBjl448/r9uc+HyZ3xor8WiEubcOSbBJJMhLXO6ddEecqOrxMmLgYxhrjyI3/Rrdc/1qY3Bb3TlEgbyIuTi9XCmVQvKdnowCp4tzKfU4L6BrGGk0lqoMAABBcSURBVOLAX/ycbtn3XbDjCqjSXtq4tFGZJ6iLtYTF9ffS1lShJR05C4sSF4NZLoaxRjjw5z+ru65/Hey6Ato5NMbAt8D5uOgwBHAe5+Om8SFpiKqACqoBNLpIqC7ruiIwcTGMNcHDf/IzuuvaV8L5V0K2iaKs8K6FyxqAoywrSoW8FhZi0X5VerGWGHeBZVeVhImLYYw4D3zwp3TPda+GC6+BshFDLJObaLcrmnkcwirgvOsJS6WQCwMxlrr49qBLtLxRERMXwxhh7vvDn9S917+e7Dn7oLGJogTn4jaqebNBmbRCnBtyhTz9OaFBO6Uuu3DSE8uAiYthjDDnXfViGudfSWieR0EOOXgqtOwi2XhvYvlUOuFiJUtET5WdcvYwcTGMEaX80u+pv/TFsGUvbSYoQsGYi6ucQ1ngBtLh5qK3ye2AJxTrcPe2PltWTFwMYwQ5dtO/VX/RNbBxJxUtKgQkJ0qGw+XN3mtrW2T2sbfd6iw/aKVyXUxcDGPE6P7tr2j+vBtgw/kQGpQh4B1kdeFscT3BqOv1z3ecK6Pl7GwccmpMXAxjhDjy0Xdp/pzvgPMuBdlIWXooKprJUAlBUfEx1Z++QJzquDJpc8OYuBjGiPDIB39Ct+x7Fey8AmQLSJPMuzhIqy7g8eJSAgtJORYIzmrfwhm0Ylailgsr9DcMwzgFj//+D+iFL//HsOsyGNuOMoYGD1kOzkNRQihAhEpI+yQugjlMlpUa9Ga5GMYIsPv618Kuy8FtoGiDNHKcd6AhBmAbDsQRpKLEQ9p7SBaSClnw7rJjlothrDL6uXcru6+EfCPQhHwMybJ+Zf5UKUEFwoAbtDLZKqePWS6GsYqU//s/KFdfDxv3gkxSyQRkORUxtCIab7HIE7hU/xZG3zIwcTGMVeD+37xOr3j1j8CefbBpT9zLmQkq3yAQ0/iHavTXaf4ynNo/ypi4GMYqcN5zXwbPfTk0doKLFkvXtYZcnZMEROPaZiej7xKBiYthrDgHP/J23fodr4HGdsg2UvkJSppUQJfo7rRqlwjStLOLz8yaXh5lTFwMYwV58i/fodtf8F2w6xqq7hhdbQFNFKiIwlJXwXV1vKVHnXu7NjBxMYwV4rE/+ue6c98r4ILnQ5gg5JOQNSlVKYPivKNBFJdQVYgoPQdIXbJe+gl0i1kNvZqYuBjGCrF33w2w6ypgE+2uIxvLcRrIBDIPoMlaCTQIOK2SgtRV+6NLFEZZUQYwcTGMFUBv+c/KBdeA3wShST4+AZRkKKQ9nIlrnxFSlf66ViUC4lGR0TZVZmHiYhjLTLjl3cqV18OmC0E2gozjxMVNyqgGX5mOdfKcJPcnukQrt+PQ2cHExTCWkc7nf0vluS+B1i4IzVixXzyhBO/riisBJKRKTqSycW7AHfIofaulDumOuhFj4mIYy8TM539bG5ddB5suhrJJt8ppSEyNk1CAj5vGR/NksPxkLSwOHcjIraVmxQqynCEmLoaxDBz92C9o67LrYGwPFRsJzQkEqAJ47eK8DOSs1MIivftxnsgN6UhPWHRQhFbyrJaGiYthnGWKv/wpzZ73EpjYRZFtoS0TQEznVxSvZSyjQCydEN0c19v4o94qvr5Fx6imnLWh2ejmvYzuJzOMNcj0h96q2dUvh/OvABkna23COygU2oXinUR3SIaLN0HcLr4Xd0nMmTbnQv/JEcYsF8M4i4xd+z1w8YsJRU7XT9DE0QSk7EIo8bRAPFUZ8FnfIhnUiQU1o14G0HOnRhcTF8M4m1xwOVQ5buM2WuTMdKYJVUGj0SBr5oQQCAg+awBzC8nCBsloC8oga+eTGsZaoDwO4QSUJ4ACCRWCJ8uaQE4ljpBmgNZSzsrpYOJiGGeT+78GMg3tZ9Bjh2g1HePj4wQcBYA4nJNzXljAxMUwziqP3XELPHwnVM8irgAtgUARAp0iUBBniMI6UBcTF8M4i1z49hvlWzffBE8+BHkJxQk608dRrWjmrjfg3IjP9JwNLKBrGGeZS97+YXnqQ1t1Rz4Ok3tobtiL+v4qono3xMiZ1JQbbdtgtD+dYaxRdv7zPxC59J8IR5+AvETCDFX7ODkBT4lWbWRNFKs8fUxcDGMZeeqbt8PB/RCmaDYrhBmEDlmMvADE/Z8HUNWhx+r7s1836pi4GMYysuuN/5ccvPtWOLQ/TlO3j0J3Kq2CLmPeS7rNxVoTlEFMXAxjmdn5+nfJ0Xtvg0MPQvkMlMdAZ6AqCFqiVAQtqUKBEstbiihKFUVo8EZ9G31MXAxjBdj6mnfJ1L1fgulD4Dow/QyEEhHBuTgMQwg9S0U52VUafnz0BcbExTBWiA2v/SXRB78OUwehEUADzrlYlU6G56Z7YjIQa1lrLpKJi2GsIO7lPy88eBeEAsr2Sc8Pisx8YjLbqhlVTFwMY4X51n130P3GXZTdDmVZDj0n8yxbXIvWi4mLYawwl/wfH5T7b/0k2cxB8s4RqKZw1QxClQpEuXRLDMwkKY6KjBI/8vaLiYthrALX/sx/l29++oNw5BtQHaKcegovJQEocEwVBUiGE8F5wTuHSIZKRoVQrYEUPBMXw1glrvzx/yb7P/8xeOI+8olAefww3c4xINBojFGq0lUIKmjQoVjLWtjY1dYWGcYqcumP/Bc59LFcz2s1yCf34sM0wgRKk3YAh6dKTlJWBZwomUhvd4BRZrQ/nWGsA7Z/32/JoVs/CeURXKNL59hTlMUMAaEURymeSjJUHI4Kqna8aXnqN19FTFwMYwTY8ab3SLjzc/D0t2gxTVMKcufAQemgcnGrETTEaeyqy6jXsjNxMYwRwb/y/5bpOz4PbprMdWhQ9Ap4K/RdIdF4G3Es5mIYI8TB+27l4m3nwyWOxrij8FtRFzdLCwAuAxr0dzQaXUxcDGOEeM47PyUP/dcxvUg9/spxWrnQcZsJWVp/hMe5BnF/6dF2PExcDGPEuPTtH5V734M+d/MO/HkV4xubVDJBJ0DXQU4+VM2uztqdvXRgrsfnur9cjLb0GcY65ep3flQO3PYJ+PY9UB3Fh+O4YgpPLJfZ1rTd6wgXkTJxMYwRZfePvk+O3Pd5eOIe6DxFi2mkalMRd32tGK5SN9dK6tXExMUwRphtb36PHL/j7+HQA8BxsuoYlCdiPCNUvRowo1gK02IuhjHibHzju+XETU7HMw/bL2HMx/2iSxVUfe91KxVLWSwmLoaxBph4w3+UqU+P60SzCVscFAXebWZ2jq6IoKq942pibpFhrBEmX/OrMnX3rfBULPYtWvasFREZ+nkUMHExjDXEhu/6ZdGHvgb6LMgM6gqcVHgtEQ39FQEiVBLrwoAgKimpN6CU6Ek2z9nHxMUw1hgzd3wGbv80lIdxrsD7AsrpuO5IA92iogAqiWuSenaMCCKBQEFFgS5zRRgTF8NYY0y8/VNy9K4vUjx2N777JMgUuAJCBySQ5x4N4NMSpH7opZr1TiYuhmHMYutPf1wOf/0LtB+8HapnIS/oVjNUWiEKvoA8QF6BakFJhy4FBQHBk5Ejyzz8TVwMY42y+wd/V458/bPw2D2gU+SuoFPMgELmSFl2HZQuQTsEqQgokBMnik1cDMOYhz1veZ8c+sqn4dB+JCto+Sq5RxXQAS0RLWLVXQ2AxPTeFZilNnExjDXOjje/T2buvA2OPo6TDkibbjiBuhJciLs64vB4HD4uHVgBfbEkOsM4Bxh/3a/LiU+N6fi+AFv3on6MTtZC1JGFDI+HkKEuo0jCkgH+jIK6C9smZrkYxjnCxOt/WcKjd0HnEM2si9KlFIdKA6UBkq1oeSkTF8M4h7j3s3/F03feAkwhabvYwmW01VFUMdwSVyYpbpFWi6r2FkguBRMXwziH2PdLfydH7/8Sh2/7e1pZQVM7hFBCBprHzBavFTkVzFpNvdjbYrGYi2GcY1z+k38h97yn0PN2XEy27TLY1KJLThdoEPChAhTRmME7H865KChonGQCYr6vAH7+X0yYuBjGOcg177xRHp7coTu/4zW0rpkk+JLprpL5nKgUmmrwLj0KI0haOrCw42PiYhjnKBf/xPvkwJ+3dOdki8buy2k0NlFRQciJW5TIgiuohfi8yvz1eBfCYi6GcQ5z/o/8jhz46mfgiW+CTuMpqKouiCwpz6Uu6SBLsHTMcjGMc5w9P/hb8vSHc91aeth7JYxv4YRCaxFSocwK4gqLFhgTF8NYB2x783+Uwzc2dNuWzfjxMXxVon4CVR+lQt0syQioj9PPIdk4AUFwCH5RAmNukWGsE85707+X8p5b4NijtKYOELrPgnNUAcoy4CTHhZyqXeKcRwiIVKhUlKJU4qnIKBFKTr18wMTFMNYRj97xOWZu+1vI2jQayszMEbxTms0m7XZBAPLxMWamu6BRHly6CVFQAotbl2TiYhjriEt/7hPy7Xu/BA/dA1NHmdAu3pVAQUcLyhy6Al0cikc0wwdHI0AjJd95FjeBbeJiGOuMK/7Nx+X+z/0N0/d+GaczEE7Qnj5MPuEogBMBmhMtKvExrbdyEMCFQKYVniI5RgsvHzBxMYx1yFXv/Ct59CufhQdvhxMHafkOGQUz2mGmKmMNXki1X3IIPvlDXTI6eDqIiYthGHPx3Lf/iXzry5+GA9+AbAZXHiVnhsk8oyDFVwSiTKSJZQUo8VSnFA+bijaMdcwlb/tDeep/ZrojF7Ltl7JpskGXgg45ChQCuQOHA3ys+L1Im8QsF8NY5+z8Z++TQ1/+NLQPQedZ9PiTjBMQouXS8dD1EFwGZNFFqvNjFsDExTAMdvzQHwhfuxke/ybN7lF8dZwM6BKtl47AiQpwDdAGdB0h9DN4Vft7mNQZveYWGYYBgLz+N2Ky7tNfUDqH8XlAsjFUWijgcke7gJbLwWWcKtvFLBfDMIa59x/g+GNIeZhxplFmqEiJdB5CATjBaugahrEk5IafF751O7QPknGcZnGcqn00iosDTVl0lv5vGMaSkZf+vLD/dph6irGsy0btkFVtHKBZyqs7RUTXxMUwjDl5/PbPw/67oP0MzRzycoZQFhQQ82BMXAzDOB32vu0v5Mnb/wEeuBeOPw1VGwldEBaR/G/iYhjGApz/1vfL0bu/AE8/DOEEedYlp0S1opYXRdC6Hq+A0l9NbRiGMS9b3/K7cvhLN8GzD0M1heueYEw8Pu0EoBLjLyHVZNC0M4CJi2EYp2T7W94rJ+74PDz9CM618e0jaDENxFmjooJuSTRefA6YuBiGsUgm3/BrcuKuL8AzDyPtQ3idJmibQEA1gItB3jLtEGDiYhjGopl83S/JzB03Q/cwnjahe5zQOU4zC2QeigKKogOYuBiGsUTGX/MLovu/CtNP0nIztJoVXqfRcoYsgyyzgK5hGKfJw1/5DJ2H74DiaQjHoH0EOsdwUjLWjEsWbeGiYRhL5pJ3fEwe+tNNuktg/DlXg0yQO4HQxlVtwCwXwzBOk0t/7E/lsXtug0fvAzcDjQo6z1JMHwNMXAzDOAOuessH5Nv3fhWOHIAwA6GNL+MUtYmLYRhnxAU/9F45eOfX4fFHIPds27QBMHExDOMssPN7f12+eefdcPgwRae72h/HMIxzmf8f/4QAKG3E0i0AAAAASUVORK5CYII="},{"id":"bcbf9a7f-49e0-45c8-847d-62350aac2896","height":20,"width":51.52,"perimeter":148.79,"area":582.47,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-07 09:15:54"} 
[2026-04-07 09:15:54] local.INFO: Number of letters detected {"data":{"noOfLetters":9},"timestamp":"2026-04-07 09:15:54"} 
[2026-04-07 09:15:54] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":766.99,"perimeter_in_feet":63.92},"timestamp":"2026-04-07 09:15:54"} 
[2026-04-07 09:15:54] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[93.45,46.77,51.93,179.18,88.33,21.33,175.24,568.49,582.47],"actualFilledAreaSum":1807.19},"timestamp":"2026-04-07 09:15:54"} 
[2026-04-07 09:15:54] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":12.55},"timestamp":"2026-04-07 09:15:54"} 
[2026-04-07 09:15:54] local.INFO: Average character height calculated {"data":{"avgCharHeight":14.124444444444444},"timestamp":"2026-04-07 09:15:54"} 
[2026-04-07 09:15:54] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":792.0,"originalHeight":247.0,"ratio":3.2064777327935223},"timestamp":"2026-04-07 09:15:54"} 
[2026-04-07 09:15:54] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":37.42},"timestamp":"2026-04-07 09:15:54"} 
[2026-04-07 09:15:56] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"11520\" height=\"3592.7272727272725\" viewBox=\"0 0 792 247\">
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","detection_approach":"extra_light_color_detection"},{"index":8,"position":{"x":515,"y":2,"width":275,"height":232},"scaled_width":41.67,"scaled_height":35.15,"actual_filled_area":568.49,"bounding_box_area":1464,"exact_perimeter":167.24,"approximate_perimeter":1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","detection_approach":"extra_light_color_detection"},{"index":9,"position":{"x":65,"y":2,"width":340,"height":132},"scaled_width":51.52,"scaled_height":20,"actual_filled_area":582.47,"bounding_box_area":1030,"exact_perimeter":148.79,"approximate_perimeter":141.12,"convex_hull_perimeter":125.95,"perimeter_pixels":982.0315292925775,"original_contour_points":212,"approximation_points":11,"shape_analysis":{"aspect_ratio":2.58,"compactness":0.3306,"perimeter_to_area_ratio":0.2554},"image_base64":"data:image/png;base64,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"},{"id":"a48b3de5-0cd9-4b7e-b4d6-6d5016bd9093","height":8.03,"width":21.52,"perimeter":51.78,"area":46.77,"image":"data:image/png;base64,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"},{"id":"65e4af0f-7afe-4ae4-8fe2-0e23ce9c39b3","height":11.82,"width":9.55,"perimeter":36.25,"area":88.33,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEMAAABSCAYAAAAPQGlNAAAABmJLR0QA/wD/AP+gvaeTAAAQ3klEQVR4nO2ce7BfVXXHP/uc8/vde8m9CSFEwkPkGVAeAQkUIeUlVSuOaC1ardN2Oip2nD60jliqjiNizdTnSKVOq6W10le0xVRRBJKOSgg+CAgCAjEmhIQ87s299/c4j733t3/s83vdRxLCvXm1a2bP73de++z93Wutvdbaex34f2qT2V8vuubiD+qEk47n1FNP5vjjj2Xx4sVUKhUqcYzDYzw4CVcUpLll4y83snnLczz1xJP8cuMmvrv2k7Pe1ll9wZtf/REtu+xCXn7BWSw+42QWLgJisBkgSBIgKm9WKN5BYaGvPxy7AsbGYcP657hvzVpW3bOar9/12Vlp94xX+orF79aSpWfwjnf+LiecdDTHLDKQgHVTdL67FZril97fPIeRHTVGRyzLb/4KmzaM8L0ffXzG+jBjFS074/266NKzeevbX8f5SxdgPfQNlW8w4FyBlyWOYyITYZ0NDRAQhV+PMPiAhyI8gBdRXCGOKqEuD95C1oDHf17n85++hfvXPMgTW/5tv4n8bumq82/Qqv/aIjWk2nbJppK8lGVN1Rujyl1DXkVZXFlyeaWS0q7fhqSGvGpyqpXH4bpXptw2lWVNpU0rFdKubZJS6d6V67XnVu4HWn7jHdq+XrKjkm9IspKcl5TLq6lGc1T15pjywslKKryU2XBbrkLWF7IlUJlvKncNFcqUu4ZypXLKVSiX9YVyFXLy8pK895KXmuPS8FZp5Bnppg+sOHCg/OMX79XOTZIySblUZF551pSUqtbYXo5u6EiaOaWFVLhQrKTcS9YHkLycMp8rt5kK5fJysiUXWbnAS96psF5ZkaveGJV8Lm+d5KTaTmnsOenvP7NqnwHZZzm7f/VmnXn2IubMiajVG/T1RwzMqeJ8jvdBN0hCMqAYSDBRRNR6o+n8TNadHvlShwhkAK/2MYBzjqQCSWwQDnmIzBEMb8340X2/4DW/fe7s65A3Xb1c96zcrOHtkrOhFIWT5FTYpuqNXbKuLucbcj6VdamszeWc5F3QJfLaI3nv28U5J+ecrLXtIkleuXI7okb2rLJ8q6SaVEjDzzqt+MpDuu7K5bMnNq946fV6+L6G0lHJ5aFTeeaVZYUkJ6lQXtTl1ZTzDXllQVF6W/Zw78HYE0CBChVuTNbvkjSmLBtVXs+kXPKj0tf+5mezA8bl512vO1c8IuVSY0xq1EKnilwaGxtTmqaSCkm5rAuASHl5zs0IGN2AZFmr/lQqZ51GfVQj23bJNSQ1pdFN0t/evGZmATlx6Gp97Uv3SLm0a2etzRGtjuV5rizL2mAUtlE2dObA6BWZQoUNYHjlyvK6JCdXWOX1QrJSPhpw2vq49Edv+cLMAHLVue/Re9/56dAvJ9XrO8vRkOq1rNQXgdK0IeezKYBwXb16/mBM1h25rGtxhlOapnKtV+WSbXr5hjT2XC6l0qP3jepVS9+3R0CiPd6QFPzVJ98X/AljOeKIBOsaSI4syyiKAgDvPZIwpjQ5uyYqSUigGWJYYwzGCC8Liuir9oW3CbyHRmMcU/WYSgoxvOyCufzO26/l4jPes+8tuOT0d2nlV9fJ1wLa9dqIpFF5jUpyynPbHr1ms1kqSqc0q5VcUch72x5RP0P6InBfqiwfCwaek4qm5LKSO6yTfLB3stqodjwzKjWlt7725n0H4w9f/9fSmLTrWR+sJDk1myMqbE3eW3mvsrS0vG2XSeIxo1RIpQkvJ/lC8nkAw2aSLTKNj26WNCqppqyWqhiXfvCdrbsFY1ox+Y0lN+j9N/wZ3sHQvJLlFWFtRBIPMLX7uUepm3kyYFoGnGkVw+DcuYAFLCIjqcLiM4/hA+/+6rSATNv6pRedw0vPSygsRFWQBQTVyhAootfPnlhld9kPZLqBoK23nA8XTQWIYeFx8Kprfn3aaqZs7WuXfkjXveV15A2oDBAUU6n9qtUwDK2XTldml6ZodqmzTQTGJECCMTEQUalUgvI2sOT8l3D92z43JXdMCcZlV1zI+ZfMo97MiPqBWESxa08QeTEjPXqBVHKe8Z3Jq2sMvIPI9AMVjKlgYnCCI4+G37zmimlrnERXXX0pLoP5x/aBT/FuHEceHCIDcTLTHZsBmsCMUdQHVMgyTwAtCHUUw9KLl/DKs2+cxB2TwHj3m76os89ZQDO1YDzW1ShcjbhiMcbjPUTtp/w+tNrv43MTaQpRnHQqAjqxxjgO9yx8EVx+xWTdMQmMC19xDgNHweCChPr4MEl/FQ8YYqBlXL2gXswMSWUQeUJjSkCcA2ehr1oBYHy8XoqSJ07gsqsu2PM7nl5XaHy7ZJtOtmjIufHgGbq0NHwkN1vmw/Oi52fHtMx5a61sFgJB1175gR4kezjjT//gVh21MGFwHnjjMcYgojCVKuqdSQ84d+z71C0DfQNw0mlHT6qxTecuOYsj5rSOPBiPiQ54r2eF4hiWLDmn51wPGOec+1KqVZCn114wvjOFQXvOPlTJmDCrLFlybs/5Nhhvec1NWrz4aEjAJGCi4IEaJhhRE+bzg5U0hZbvHmATw6mnHccbL/9w+8Y2GKecciJzBgnWphXGCPAYTLuiQ426Aeluv4kAD4ODcNJJJ7TPt8E4ffEpCEibYG1OJ1bdmlYDOIcaTcUhANY5vODkU17SPte2JU98yXFUqhBHEPVVkAomTxklGAYOiIc6A2SMQfJEETjg2GMXta91xOTUF1MUwUO1WROMRwqrn8bEGBOhkjuiQ0BipnIau/9HlYikEpigfQ7gjZf/hYaGKm3FGCdR1+WWu95NM2VSHyjyYISJYeHC+e2zEcAxixZy5Pww3YAwcSeYEzycLsPrsCELgkXHJvzWZSEcmAAsWHAUSV/rpgkjrm4X9VDmhonksc4xMBhTqQS/KwIYHBwMujImWCTed0WzusthwhkmiInzGcTQP1AFyt4NDc0pnX3ojH5X58stRocXeeLYgIX58+cBZW/nzZsXuKKFQxzYZpJzdiiYnntNIqlWcRaOXrgAaIvJXCilA+d2W4UhOiwgkRWYGO9h7txBoASjr68fVEaw4j6QCeH3SJ3Ic9QJye/XyPcskLzBJP0UTUtSIegOyh4l1eokcVAZFQL1SsdhMb1GoGBImhgk3zoL/f39wTZt0eEgB3siCUMEUQhlQglGFJteVXFQBDlnmbyntUZubeh8BNBo1Do3tQI5lCJymJJaehHIsi6dsWPHjrAWotaNhy8I3WTKTbZpMwdKMLZt2wZxRzp6wTicTPAOGeLQXwdpmgIlGGNjYz03Hv6cUdoJAjkoiqAzEoB6LUUFuAgSRWGfdumPiKjNMYdS5G+qkF/rnDGmsw81geHhXUAJxvbtO7GWsHQfbkEoPNx22ABasdFDg7qDOS0g1NpS5cK1rAHNRpeYPLNpKyPDnZGXTOAGReXDQnIlODO4OWsWaaoAdqcvwlqHMbBjR0dNtJ9Ye/cWXbRsEVTAexdMcaBjenuMCSkQpa3OoWSSdwMhGUwRESfwwKot/Nqrj+uN6j722C+Cs+YgimKiKGnHPrs3phxSimM3FIcQBuvXb2if64Dx8ydJy4XqtnKZJph6yFPpX9kMnnrqqfbpNhjr129g65Y0DPwE1RD+C+E4VCI9u1tRa/WxNg4bNmzoXO++ee2qZ3TRJcfjCO68DOXyAO0Vtsi01k66E84OBHUbg5PbsbupVd6gDLY9aznu9EpPYKJNd915b4hr+MBCRmBkiCNDFIWZxXpfrs8dSPIEN7ugDYp6S/A9DNYXCE9WpLiwoo6z4fGHfvJ4T609vXr6iV+xbXNgl0p/eI/kSZtNrA0JNUlcDQk1B3wm2b2bELXjuaF474mjuH0tNvDIQ7/ofab74LY7Pmx+9vCTtLIEsywnTiKEI8/TTjMOCndlN3tNu4Q/icM6cUtUisKBYHwE1q5ZN6nGHrp/zUPYZkiutTZscuvrSxAW8FjriVsB44OcnC9Kp8JQqQTzOs8tsYF1D25lxeqbenTmJDDWrnmIx34+RlyBaikrUWyoVmLkPW4PAeP9R7tfy5FcGMySYhNhC0dfpQ8E995936RnJtW08vsfN/fecx8+hepAhM8dRZFTqVQxxpAkE+OlB4ImiMjE7GnCDBJFUdelCPmISgKbNnp+/MCjU9Y6if5n1VrWPbi1nb9hfBiBoIQOFuNrd+5AUJqVpIIrLPg45N5HBjm4+zur+e+1H5ly1+gk+s9VHzVrfrgO24Ak6SNJ+gFDnpdsd8A5o4uma0vbYkwIfkbo7Pgo3H3XD6d8ZNr5ceU37+bBn2wu5+0El0JCtec9L4R6HafnXybXV+LSumRibC6SpIIKQraF4O7vrOX2lZO5AnYDxnfv/7T51srV1Ecgq0OcJCR9FVBIsJ2uUfudejbRC8micu43JsamYTObHGzbBHd9+wf7/q5v/cvjGtsiubrU2GVD5o91PTmmvbmme79j9wUV9WZ4ee/D7t8iU5GnKpohS0mpNLpFUkP6h8/8cN8ykVp0zVvPNI8+vJ0ohvGxBrgW0n4S2+5PThGudBw7u4gkh/ceZ4V34EPQm7lHwuan4d//deVu69wrm/rr//E9nt0ILzpmiNHRMeRtaMwUQOwfQDxSAEKtol77pzrQx/BwLWRQebjpY7dw5wMz9Kmaj7zvn6WmJCc52wysWBQqikLWdmco7p3IvDAxsXLKukou5zMVZbvyNFM7vbYmfflTq3XGgrftcZT22q4ee27go0NzhzjhxAUcMdSHcyHxopt6duDOajBIwaUuV/26d6yGHc0JzXpOtZpwz7cf5RMf/xyPbLl95hv0d59fIRWSbUh506vIvGweUq+9K3Mqp8x6nsgZ03GH3XMph9xpTF7j5RcZsqDYi/K1mfTjezfqyvPesddy+7w9rnTLyR81xRBLzjmBODEoMxRpSpIYTOLB5KGQA5bChd3GIXnOtO0AQ+9ezVYWcyi0/wfd5ML4l9fA4akT48PmGRODr4KNKFLIavDIT3bxwT//BPesu3WvOeJ5Z5t976HlprjVqFYb55rXL+PFp/cT9w+USt1DVFBkKVFiiJMqlbi0AAlfZDKUUbTu6GFpI3TYvyOAUc8umY4JHhG8UMlQ5FBNwvYC4+DZX8HLr5q/f/2GT934DT35QFP5NkljkuqSsjIFufyUQ5aNqN4YVpbXg5L1UmE7HyLpKU5tRZzneVs5W+uVpU7NRqFGvVCjnqvIU0lOtumUjgWxaG6Xbvvs93XJme86MNbgG5b9pb57+9PhExZNqTkc1ER9V7PMSQ/pU86Gz0pYG2aa0PFO550rpixBjwSwur/MYtOQ/97SD489UNfNN6zQtcs+tM9AzAgrXXbme3X5Ky/m937/zZx2dviOVhQ+swNAZh3CkyQRxhi8cipVCA7DdBR0jLPC+7Dwo9J7RlWqBOkZ3gY/+P4TfPOOO/nyivceLC41XHvpx3TLx1Zrw8NSvrMlNqXEZAofF7BSkeXlxbFpyrjkanK2KRVp4IYWV+RSNiqlO6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"},{"id":"4c671840-fdb1-4ddb-b4be-475be838f033","height":35.15,"width":41.67,"perimeter":167.24,"area":568.49,"image":"data:image/png;base64,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"},{"id":"bcbf9a7f-49e0-45c8-847d-62350aac2896","height":20,"width":51.52,"perimeter":148.79,"area":582.47,"image":"data:image/png;base64,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"}],"no_of_letters":9,"perimeter_of_sign":63.92,"nested_area":29.43,"occupied_area":12.55,"avg_char_height":14.124444444444444,"widthOfSign":"120","otherDimensionOfSign":37.42,"width_of_smaller_line":20},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1413,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":118.8,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":37.05,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":9,"perimeter_of_sign":63.92,"nested_area":29.43,"occupied_area":12.55,"avg_char_height":"Less than 24 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\"},{\"id\":\"4c671840-fdb1-4ddb-b4be-475be838f033\",\"height\":35.15,\"width\":41.67,\"perimeter\":167.24,\"area\":568.49,\"image\":\"data:image\\/png;base64,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jCWouec5cmGYfTRL27\\/Pn7tKAeXITzne6lx7IR10FEFrFqEi51whsFppOLZta6INW1uLeLCzgE2FCCpxpfPzkC1AEqBG75wKQoJAu80hCCwINIe9MRsDXy0zeXUvjEQWbhit\\/U0RRUClClQqQBwDmfGfKe33oxSgKyiE3CnXMd\\/ZePE5YfqxqRDBWMJqrQ3Vfo3eanXE74KQ2vb7IvTk\\/HutvY0BEVITQmAjvNGyUzEyRFE+5k2ForbGFv1whcrPoupvl3xeakKHobOi3BXJQ2n5f6UxY5H\\/tiMhfbqso3G+3xI2J+9uU\\/su7yMfGAWb6ALo0B6dqmwUPj6uoUBoKGrfdu\\/aiR6Ovopug4ha571TEhhcl2BwoI51a9fhybVrsG7t0+jrH0S91kCSZhgaqOHsK781ISt7z5u+wjm9VVR6Yuy+cAHm7TQXC3dbgN123xV7PuOZ2HOvPbFw13mI5wDVORFcHNoQdLiZckc6b2jWgGIYp5h5g0U5boFSoY2dmTB2EXe7lmPZx3RuTNvcjiBjjZI2xmb5IPqbsQ8Fr3pFRgi1v3Ch1qNz3XBt4cxSIMv8Q\\/vRNX0wxqHVaqHZbKLRaKDVaiFJUlhrQRJxHCOOY0RRhEqlgvnz52PXXXfF\\/Plz8Iw958FWgFgH38D6dRwBUQWIwqEoBzhY37VG048iOMqG\\/Bn5j\\/KGhbjdqFsqF6pyvCyUCxFmpPYUHmxc9ScfaQWoCM4BkQZcRyNWucBLr\\/ObPj+L7bxmx\\/GMtVbjfO\\/FR48xwKsaU+jKhsfSZ0DnlDLl951b+1K1xZYu8xcpitpCa1L\\/ZK30+DiRsxaIDDQc\\/Hi9aRhIMgIZQ+tegF5cTeLdxIiAsd7ImsPAhqeAp54extNrNuCxVU9i1cpVWLduPVY99Bhu\\/PMp29RlPPfqb25yf2\\/Y9wTuvHAOnrfPnvhfz16Il+7zIjz3Bc\\/F7rvthMocYG4v0DMfcBmgq760rEmhQeiKf2g6ptBKIbUpnAV6q\\/MAxHDOwTqNONaw1os2CWTOIFJEFFdCWeYzVYy8liNunPI1HSlIU+5sl22yfI+WWs\\/Rbj13habo9pk53yCuIhdO2wLMvJ066xs\\/oyryh5fJfG6qjiIoZcLfrYS9KagMSFteSLUC+jYCqx5fi0cefgKPrXwS657agNpQE2ma4rxrTtjiEnz9yz\\/NOfMq2HX3XbH3XnviWXvvhWc\\/65nY89nPwF577oZddgPm7eRFFw5QUYQoQukp63ybQJFV48vHOcLRj4+tdK4iCg5RaNj39yEUwVIgIK\\/85VchBoAsMzDGb5RX8xh0iVaBRW+wslDlHizAQrIZXI7tu2ahhGOvWTI+pUZ+D+hSYj2hiqqzyrcqqij+InTWGEYadhcPYRwTiuLYP\\/kyC9I3OsUVFPUiOoCw\\/pkS+YvunIazGeiAnuoC2BaRtRziChBX\\/DGsftThr39dhaXX34a+\\/jrWrt6Ii5Z8fsrlIGfJ\\/d\\/zx7J09Hcf+8Ap3H+\\/ffC8F+6NAw\\/YF5VeoFoBVDwHKkIR39WqgiyroVrp9a4KfMxNaY1Y6+La6XCTRMUEci7cDERc1HDKyrkZ3uomruv0o3RO5VHNwr2ucp1wxodsVMh61hqxigBoNJst0GnMnbuLt9nEQqHHe69aAQao9VusfHQ1HvzzSqxetR43XH87skTj6uXf2+aldeMff9R1n2993clcsHA+FizoxSGvezUOOeQALNwDcNo7lApAKyMcM8zbZa531pwBnUMcx\\/DdyNvl1H50RWhf\\/NLjua3RhTYqAHjyIcs9nq2hVIiVKR\\/r0BFgbWewuf2rEuOHMKY3ikB4Aju4UNUOvUaYB83DpkVMpxxzKnuzoW5brvKP+nv5dbDFnzdZhkoRh3LeW4WPU2WZQbVaRVzpKY7HtBwsFXriENcxfr\\/1PuCP963CHbcux70rHsDqx9diyd2\\/mFESMBZvevWnuffznoWDDnwlXnng\\/njec\\/bA3J2BWAGMAD3Hex3WGt+gEgVBpYExGaq9PdBKQ0HBhgYXrfxMHY5AZczpKcaqHpcFqvTxtCjh7iGvkTFSWzo1rQBaCx0pgBZp0oS1FtWqr45baxFVe2ETC7oIcdXH85kBNvVCBQBPPkrcdtsduOvOe\\/HIw0\\/ggj9MLKS0PTh4n\\/\\/g81\\/0HBxy8KtxwGv+Di998ULM3RW+UmKBzALVOf59ZhI4GkRxFSrMQVj4kYqhPmABKESIfY1f+TJJasD73\\/U1XHrdN3ypP7XSceGeQTxCI4UxvoEib5RoG9Fo1cjzY6crI2PUnTFtAyKFUxnofBA+1hVf9QZLwXZdCtTrMfY7wsC7PXQKgfUVCUUvBHB52CDP9VPwT8rQHJ9FaDV9f6qeHr+rrAH09wG33\\/IXPPjnh7F8+V24cMmJ0\\/tibAM++Jbv82X77YuDDjoQL37ZQizY3T9jqj0+HJInKviqq0VmEyjdflgqFSHWFeQRslH542VmammWzqmogYVzsQ6Fh6VBJK06NBy01t5zi4LdUYEGoIugYwU4oDnkY52VKvDYQxZ33Xk\\/Fl95Iwb667j4xi\\/OqNJ67xu\\/w1e8cl+85W3\\/hGfuFWPB7v7zzAC66rwtwcHaPI1QgUU6jMpbPKChQesfVjYD0iHgfe\\/+Ci697lt+641PWu72TA1nLQgfWzHGoFKtepeZJd9XjawSe4OdSXSkkJAlYYvaLdjUId0jCCp1+D5qp6uVzakdcRifPH7OEKlRPgaYpE0Ym6K3t4JI+ZlsTZKBLgLYg4hzfB4gASbAinuJxb+7FrfcfAeuuP0rM8qwtyX\\/8g8\\/5KFvOBBvOPK1ePF+\\/uboG8gwb36E+TtrZK6BKPYeh6ODMX4Sz7jSi9CNonP+zpyxSnTM0BAwrRq\\/xrDBcis8FELf\\/FCF1Q50KZwzIZ0vBhAja2bIWkCke32OtPOnX+sHlt\\/+OK65+jqsuPd+LFnxg1lhe1\\/6+IU8\\/Mi\\/xwEH7YmdFgLGAYRBpSfogMrvWX+tWdRmFSIoL7Dae7BpDXjfu0oCW1tHzt8j\\/1Pe7XXOQuuo1Jg0shFgLKY6W2Aia9uOQ42qIvqbsS3EqhDYkMk5ZlrUuIzyotuhcGMTRJGCLsTXIEkyaMaoRPOhlAZTYPUqYumSO3HFZTfiTysexZ+envnV\\/23FC3b\\/AF+23wvx0Y9\\/EG98y95A5Bv44ioA7RskCAtjfK+IOK4UAluI0ji1jtGvyw1L0yjbkaNf+4yL8FkusMr4t8oV1V3nvLdqU8BkCnOqvT7ebYG+tcAtN\\/8FV162BKde8olZa3ef+fCpfPuxR+BVBz0Xc+cDibGo9kSFwBKA0kQ+ZgcAKGgfUlVlgf0SLr3uO77Yn15J7rEnOuK21vgsAksiUmGyQwIMHldHM1KRBVxstH3X4zRwAWw3IUOBoe8w6RuUHFSokvvNrAWMNQAMKpUKdKyKROm8NXmzrKu80Vg3btEp28G4DHHoptJsJnCGmDt3vm+KSYD77n0K1y6+GYuvvBlL7vnvWWvc24L99\\/oIn\\/2c3fGmt7wehx95MP72uTtBx4Cq+DYFMvOt33FonGAp53YCNZDpJbAjGlhHnkeeSFN6gHuX1EIphSQ1vpbmFMAqqpUIINDoB9Y\\/neG3F16Dm2+8ExfdcPIOYXsv\\/Jt\\/5huPOhQf+rf34FUHPwtJK\\/hgCoAmtFZQsYMuGrJygdXtEEFZYB+6w\\/Fv9vIeVBR7VzdN\\/TrLfCx2PKZDTvh4YeByL5D2yDvt1y70VtKRj08Z20IUAXPnxeid22XG3M1K1emSYUBdCD4ApGmGam8FJvNpLXN6fJrWTdf\\/FVdetgS3Lr0Ly\\/5yxjQo5ZnFsYd\\/nQe85mU47j\\/ejmqvj9Gqio8ftqNatmTAmxdDbzNO5sh2Ixd6oh2zR+fxjyewiJGlCpVqDDh\\/L2gAa58gLr7gd7jovN\\/hxhWn75C2d8h+H+aBr9kf3\\/zm8XAa0EEjohjQFQMd2VDrrBQCyxRo1YAPvOtLuDgX2JxjXv8dZllaeGy\\/W3bSjC\\/Yow\\/9esetctnSr23WOV1+\\/s3852MO8d68BQDjA9uK0LrzidPuClgOo3TeodYYaCqoOOQSEjCJRRxHRT8Ia4CkCdx3zzpcfOFVuGPZinHTUITN52ffvpHvfNeh2ONZQJoA0EB1LgDt0GwNo6engiyzqFSqISdah15DLEZrmk60w1eulIcaI89kIRVUaXCmYkA15X9D4\\/unKvQAWmF40Jvh0CBw6UVX4eKLrsC1d0gIKufcX93Dtx\\/zCvTMB5oJEFcNKj0WzmU+B91FYdAjhdp64MPv\\/zIuWvJtKb9unHPqjWz2ka1h0qakzRytzeiY0jElmZG0JC2dM+F9RjIl2SotTdZq62myBuks6cjmUIuNvoTMSFcnmZAb15D33zHEr\\/3nOXzVC\\/99Jie+TVteu+\\/xPO0HSzmw2l8m1yJN04brmHYsSTrMwaGNJDMak4bFhMXRWtI5ThnOubAYejtrhKVF5jbqDGkdbWZIR2aNlFkj9aebkUmtSWbk0FP+p3+4dCWPOeJLYntj8Jp9PsUTP30hH7yrRVMjW3XS2XC\\/O8O0lZCWXP\\/kIN0A+c7DvyzlOB7nn3EXWQ\\/llwVbtRkdEzomwYgzOma0TGmZhu+adGzScpjW1mjMcNiJJS1Z2zDsdTgha2sts0Fy1QOGP\\/\\/u1XJBthPvPPxLvHzR3Wx5\\/eTa1evpHDk4OMgsS1h+UA4MrmOa1ZhmdaZZg2naYpZlzDJLk5HWbH9xJTsF1j\\/02wLrbTAhXUK6tBBXlk4tGyA5TLJF3ndLi5897mzuv\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e":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":118.8,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":37.05,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":9,"perimeter_of_sign":63.92,"nested_area":29.43,"occupied_area":12.55,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":118.8,"other_dimension_of_sign":37.42,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1413}},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"6.31265"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"85.1362812"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"2.01348"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"14.1768168"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":10.981250000000001},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":114.5262564},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"2.3544"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"112.45203"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"1.215"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"6.2685"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0059237938936000005},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":5.9237938936},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0004704870516666668},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.4704870516666667},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.004487722646666668},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":4.4877226466666675},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0092233589066667"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"9.2233589066667"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00447638884"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"4.47638884"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0059936888"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"5.9936888"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00047823658666667"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.47823658666667"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":6.210735345053342},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":22.072499999999998},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"22.3668"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"5.4249423960075"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":443.5367964703201,"totalDenseWeight_before_formula":52.17757607273277},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":487.89047611735214},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":9,"totalDenseWeight":57.395333680006054},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":9,"sign_depth":"1"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":63.79,"height":6.52,"depth":"1"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":21.52,"height":8.03,"depth":"1"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":16.82,"height":4.7,"depth":"1"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":30.45,"height":16.06,"depth":"1"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":9.55,"height":11.82,"depth":"1"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":8.64,"height":3.48,"depth":"1"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":20.76,"height":21.36,"depth":"1"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":41.67,"height":35.15,"depth":"1"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:56] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":51.52,"height":20,"depth":"1"},"timestamp":"2026-04-07 09:15:56"} 
[2026-04-07 09:15:57] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775553357_1a4c3859c1cf21dec993b56fa46dc597","bins_packed":[{"bin_data":{"w":64.09,"h":35.45,"d":6.5,"id":"unique","used_space":38.3509,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":35.45,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/609bfd0587863c36003347437635cf3b/1775553357-362-6053443.svg","items":[{"id":"item-5","w":9.85,"h":12.12,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/609bfd0587863c36003347437635cf3b/1775553357-3613-2349980.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":21.82,"h":8.33,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/609bfd0587863c36003347437635cf3b/1775553357-3615-6555017.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":17.12,"h":5,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/609bfd0587863c36003347437635cf3b/1775553357-3615-9301086.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":8.94,"h":3.78,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/609bfd0587863c36003347437635cf3b/1775553357-3616-7879304.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":64.09,"h":6.82,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/609bfd0587863c36003347437635cf3b/1775553357-3617-4453586.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":30.75,"h":16.36,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/609bfd0587863c36003347437635cf3b/1775553357-3617-5838919.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":21.06,"h":21.66,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/609bfd0587863c36003347437635cf3b/1775553357-3618-8792818.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-9","w":51.82,"h":20.3,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/609bfd0587863c36003347437635cf3b/1775553357-3619-1615419.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":41.97,"h":35.45,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/609bfd0587863c36003347437635cf3b/1775553357-3619-7711569.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-07 09:15:57"} 
[2026-04-07 09:15:57] local.INFO: Box added from packed bin {"data":{"length":6.5,"width":64.09,"height":35.45,"denseWeight":57.395333680006054},"timestamp":"2026-04-07 09:15:57"} 
[2026-04-07 09:15:57] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":8.5,"width":66.09,"height":37.7},"quantity":1,"denseWeight":57.395333680006054}],"cheapestShippingCost":712.6600000000001,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":8.5,"width":66.09,"height":37.7},"denseWeight":57.395333680006054,"volumetricWeight":69.5,"higherWeight":69.5,"quantity":1}],"totalHigherWeight":69.5,"DS":0,"rate":902.9449999999999,"tariffAndDS":902.9449999999999,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1496.218518,"totalShipmentCostFormula":"((tariffAndDS (902.945) + overlengthSurcharge (25) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1496.22","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":8.5,"width":66.09,"height":37.7},"denseWeight":57.395333680006054,"volumetricWeight":69.5,"higherWeight":69.5,"quantity":1}],"totalHigherWeight":69.5,"DS":0,"rate":508.85,"tariffAndDS":508.85,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":860.7797400000001,"totalShipmentCostFormula":"((tariffAndDS (508.85) + overlengthSurcharge (25) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 860.78","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":8.5,"width":66.09,"height":37.7},"denseWeight":57.395333680006054,"volumetricWeight":69.5,"higherWeight":69.5,"quantity":1}],"totalHigherWeight":69.5,"DS":0,"rate":682.6600000000001,"tariffAndDS":682.6600000000001,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":712.6600000000001,"totalShipmentCostFormula":"(((tariffAndDS (682.66) + overlengthSurcharge (30) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 712.66","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy 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Standard","boxWeights":[{"size":{"length":8.5,"width":66.09,"height":37.7},"denseWeight":57.395333680006054,"volumetricWeight":69.5,"higherWeight":69.5,"quantity":1}],"totalHigherWeight":69.5,"DS":0,"rate":707.51,"tariffAndDS":707.51,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1206.446052,"totalShipmentCostFormula":"(( tariffAndDS (707.51) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1206.446052","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":154,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":8.5,"width":66.09,"height":37.7},"denseWeight":57.395333680006054,"volumetricWeight":69.5,"higherWeight":69.5,"quantity":1}],"totalHigherWeight":69.5,"DS":69.5,"rate":582.72,"tariffAndDS":652.22,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1122.59044,"totalShipmentCostFormula":"(((tariffAndDS (652.22) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1122.59044","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":8.5,"width":66.09,"height":37.7},"denseWeight":57.395333680006054,"volumetricWeight":69.5,"higherWeight":69.5,"quantity":1}],"totalHigherWeight":69.5,"DS":0,"rate":1145,"tariffAndDS":1145,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1145,"totalShipmentCostFormula":"((tariffAndDS (1145) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1145","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","overBreachSurcharge":154,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":8.5,"width":66.09,"height":37.7},"denseWeight":57.395333680006054,"volumetricWeight":69.5,"higherWeight":69.5,"quantity":1}],"totalHigherWeight":69.5,"DS":69.5,"rate":582.72,"tariffAndDS":652.22,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1122.59044,"totalShipmentCostFormula":"(((tariffAndDS (652.22) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1122.59044","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_heavy_saver_k0f572","overBreachSurcharge":154,"career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":8.5,"width":66.09,"height":37.7},"denseWeight":57.395333680006054,"volumetricWeight":69.5,"higherWeight":69.5,"quantity":1}],"totalHigherWeight":69.5,"DS":69.5,"rate":670.66,"tariffAndDS":740.16,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1272.2643199999998,"totalShipmentCostFormula":"(((tariffAndDS (740.16) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1272.26432","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"10":{"career":"ups_pakistan_small","overBreachSurcharge":154,"career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":8.5,"width":66.09,"height":37.7},"denseWeight":57.395333680006054,"volumetricWeight":69.5,"higherWeight":69.5,"quantity":1}],"totalHigherWeight":69.5,"DS":69.5,"rate":747.0400000000001,"tariffAndDS":816.5400000000001,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1402.26308,"totalShipmentCostFormula":"(((tariffAndDS (816.54) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1402.26308","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]}}}},"timestamp":"2026-04-07 09:15:57"} 
[2026-04-07 09:15:57] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 09:15:57"} 
[2026-04-07 09:15:57] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 09:15:57"} 
[2026-04-07 09:15:57] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":37.42,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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Light","boxWeights":[{"size":{"length":8.5,"width":66.09,"height":37.7},"denseWeight":57.395333680006054,"volumetricWeight":69.5,"higherWeight":69.5,"quantity":1}],"totalHigherWeight":69.5,"DS":0,"rate":902.9449999999999,"tariffAndDS":902.9449999999999,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1496.218518,"totalShipmentCostFormula":"((tariffAndDS (902.945) + overlengthSurcharge (25) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1496.22","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":8.5,"width":66.09,"height":37.7},"denseWeight":57.395333680006054,"volumetricWeight":69.5,"higherWeight":69.5,"quantity":1}],"totalHigherWeight":69.5,"DS":0,"rate":508.85,"tariffAndDS":508.85,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":860.7797400000001,"totalShipmentCostFormula":"((tariffAndDS (508.85) + overlengthSurcharge (25) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 860.78","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":8.5,"width":66.09,"height":37.7},"denseWeight":57.395333680006054,"volumetricWeight":69.5,"higherWeight":69.5,"quantity":1}],"totalHigherWeight":69.5,"DS":0,"rate":682.6600000000001,"tariffAndDS":682.6600000000001,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":712.6600000000001,"totalShipmentCostFormula":"(((tariffAndDS (682.66) + overlengthSurcharge (30) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 712.66","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":8.5,"width":66.09,"height":37.7},"denseWeight":57.395333680006054,"volumetricWeight":69.5,"higherWeight":69.5,"quantity":1}],"totalHigherWeight":69.5,"DS":0,"rate":451.75,"tariffAndDS":451.75,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":768.7117,"totalShipmentCostFormula":"((tariffAndDS (451.75) + overlengthSurcharge (25) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 768.71","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx 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(K0F572)","boxWeights":[{"size":{"length":8.5,"width":66.09,"height":37.7},"denseWeight":57.395333680006054,"volumetricWeight":69.5,"higherWeight":69.5,"quantity":1}],"totalHigherWeight":69.5,"DS":69.5,"rate":582.72,"tariffAndDS":652.22,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1122.59044,"totalShipmentCostFormula":"(((tariffAndDS (652.22) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1122.59044","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":8.5,"width":66.09,"height":37.7},"denseWeight":57.395333680006054,"volumetricWeight":69.5,"higherWeight":69.5,"quantity":1}],"totalHigherWeight":69.5,"DS":0,"rate":1145,"tariffAndDS":1145,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1145,"totalShipmentCostFormula":"((tariffAndDS (1145) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1145","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","overBreachSurcharge":154,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":8.5,"width":66.09,"height":37.7},"denseWeight":57.395333680006054,"volumetricWeight":69.5,"higherWeight":69.5,"quantity":1}],"totalHigherWeight":69.5,"DS":69.5,"rate":582.72,"tariffAndDS":652.22,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1122.59044,"totalShipmentCostFormula":"(((tariffAndDS (652.22) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1122.59044","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_heavy_saver_k0f572","overBreachSurcharge":154,"career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":8.5,"width":66.09,"height":37.7},"denseWeight":57.395333680006054,"volumetricWeight":69.5,"higherWeight":69.5,"quantity":1}],"totalHigherWeight":69.5,"DS":69.5,"rate":670.66,"tariffAndDS":740.16,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1272.2643199999998,"totalShipmentCostFormula":"(((tariffAndDS (740.16) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1272.26432","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"10":{"career":"ups_pakistan_small","overBreachSurcharge":154,"career_name":"UPS Pakistan Small (K0F569)","boxWeights":[{"size":{"length":8.5,"width":66.09,"height":37.7},"denseWeight":57.395333680006054,"volumetricWeight":69.5,"higherWeight":69.5,"quantity":1}],"totalHigherWeight":69.5,"DS":69.5,"rate":747.0400000000001,"tariffAndDS":816.5400000000001,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":6,"isRemotePrice":0,"totalShipmentCost":1402.26308,"totalShipmentCostFormula":"(((tariffAndDS (816.54) + overlengthSurcharge (6) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1402.26308","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]}}},"cheapest_shipping_cost_usd":720.0,"totalCost":1530.0,"productionResults":[{"material_id":1,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":null,"sequence_no":1},{"material_id":2,"dense_weight_expression":6.31265,"result":"85.1362812","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":"0.08 inch Aluminium - Durable for Sign Face.","sequence_no":2},{"material_id":3,"dense_weight_expression":2.01348,"result":"14.1768168","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"0.074 inch Aluminium - Durable for Sign Returns.","sequence_no":3},{"material_id":4,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":5,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":6,"dense_weight_expression":10.981250000000001,"result":114.5262564,"sign_material":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","description":"0.315 inch Frosted Acrylic - for Ideally Diffiused Halo Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":2.3544,"result":"112.45203","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC & IP65.","sequence_no":7},{"material_id":8,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":9,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":10,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":10},{"variable_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":13,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":13},{"material_id":14,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":14},{"variable_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":15},{"variable_id":22,"dense_weight_expression":1.478,"result":"50.64","sign_material":"Power Supply 20A-(10A+10A)","description":"Power Supply 20A–(10A+10A) UL Certified","sequence_no":16},{"material_id":17,"dense_weight_expression":1.215,"result":"6.2685","sign_material":"Wire 18g UL UL Certified Red & White China","description":"18 AWG Wire Gauge (Red & White) - UL Certified","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.0059237938936000005,"result":5.9237938936,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.0004704870516666668,"result":0.4704870516666667,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.004487722646666668,"result":4.4877226466666675,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":28,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":29,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":30,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":31,"dense_weight_expression":0.0092233589066667,"result":"9.2233589066667","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00447638884,"result":"4.47638884","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.0059936888,"result":"5.9936888","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00047823658666667,"result":"0.47823658666667","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":6.210735345053342,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":22.072499999999998,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":22.3668,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":5.4249423960075,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":57.395333680006054,"result":487.89047611735214,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":118.8,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":37.05,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":9,"perimeter_of_sign":63.92,"nested_area":29.43,"occupied_area":12.55,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":118.8,"other_dimension_of_sign":37.42,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1413},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1413},"timestamp":"2026-04-07 09:15:57"} 
[2026-04-07 09:15:57] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 09:15:57"} 
[2026-04-07 09:15:59] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":37.42,"sign_width":"120","dimensions":[{"id":"d88ea41d-9450-4ca5-8a42-7d3c051e488e","height":6.52,"width":63.79},{"id":"a48b3de5-0cd9-4b7e-b4d6-6d5016bd9093","height":8.03,"width":21.52},{"id":"c93a3557-6b0b-4529-bb69-e55abbdba91e","height":4.7,"width":16.82},{"id":"b308796e-1986-404b-a778-5f1519b9d709","height":16.06,"width":30.45},{"id":"65e4af0f-7afe-4ae4-8fe2-0e23ce9c39b3","height":11.82,"width":9.55},{"id":"0271f2c3-a982-49ca-869f-81b3369bfee7","height":3.48,"width":8.64},{"id":"8318cd42-eec8-43ec-8c45-e2286facd8af","height":21.36,"width":20.76},{"id":"4c671840-fdb1-4ddb-b4be-475be838f033","height":35.15,"width":41.67},{"id":"bcbf9a7f-49e0-45c8-847d-62350aac2896","height":20,"width":51.52}]},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":37.42,"sign_width":"120","dimensions":[{"id":"d88ea41d-9450-4ca5-8a42-7d3c051e488e","height":6.52,"width":63.79},{"id":"a48b3de5-0cd9-4b7e-b4d6-6d5016bd9093","height":8.03,"width":21.52},{"id":"c93a3557-6b0b-4529-bb69-e55abbdba91e","height":4.7,"width":16.82},{"id":"b308796e-1986-404b-a778-5f1519b9d709","height":16.06,"width":30.45},{"id":"65e4af0f-7afe-4ae4-8fe2-0e23ce9c39b3","height":11.82,"width":9.55},{"id":"0271f2c3-a982-49ca-869f-81b3369bfee7","height":3.48,"width":8.64},{"id":"8318cd42-eec8-43ec-8c45-e2286facd8af","height":21.36,"width":20.76},{"id":"4c671840-fdb1-4ddb-b4be-475be838f033","height":35.15,"width":41.67},{"id":"bcbf9a7f-49e0-45c8-847d-62350aac2896","height":20,"width":51.52}]}},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"d88ea41d-9450-4ca5-8a42-7d3c051e488e","height":6.52,"width":63.79},{"id":"a48b3de5-0cd9-4b7e-b4d6-6d5016bd9093","height":8.03,"width":21.52},{"id":"c93a3557-6b0b-4529-bb69-e55abbdba91e","height":4.7,"width":16.82},{"id":"b308796e-1986-404b-a778-5f1519b9d709","height":16.06,"width":30.45},{"id":"65e4af0f-7afe-4ae4-8fe2-0e23ce9c39b3","height":11.82,"width":9.55},{"id":"0271f2c3-a982-49ca-869f-81b3369bfee7","height":3.48,"width":8.64},{"id":"8318cd42-eec8-43ec-8c45-e2286facd8af","height":21.36,"width":20.76},{"id":"4c671840-fdb1-4ddb-b4be-475be838f033","height":35.15,"width":41.67},{"id":"bcbf9a7f-49e0-45c8-847d-62350aac2896","height":20,"width":51.52}],"sign_height_raw":37.42,"sign_width_raw":"120"},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":38.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Dimension Calculation {"data":{"dim_id":"d88ea41d-9450-4ca5-8a42-7d3c051e488e","height":6.52,"width":63.79,"ceilHeight":7.0,"ceilWidth":64.0,"biggerDimension":64.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Dimension Calculation {"data":{"dim_id":"a48b3de5-0cd9-4b7e-b4d6-6d5016bd9093","height":8.03,"width":21.52,"ceilHeight":9.0,"ceilWidth":22.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":1800},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Dimension Calculation {"data":{"dim_id":"c93a3557-6b0b-4529-bb69-e55abbdba91e","height":4.7,"width":16.82,"ceilHeight":5.0,"ceilWidth":17.0,"biggerDimension":17.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":27,"sign_type_id":1,"heightOrWidth":"17.00","return":2,"price":163,"created_at":null,"updated_at":null}},"defaultShippingRate":1800},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Dimension Calculation {"data":{"dim_id":"b308796e-1986-404b-a778-5f1519b9d709","height":16.06,"width":30.45,"ceilHeight":17.0,"ceilWidth":31.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":1800},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Dimension Calculation {"data":{"dim_id":"65e4af0f-7afe-4ae4-8fe2-0e23ce9c39b3","height":11.82,"width":9.55,"ceilHeight":12.0,"ceilWidth":10.0,"biggerDimension":12.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":17,"sign_type_id":1,"heightOrWidth":"12.00","return":2,"price":101,"created_at":null,"updated_at":null}},"defaultShippingRate":1800},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Dimension Calculation {"data":{"dim_id":"0271f2c3-a982-49ca-869f-81b3369bfee7","height":3.48,"width":8.64,"ceilHeight":4.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":11,"sign_type_id":1,"heightOrWidth":"9.00","return":2,"price":72,"created_at":null,"updated_at":null}},"defaultShippingRate":1800},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Dimension Calculation {"data":{"dim_id":"8318cd42-eec8-43ec-8c45-e2286facd8af","height":21.36,"width":20.76,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":1800},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Dimension Calculation {"data":{"dim_id":"4c671840-fdb1-4ddb-b4be-475be838f033","height":35.15,"width":41.67,"ceilHeight":36.0,"ceilWidth":42.0,"biggerDimension":42.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Dimension Calculation {"data":{"dim_id":"bcbf9a7f-49e0-45c8-847d-62350aac2896","height":20,"width":51.52,"ceilHeight":20.0,"ceilWidth":52.0,"biggerDimension":52.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":9,"baseProductionCost":2706,"result":[{"id":"d88ea41d-9450-4ca5-8a42-7d3c051e488e","height":6.52,"width":63.79,"depth":2,"price":502},{"id":"a48b3de5-0cd9-4b7e-b4d6-6d5016bd9093","height":8.03,"width":21.52,"depth":2,"price":236},{"id":"c93a3557-6b0b-4529-bb69-e55abbdba91e","height":4.7,"width":16.82,"depth":2,"price":163},{"id":"b308796e-1986-404b-a778-5f1519b9d709","height":16.06,"width":30.45,"depth":2,"price":392},{"id":"65e4af0f-7afe-4ae4-8fe2-0e23ce9c39b3","height":11.82,"width":9.55,"depth":2,"price":101},{"id":"0271f2c3-a982-49ca-869f-81b3369bfee7","height":3.48,"width":8.64,"depth":2,"price":72},{"id":"8318cd42-eec8-43ec-8c45-e2286facd8af","height":21.36,"width":20.76,"depth":2,"price":236},{"id":"4c671840-fdb1-4ddb-b4be-475be838f033","height":35.15,"width":41.67,"depth":2,"price":502},{"id":"bcbf9a7f-49e0-45c8-847d-62350aac2896","height":20,"width":51.52,"depth":2,"price":502}]},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":38.0},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"0.89"},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":2.0,"PSUCost":98.98},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2804.98,"taxFactor":0.0887,"tax":248.801726},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Box Calculation Details {"data":{"breadth":44.0,"boxDepth":8,"oneBoxCapacity":55.0,"noOfBoxes":3.0,"noOfFullBoxes":2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":55.0,"widthOfHalfBox":10.0},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":349.46762589928056,"shippingWeightInKG":158.48871922869867},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":158.48871922869867,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":7,"min":"136","max":"160","rate":"150","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2706,"PSUCost":98.98,"tax":248.801726,"shippingRate":1800,"miscellaenous":0,"signPrice":4853.781726},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":37.42,"sign_depth":2,"totalCost":4853.781726,"TATDays":7,"baseProductionCost":2706,"productionCost":2804.98,"PSUCost":98.98,"tax":248.801726,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":9},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"d88ea41d-9450-4ca5-8a42-7d3c051e488e","height":6.52,"width":63.79},{"id":"a48b3de5-0cd9-4b7e-b4d6-6d5016bd9093","height":8.03,"width":21.52},{"id":"c93a3557-6b0b-4529-bb69-e55abbdba91e","height":4.7,"width":16.82},{"id":"b308796e-1986-404b-a778-5f1519b9d709","height":16.06,"width":30.45},{"id":"65e4af0f-7afe-4ae4-8fe2-0e23ce9c39b3","height":11.82,"width":9.55},{"id":"0271f2c3-a982-49ca-869f-81b3369bfee7","height":3.48,"width":8.64},{"id":"8318cd42-eec8-43ec-8c45-e2286facd8af","height":21.36,"width":20.76},{"id":"4c671840-fdb1-4ddb-b4be-475be838f033","height":35.15,"width":41.67},{"id":"bcbf9a7f-49e0-45c8-847d-62350aac2896","height":20,"width":51.52}],"sign_height_raw":37.42,"sign_width_raw":"120"},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":38.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Dimension Calculation {"data":{"dim_id":"d88ea41d-9450-4ca5-8a42-7d3c051e488e","height":6.52,"width":63.79,"ceilHeight":7.0,"ceilWidth":64.0,"biggerDimension":64.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Dimension Calculation {"data":{"dim_id":"a48b3de5-0cd9-4b7e-b4d6-6d5016bd9093","height":8.03,"width":21.52,"ceilHeight":9.0,"ceilWidth":22.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":1800},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Dimension Calculation {"data":{"dim_id":"c93a3557-6b0b-4529-bb69-e55abbdba91e","height":4.7,"width":16.82,"ceilHeight":5.0,"ceilWidth":17.0,"biggerDimension":17.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":28,"sign_type_id":1,"heightOrWidth":"17.00","return":3,"price":171,"created_at":null,"updated_at":null}},"defaultShippingRate":1800},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Dimension Calculation {"data":{"dim_id":"b308796e-1986-404b-a778-5f1519b9d709","height":16.06,"width":30.45,"ceilHeight":17.0,"ceilWidth":31.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":1800},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Dimension Calculation {"data":{"dim_id":"65e4af0f-7afe-4ae4-8fe2-0e23ce9c39b3","height":11.82,"width":9.55,"ceilHeight":12.0,"ceilWidth":10.0,"biggerDimension":12.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":18,"sign_type_id":1,"heightOrWidth":"12.00","return":3,"price":106,"created_at":null,"updated_at":null}},"defaultShippingRate":1800},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Dimension Calculation {"data":{"dim_id":"0271f2c3-a982-49ca-869f-81b3369bfee7","height":3.48,"width":8.64,"ceilHeight":4.0,"ceilWidth":9.0,"biggerDimension":9.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":12,"sign_type_id":1,"heightOrWidth":"9.00","return":3,"price":76,"created_at":null,"updated_at":null}},"defaultShippingRate":1800},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Dimension Calculation {"data":{"dim_id":"8318cd42-eec8-43ec-8c45-e2286facd8af","height":21.36,"width":20.76,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":1800},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Dimension Calculation {"data":{"dim_id":"4c671840-fdb1-4ddb-b4be-475be838f033","height":35.15,"width":41.67,"ceilHeight":36.0,"ceilWidth":42.0,"biggerDimension":42.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Dimension Calculation {"data":{"dim_id":"bcbf9a7f-49e0-45c8-847d-62350aac2896","height":20,"width":51.52,"ceilHeight":20.0,"ceilWidth":52.0,"biggerDimension":52.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":9,"baseProductionCost":2767,"result":[{"id":"d88ea41d-9450-4ca5-8a42-7d3c051e488e","height":6.52,"width":63.79,"depth":3,"price":502},{"id":"a48b3de5-0cd9-4b7e-b4d6-6d5016bd9093","height":8.03,"width":21.52,"depth":3,"price":248},{"id":"c93a3557-6b0b-4529-bb69-e55abbdba91e","height":4.7,"width":16.82,"depth":3,"price":171},{"id":"b308796e-1986-404b-a778-5f1519b9d709","height":16.06,"width":30.45,"depth":3,"price":412},{"id":"65e4af0f-7afe-4ae4-8fe2-0e23ce9c39b3","height":11.82,"width":9.55,"depth":3,"price":106},{"id":"0271f2c3-a982-49ca-869f-81b3369bfee7","height":3.48,"width":8.64,"depth":3,"price":76},{"id":"8318cd42-eec8-43ec-8c45-e2286facd8af","height":21.36,"width":20.76,"depth":3,"price":248},{"id":"4c671840-fdb1-4ddb-b4be-475be838f033","height":35.15,"width":41.67,"depth":3,"price":502},{"id":"bcbf9a7f-49e0-45c8-847d-62350aac2896","height":20,"width":51.52,"depth":3,"price":502}]},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":38.0},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"0.89"},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":2.0,"PSUCost":98.98},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2865.98,"taxFactor":0.0887,"tax":254.212426},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Box Calculation Details {"data":{"breadth":44.0,"boxDepth":8,"oneBoxCapacity":55.0,"noOfBoxes":3.0,"noOfFullBoxes":2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":55.0,"widthOfHalfBox":10.0},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":349.46762589928056,"shippingWeightInKG":158.48871922869867},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":158.48871922869867,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":7,"min":"136","max":"160","rate":"150","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2767,"PSUCost":98.98,"tax":254.212426,"shippingRate":1800,"miscellaenous":0,"signPrice":4920.192426},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":37.42,"sign_depth":3,"totalCost":4920.192426,"TATDays":7,"baseProductionCost":2767,"productionCost":2865.98,"PSUCost":98.98,"tax":254.212426,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":9},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":37.42,"sign_width":"120","shipping_weight":69.5,"shape":"rectangular","dimensions":[{"id":"d88ea41d-9450-4ca5-8a42-7d3c051e488e","height":6.52,"width":63.79},{"id":"a48b3de5-0cd9-4b7e-b4d6-6d5016bd9093","height":8.03,"width":21.52},{"id":"c93a3557-6b0b-4529-bb69-e55abbdba91e","height":4.7,"width":16.82},{"id":"b308796e-1986-404b-a778-5f1519b9d709","height":16.06,"width":30.45},{"id":"65e4af0f-7afe-4ae4-8fe2-0e23ce9c39b3","height":11.82,"width":9.55},{"id":"0271f2c3-a982-49ca-869f-81b3369bfee7","height":3.48,"width":8.64},{"id":"8318cd42-eec8-43ec-8c45-e2286facd8af","height":21.36,"width":20.76},{"id":"4c671840-fdb1-4ddb-b4be-475be838f033","height":35.15,"width":41.67},{"id":"bcbf9a7f-49e0-45c8-847d-62350aac2896","height":20,"width":51.52}]}},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Input Parameters {"data":{"dimensions_count":9,"shape":"rectangular"},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:15:59] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 09:15:59"} 
[2026-04-07 09:16:00] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 09:16:00"} 
[2026-04-07 09:16:00] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 09:16:00"} 
[2026-04-07 09:16:00] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 09:16:00"} 
[2026-04-07 09:16:00] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 09:16:00"} 
[2026-04-07 09:16:00] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 09:16:00"} 
[2026-04-07 09:16:00] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":889.8399999999999,"dimensions_count":9},"timestamp":"2026-04-07 09:16:00"} 
[2026-04-07 09:17:47] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"164","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php579D.tmp"}},"file_present":true},"timestamp":"2026-04-07 09:17:47"} 
[2026-04-07 09:17:47] local.INFO: Validation Passed {"data":{"sign_width_or_height":"164","user_input_dimension":"width"},"timestamp":"2026-04-07 09:17:47"} 
[2026-04-07 09:17:51] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":21},"timestamp":"2026-04-07 09:17:51"} 
[2026-04-07 09:17:51] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":21},"timestamp":"2026-04-07 09:17:51"} 
[2026-04-07 09:17:51] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":21},"timestamp":"2026-04-07 09:17:51"} 
[2026-04-07 09:17:51] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":21},"timestamp":"2026-04-07 09:17:51"} 
[2026-04-07 09:17:51] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"164"},"timestamp":"2026-04-07 09:17:51"} 
[2026-04-07 09:17:51] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"164","file_size":68952},"timestamp":"2026-04-07 09:17:51"} 
[2026-04-07 09:17:51] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":21,"objects":[{"index":0,"position":{"x":752,"y":649,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.81,"bounding_box_area":441,"exact_perimeter":113.79,"approximate_perimeter":107.8,"convex_hull_perimeter":82.13,"perimeter_pixels":649.4356415871832,"original_contour_points":276,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1629,"perimeter_to_area_ratio":0.6781},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_col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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":602,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.81,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":602,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.17,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3132,"perimeter_to_area_ratio":0.3465},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":752,"y":349,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.67,"bounding_box_area":441,"exact_perimeter":113.54,"approximate_perimeter":107.65,"convex_hull_perimeter":81.96,"perimeter_pixels":648.02142802481,"original_contour_points":276,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1634,"perimeter_to_area_ratio":0.6772},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":625,"y":347,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.57,"bounding_box_area":454,"exact_perimeter":108.35,"approximate_perimeter":100.53,"convex_hull_perimeter":68.97,"perimeter_pixels":618.4163056034271,"original_contour_points":209,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3035,"perimeter_to_area_ratio":0.3821},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":12,"position":{"x":170,"y":302,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.72,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.67,"convex_hull_perimeter":84.95,"perimeter_pixels":562.5929291125638,"original_contour_points":122,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5144,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":13,"position":{"x":2,"y":302,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.21,"bounding_box_area":844,"exact_perimeter":115.7,"approximate_perimeter":108.64,"convex_hull_perimeter":96.45,"perimeter_pixels":660.3158005400394,"original_contour_points":351,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3137,"perimeter_to_area_ratio":0.3462},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":14,"position":{"x":752,"y":49,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.81,"bounding_box_area":441,"exact_perimeter":113.79,"approximate_perimeter":107.8,"convex_hull_perimeter":82.13,"perimeter_pixels":649.4356415871832,"original_contour_points":276,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1629,"perimeter_to_area_ratio":0.6781},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":16,"position":{"x":873,"y":8,"width":61,"height":169},"scaled_width":10.69,"scaled_height":29.61,"actual_filled_area":127.07,"bounding_box_area":316,"exact_perimeter":83.73,"approximate_perimeter":77.47,"convex_hull_perimeter":68.35,"perimeter_pixels":477.8822509939089,"original_contour_points":78,"approximation_points":12,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2278,"perimeter_to_area_ratio":0.6589},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":19,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.81,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":20,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.17,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3132,"perimeter_to_area_ratio":0.3465},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-07 09:17:51"} 
[2026-04-07 09:17:51] local.INFO: Nested area calculated {"data":{"nestedArea":11825.197500000002},"timestamp":"2026-04-07 09:17:51"} 
[2026-04-07 09:17:51] local.INFO: Mapped objects from Image-to-Text API 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5W6pvEtERPjggw+yarm/qK2tDffee2/cVvG9ZbMNz8/Px7Rp07LJbv1BAPDuu++KZioMajq2/uRmKuZMjT47OCJLnQQAoVAIl19+uWFD3lzz21OOFwxhj9zj8fT9GQPDmSKRCFauXGnoLWnuLtcbltNpZOaaoauvvtpy9WCWUiAOYMhBBjkrI11rXXPOFF+bNcMPfvCDrP1NJ2mahhMnTmDq1KkG9Sm3/k1Xug2HMs2TRVEUkbT31FNPZQFOFwHAkiVLDE4PdXmy5nTT3nJ34BJdiD1PnjwZhw8fzu4O9ZYA4KWXXhJqmMh4YIR8MBOlCeBEW4gejwd2ux2LFy8ePP0aM5FCoRCOHj2KsrIyQ3t8uVCMQU3n5kF3XjOXnHDMecuWLYM6NDmgBACXXHKJYUvPXFGQjiWQFTZ3Nudz6F9++eWs95wqaZqGRx99NOVW+nKppbn009x+yFz/a7W4Wz5i56qrruqXvs9DhgCgtbUVHo8HLper2zN44rE55ZXIuPkup+eYMyitlJOYtYXL5cKjjz6alV4rBAD/+c9/sHjx4hiJS8YMgDwRzF3g5Hi03P841VMyZW963Lhx2LVrV9b+JiMAuOOOO4TaYxtrRS2bD5uSa2pJAkYGWC44SwZuvGPt+FqXXHIJWlpastka3ZGu63jqqacMg8jpNFYKwlia4nnOLP3cnUauiJdP9UrE8gHOPOlkM/Dtb387K73xCOg8Way8vNzgvFAKapnI2L2NyJhr9elPfxrf+c53xN9mW25VLZubkcqneT3yyCNZ+2umM2fOYNmyZQlVaDI2p7rKFfDjx4/HM888g/r6etxwww0GKbZaWc+TTi7plNfbTqcTEyZMwLFjxwbXmQV9Sa2traJlQryjaORGJolYjmDJec1utxtr1qxBW1sbAGDPnj0oLCw0nClvpfhaPryYf4/XdXbmzJkDcmpZxhEAHDp0SDQQ6Q1T12CbveXZs2cb4sAAsGnTprjn8JmdMHmiJft+3hr0+XxYt25ddnOhubkZ8+bNE6mqvWHz0S4OhwPFxcV44403YrIoAoEAZs2aJfKvZPXaG3CpS92XlZXh5ZdfHr7qGYBoMEYWbV4ye0iSt2y327F27dq4AX4AePPNNw1eMDfmNEuyFZXN4LKP4PF4MHPmTDQ3Nw8/BwsAdu/ejbFjx1peZ1pRy0QX4s+VlZUJu8uEw2HRnkH+fr6O+bVk38+NU+S8rpUrVw6vrcFwOIyGhgbMnj0bRMYj0NJhc4kIEyZMwLvvvptQaqLRKM6dO4cvfelLMSFLGSyyqFlYtXOxGt/Pn//85+EjvdzQhIjSJrWKohg86jVr1lgaUAB46623UFhYaJBaVrOpgKsoSkwM2+VyYcqUKUkn2pCgpqYmPPfcc4Y28UTWYrtWwV24cCEaGxstD2QgEMA999xj6FZnllyrmkP+vByIuemmm4Z2AzIAOHLkCKZMmSKAlU/ySIdaHjNmTMpHnwNAQ0MDRo4caYhumZ0lKzY3Xut8bm+0fft2nD59emgCDAALFiwQZ+7IdsoKy16tuWUR/75t27YeNbDWdR1vvvmm2BCgLm0iB0as3md3PHHiRLz//vtDTz0DwNq1a1FSUmJ44HiBhO5Y7jkle6V8xMvcuXPR3Nzc44EDgF/84hdxy0LNXnRPedGiRQgGg0PjqDeizqYl+/fvR2lpaYy0xdsf7Y4dDodB0uXfJ0yYkLI6jkenT5/G1KlThdctb+6ni1etWjU0pDcYDMLv9+P6668XD5eTkxOT4GYFXLl+R44qERF+9rOfpWU9ycnvsiaxeuxMMpa11JCIXum6jgceeMDwkLwHKgf3rahldlrMtvrLX/5yWvOYzp8/j5UrV8aEIZPdnxXm2Pdll10Gnvjpuu9+JV5D+nw+cc4d2y62mak4KnLsll8rKirC/v3706rmdF2H3+/HF77whbQcZ87Mk4WvuWLFisGpngGgpaUFEydOFIczygc/yNJrFWBejvD7i4qK+sx+BYNB1NTUwOl0Gjzo3jCPA9GFfeq//vWvvXICB4Ta29tx5513Gs65JUm9yoBaTShnaeedm7lz54o92r54hkAggAULFqRVemVt5XK5UFZWhqNHjw4eCQaA559/Pm41XiJmm0oU6zAxcxv7UaNG9Xm9LKf+FBQUiFCkvCmQ6jl/5lO0uVHLrbfeOjjABYCDBw/iqquuMgBkNak8Xt4xJ6TJE2Tjxo39kgwOAFu3bhVmQf4pa5xU2jaYKxLHjBkzOHKfdV3HrbfeapA+WSITcTyPVFFiS0k++9nP9msRlq7rqKqqMtyDWVVb1UwkTQr5M+Xl5Th06FDmAgwAv//978VMNp/tk4zNAYp4E2LSpEl46aWX+nUQNE1DfX09KioqYlRsKt4+S7d8sJUs/bfddhtaW1szD2AA2LlzJ8rKyoQUMqhW14iyJ23+DEvKQJ3dAwCPP/44FEUR+88ul8uQD53s+czv4fU6Z3p4PB587WtfyyxwAeDEiRNit4ePdGG1k2pcVpZgWf0tXLgQ//3vfwfs4f1+v6iGcLlcKbdHMqfvyOMix7N37NiROQA3NTXh3nvvBdGFc3u44j3epncylpcKLBllZWUD3sQaAOrr6zF+/HhDW/5UD7WKt77nzEkiwic/+UkcPXp04LMndV3H3r17xY2TJG3mY1rI4gCY170ejwcPPvhgRsxmTdPwxBNPiAnMpsdqZb/8bGZw+TqqqmL58uXdHuzcL8Sb3FdccUVK6ikRy4nfLPlz5swBUz8/Ylzq6OhAdXV1zITlWDm3dUil9JRZURQhHE8++eTAPTMA3HbbbSKwkMpDxGOWfFkD5Ofn4+9//3tGZfADnSdnjxo1ytBRJxGnCnJ+fj5KS0tx8uTJ/u+9AQCbN29OSSUlY3lLjwfDaqJbfxMA/OpXvwLRBT8jEYBWwOVxlB3KRYsW9W/lIAA0NjaKrIpUqvCSsRz0mD59ekYCyxQKhbBgwQKhZVgVy0nslKJKlvd82UT95je/6b9xaG5uFhEb2StO5UHiMU8Sl8uF0tJS1NbWZjS4QGfCX0lJSUwxGdvfVLSaHI2Tu/eUlpbi7bff7vux4Dwj842lw+bKMdf169dnNLBM4XAYTz/9dLdqNpVlIE8GnuTyca6f//zn0dTU1Hfjoes6nnnmGVx66aWG3Zt0noSZk5ODysrKQXUSCAB89atfjQmZmnOfrTAvH/kzOTk5witfu3Ytzp07l/5x0XUdx48fR2Vlpfhyr9ebcoAiEXM4rqGhYVBlB4bDYZw8eRIjR44UWSckPZNVk8WOFCcHyIn2itLZe7Kmpib9fZ87Ojpw9913C89Q3sO0mlDOEs5n4soP5nA44PV68eMf/3hQAcsEAFu2bImR3lTtbjK+4YYbUF9fnz6TBXRWo8sFWzzLPB6PoXmIlaoAj8djmM08U2+88cbM3BWxSG1tbfjiF78oQJXPGUyHw8lO2vLly9MTmoxGozhw4ABmzpwpvoQzE8w3bQVYuSmnfFTqmDFj8Oqrrw5aYIk6hWDfvn0oKSkR+VLmDf7estPphN1ux+9+97veBzei0ahYy/EaVAZWbkWfSqEUkfE0zccee2xQA8sEQMSeeZxSadqSiNnu2mw25Ofn45133ul5gIOXPbw4N9tJn88n1I683u2O+fPm/Kibb765R/U9mUq6rmPGjBmGSU9pANfcoba6uhonT55MfdyAzkYkBQUFooyD+y3JOxvxPMNkDhWrFqLO9NTdu3cPCallOn/+PPbv329IiU3XioLXwKwNNm7cmJr3rGkawuEwKisrxaKab87cxIsBt9KNxtyBtaSkBA888MCQApYJANasWSM0HKVJLctLLZvNhuLiYuzdu9f6xgoArFixQiSBkwQk/2Q1nIrkmktIrrvuOvj9/iHbM+J///ufaFCa7k7usr8ydepURKPR5ELCqal8EXN3l2RfGq+FPIMrn1zt9Xpx+PDhISm1TLquo7GxMe7GilyKmkqhmXwt9ltGjhyJu+66K/FYAsDHH3+MKVOm9Mh1l8GV86fkv7kkct26dUMaWKbm5masXr1aeLpceG4eX6ulorKgyUAXFxfjiSee6H5MAeB73/seiMjgBafr/ABW63PmzBm81W09IG6kRiZQ3G635c1+ImNcgD8v/z1+/Hg0NDTE2l8A2LZtG5xOZ8wX9tZeyNJbWlo67M4FADqrHbkDgCxxqfSTjrek4mghf/6b3/xmbN3vmTNnMHr0aPHFcoiRyFqQojsPWY6vbtmyZVg2nAaADRs2iDHlGLTcztBKEIgSaFNeHu3cuVMEN+xERA0NDdTU1EQjRoygYDBIeXl5BIAAkNvtJl3XU34gRVEEExEtWbKEli5dSm63W0nDeA0qUhRFiUQi2LdvH7366qukaRq1t7eT0+mk3NxcCoVCZLPZEl7D6XRSKBQiu91ObrebbDYbaZomxjcQCBAR0f79+2nu3Lmd30vUaRfy8/Pp3LlzlJubK97s8/lIVVUKBALk9XqTPgRrW/5CGeDm5mYqKioihf85zAgAWlpaKC8vT4ypzWYjj8dDgUCAHA5Hws+rqkqaplEkEiFVVcUJ3UrX6dwAyG63C+EcruM8bOj/f4YdXryDbQsAAAAASUVORK5CYII="},{"id":"274ede72-371b-4bd2-b8da-93b4a1f5822e","height":22.78,"width":19.97,"perimeter":108,"area":283.67,"image":"data:image/png;base64,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"},{"id":"e0d1a9e0-8776-46bd-bb81-8a5d89a7e435","height":30.66,"width":18.92,"perimeter":98.57,"area":397.81,"image":"data:image/png;base64,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"},{"id":"f120234a-6d4d-449a-8d3d-bfac52f77ac0","height":30.14,"width":28.03,"perimeter":115.8,"area":334.17,"image":"data:image/png;base64,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"},{"id":"d96ef269-9ba4-499a-b98b-026f1bad9c16","height":21.9,"width":20.15,"perimeter":113.54,"area":167.67,"image":"data:image/png;base64,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"},{"id":"f93f031a-e808-4002-a44c-a39d929dbf1d","height":22.78,"width":19.97,"perimeter":108.35,"area":283.57,"image":"data:image/png;base64,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"},{"id":"31743f47-86ab-4f17-8996-d561c36bf948","height":30.14,"width":24,"perimeter":106.86,"area":177.37,"image":"data:image/png;base64,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"},{"id":"78a7f932-6587-428e-9e56-1e1919faf060","height":30.66,"width":18.92,"perimeter":98.78,"area":399.44,"image":"data:image/png;base64,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"},{"id":"600e37f6-7c88-416d-bf71-320844b6ad23","height":30.66,"width":18.92,"perimeter":98.57,"area":397.72,"image":"data:image/png;base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"},{"id":"c6d9ff9e-e857-477e-8831-6f6d5a1dd4b8","height":30.14,"width":28.03,"perimeter":115.7,"area":334.21,"image":"data:image/png;base64,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"},{"id":"c8f32718-7f37-4c0f-8536-350e804b304f","height":22.78,"width":19.97,"perimeter":108,"area":283.64,"image":"data:image/png;base64,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"},{"id":"019d4258-ddec-4b8a-a9d8-1e7ade7210fd","height":30.14,"width":24,"perimeter":106.86,"area":177.37,"image":"data:image/png;base64,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"},{"id":"d000272a-f5eb-40a0-83e5-b57e3e043c0d","height":30.66,"width":18.92,"perimeter":98.57,"area":399.37,"image":"data:image/png;base64,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"},{"id":"1a9d1ebe-796f-4c01-86f7-f46183afdb60","height":30.66,"width":18.92,"perimeter":98.57,"area":397.81,"image":"data:image/png;base64,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"},{"id":"8e8fe4dc-5399-48bf-a082-6a83800018fb","height":30.14,"width":28.03,"perimeter":115.8,"area":334.17,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-07 09:17:51"} 
[2026-04-07 09:17:51] local.INFO: Number of letters detected {"data":{"noOfLetters":21},"timestamp":"2026-04-07 09:17:51"} 
[2026-04-07 09:17:51] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":2176.46,"perimeter_in_feet":181.37},"timestamp":"2026-04-07 09:17:51"} 
[2026-04-07 09:17:51] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[167.81,283.67,127.07,177.37,399.37,397.81,334.17,167.67,283.57,127.16,177.37,399.44,397.72,334.21,167.81,283.64,127.07,177.37,399.37,397.81,334.17],"actualFilledAreaSum":5661.65},"timestamp":"2026-04-07 09:17:51"} 
[2026-04-07 09:17:51] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":39.32},"timestamp":"2026-04-07 09:17:51"} 
[2026-04-07 09:17:51] local.INFO: Average character height calculated {"data":{"avgCharHeight":27.99285714285714},"timestamp":"2026-04-07 09:17:51"} 
[2026-04-07 09:17:51] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":936.0,"originalHeight":779.0,"ratio":1.2015404364569962},"timestamp":"2026-04-07 09:17:51"} 
[2026-04-07 09:17:51] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"164","otherDimensionOfSign":136.49},"timestamp":"2026-04-07 09:17:51"} 
[2026-04-07 09:17:52] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"15744\" height=\"13103.179487179488\" viewBox=\"0 0 936 779\">
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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":647,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.67,"bounding_box_area":454,"exact_perimeter":108,"approximate_perimeter":99.98,"convex_hull_perimeter":68.97,"perimeter_pixels":616.4163056034271,"original_contour_points":211,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3056,"perimeter_to_area_ratio":0.3807},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":602,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.81,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":602,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.17,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3132,"perimeter_to_area_ratio":0.3465},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":752,"y":349,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.67,"bounding_box_area":441,"exact_perimeter":113.54,"approximate_perimeter":107.65,"convex_hull_perimeter":81.96,"perimeter_pixels":648.02142802481,"original_contour_points":276,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1634,"perimeter_to_area_ratio":0.6772},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":625,"y":347,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.57,"bounding_box_area":454,"exact_perimeter":108.35,"approximate_perimeter":100.53,"convex_hull_perimeter":68.97,"perimeter_pixels":618.4163056034271,"original_contour_points":209,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3035,"perimeter_to_area_ratio":0.3821},"image_base64":"data:image/png;base64,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Vk6c9iqKIDtnW1kYfffQRRaNR0bivvPJKY4yB2WyWbNumRx99VLxoIBAoaBCPxyP+1jRNGAX1mGQCWdo8Ho+os6ZpQv37/X7RWbu7u4U63bRpU9XqUzMC6QTuvvtul3rklyynciM9YxiGK095Qs4TcE3TXGpOHns1TXN5aIqVw14buYz8Z/Iv5eDPW1tbKRwO0wcffEBERK+//npNCazaeuBDDz2E1157DbFYDKZpCoezbdvQ9ZF95o7jAMjdLaSqqispioJgMAjHcZDJZGDbNnw+HwzDEM5s27Zh2zay2Sxs2xYXaXB+AMRzjuOIZBiGqK/f74dhGMhkMrwqAdM0S3p/vlJncHAQAHDjjTeip6cHu3btgmEYZbfnmCGbzdKjjz7qUoXcew3DcKnMUtJwksGfs4Tx54qiCJOey/Z6veTz+QrGVnaOyxLKSZ6LGoYxorM8XwJ5SiQbZStXrqSrr766flXo4OAgrV271vVSgUBANI5pmiVPEUqZK7GaZFWYb1Rw4jFL13Xy+XzU0tJSoHrl/GTiAoEAmaYp/nc4AySfQK4//80GW7kduFwCR70eGIlE6MMPP8T3v/99qKoKn8+HeDyOeDwOwzDgOA4sy4JlWUItnQryFEpRFOi67lrry2QyICLoui7Upc/nw+LFizF79mx0dXVh6tSpmDlzJqZOnQqfzwfbtpFOp5HNZuHxeJBMJtHf34/e3l4cOHAAO3bswLZt27B3716Ew2EMDQ256sl3FZWCbDaLjo4O9Pf3A8itVQK5W8d0XS8rr3IwKgLj8TgdPHgQd911F5LJJAzDgG3b4ntuMG74kcgDTo6BAMRdevzStm2js7MTx44dg2VZOPvss3HhhRfioosuwmWXXYYlS5YU3L9nWRZs24amaTAMQ3QkeTw8fPgw9uzZg4MHD+Kll17CoUOH8NlnnyGTyUDTNGiaJsbMkdyeqqqiv78f4XAYkUgERATTNMWYXFdIpVJ05ZVXkqqqLqvT6/UKtabrOgUCgVFZofljIKuxiy++mF566SU6fPgwyXAchyzLokwmQzydcRyHHMehfDiOQ5lMpuh3AwMD9OKLL9KCBQuKjo1yyleh/JzcJtX2MFVlDCQiWr16tRjnuOKyOc0LrVxwKePAcCZ9OBym2bNn0+uvv06ff/65aOxoNCocyZlMRnzOn8nIZDKUSqVc3zGBTD4RUSKRINu2KR6P05o1a2jevHlibByJQCA3ked34U5XTUd9xQQSEe3du1f0sPw530hJDl2QSWWrL5/4cDhMd955Jx0+fJiy2eyI0lUuOB85ZbNZkfeOHTvotttuEw3HhgmTM9aOiIoJPHr0KK1atUr0ONlHWEoF8i1Nj8dDgUBAkMamuKIoNGPGDFq7di0REQ0ODgryakUgI51OUyKREH8fPnyY3n//fTrvvPMIOOkCPB0epIoIdByHXnnlFVeYwXDElEpivmcfAHV0dNCyZcto//79REQUj8eJiAR5tSIwlUoN+5xlWdTb20vLli1z+XPb29vJ4/GM2aJ0RQQODAzQkiVLREZc6VJXE2TjJn9MlAf+a665RhAWjUaJiCiZTNacQIZt20JdZzIZ17iZSqXommuucY118s+6JZCIiINzOAKMMy3V0pKNHf4pO4AB0A9+8AOyLEuoMNu2ybKsomNVfqoGgZZlUTKZdBlFDMuyKBaLkW3bdNttt7kWo+teAvv6+uiLX/yiyESO5io1IIkLZ+njOBP+/qabbqKhoSFX4xKRmBrUmsBkMknpdNr1fSqVolgsJjqU4zji9+uuu45UVXWtedYlgY7j0HPPPedSg5B63am8+vmJXW1yZUzTpG9961tERCL2MhKJEJHboBgLCeTPWPJ5ekF0corBvxMRLVu2bEzXMkdFYE9PD11++eXCdJanDqqqluzrYxXKUwauzOWXX049PT2uhiEiGhoaEg3GkjkcecXmfuUSyPnwGCs/I0tmJBKhZDJJRETZbJa++c1v1i+BRERPP/101Sogm96maZLP53NNzusdrM6JTna2aDQqjDt+L/knUL2417LXA1OpFN56660RiS4FXq8XyWRSrK95PB7cfffdmDx5sssPWu+gEz5Rn8+HbDaLYDCIn/3sZ5g+fToURYFlWWhraxMbcXhH1OmoKL355ptl+TNPleQ8vF4vLVq0SFh73KsbAfKYKc8d77vvPgJy3hqWFN5jUWnbcSpbAp977jkkEomqeNNZynw+H3w+Hx588EGxUk+no4eWCW4DRVHE0pbH4xFLW7fccguWLl2KTCYDx3EQDAYBlLckVVUMDg5W1csgB8b+6Ec/IqKTVmc1JuW1huz0JnI7zdnIevvttwvG+2ru+yhZAomI3nnnHTiOI9bUqgFN06AoCu6//34AQCAQ4PKqkn8toSiKWGAG4FrjbGlpARHh61//Or7zne8AyNkPAMR6ZK1QlEDbtvHGG28Ig6NaBKZSKdx+++3o7OwEALEtulGMGNM0CxauWUWyAXP//fejtbUVvLm31iq0KIF79+7F1q1bEY/HoaoqLMuquKBMJoOJEydi1apVsG0bmUwGHo9HhBzUO4aGhgCc1BYej0fUmzsgEWHOnDm44IILxP/pul5SRMJoUUCgZVn0zjvvYP/+/aJypTZwMVWhqqqQ4HPPPRdLliwBEUHTNBF20AgIhUIACt9R13URpsFxPHfddZd4bqS9+5WiIHfDMPD+++8jEomIuMxS1QA/x2MdcPJwAZ/PhxUrVgA4+aJATvXUXczIKKFpGlRVxZw5c7BkyRKoqgrHcWpKYkHOyWQSW7ZsAZBTE4ZhCDJGAp2IGmPpAk4GvHZ1dYkBXn4eaJwxsBRomoZp06bh2muvhaIoYzsGplIp+uijj3DkyBERCsgehZEgGzo8ZsqRXZdeeinOPfdcETXNvRNAyR2k3sGWp67ruOaaa0Sb1LKDugjUNA1vvvkmksmkUJ1EVFYFZDI4rA4Arr32WgAQBCqKIvKt9TgxVuB3V1UVc+fOxfz582veOV0tp+s6/va3vyGdTgspKtXIkD0VDCbI4/Hgq1/9KmzbFuOqjPEigWxVA7l3uvrqq8fWiEkkEti5cyeAnDTKFlap4HFN13XxMhdeeCHC4bDLuJEt0fEA1jTcXo7jYPny5cKlViu42Pn888/R19cHACI0nfX6SMjX90yU1+vFRRddhHg87vresixomjauDBgiEue2maaJ+fPno6Ojo6Zlugj88MMPxfwlGo2K3lSKJ4a3cbHrLZPJCHW5bNkyBAIBYaXy/I+NmfEAWZtwKH8wGMTSpUsBnLTGOVULovWSySTt378fjuMUFFLKPC2bzbo8EvxS4XAY06dPr1qF6xXsKwVyatQ0TZimiRkzZlTNFVkMgsBIJIItW7YUtRLLga7rrv9rb2/HtGnTqlPbOkex8XzWrFk1dVQIAvv7+7F161ZXZVinlwO5t9m2jY6ODvj9/ipUtf4hE8i7subOnYvW1taalSkIHBgYQG9vb8EDpepreduW/H9nivTlO6x5j+O8efNw/vnn16xcQeCRI0fEvj7AbQ6XA9u2oSiK8MLMnTu3itWtXyiK4tJWrMHC4TAWLlxYs3LVE4XRvn37REXkn6USyMYPW6F8iMCsWbNqUe+6gzyNYhsCyEnm2WefXbNyhQTyoeH5qkCuzEiQXUm8mt/R0TFuJuunAhsq8lZwnkZNnTq1ZuUKAlOplLAg2YvOnpNSCDBNUxzbYVkWTNPEhAkTEAqFCuZAxVKjgyXQNE2oqirazOv14itf+YprjihPs4DKfMGsQnH8+HHhvGaUs1og72fnn52dneK8mDMFxTq77D6studJ5QIGBgZEYXKBpYIXLrmCjuNgxowZNTWh6xlyp2e/MlCaU6QcCNm1LEuEP8inG5WqQoHClYtZs2ahvb29itVtTKiqKiLwZHC7VmIjCAI5uIhOHEclGyTlgv2CkyZNKlrxMwXyykwoFBLHhuW3acUE9vX1IRKJCMtRRjl+PF5DlAdwWa2eCZDJkI0Vv98vtFk1HfgqAOzevRsDAwMFpyWVi3yi5EDYMxns3M4/MKicKdqweQPAp59+ilQqJQpiUQdKn8jLoYf8/+MtZGK0YMOw2JhXFQLT6TQSiYQY/4hITOhLDerlaQSfC8butDMFxWwGng8GAgExnZKPJRvNYkE+RGks3k2VVxt0dXWJKG1Z6ioNOxQTeZ5k5uvpJqqDmTNnimFG0zQx5ZIt/tFAB2rjIWjCjfb2dhdR1RKSM9u6GGPw2OecODqabYSK54E8uRwPTuV6Be/IklEN61wQKB823iSy+uAoPKAweqESiC7AxDXJqw3kuKBqqE6GCgCTJ09Ga2uray9gufvb5B2p/L/y2uKZAPk95aU4VVWxf/9+14ZQPvsbKL6vslSoQM7EbWlpEX5LeT5YjkTK3huZuDNJquWQFG5Dy7Jw8OBBZLNZ0cbs7Chn/2UxqEBu52woFBKeGKB8P538PK8NJhKJXCFngCutmDrk9rQsCxxzJMfNqqrqWqEfDVQgJ8J+v99148lo1qq4R7HHvb+/v8DzMF6Rbz9wG7Ak8h57/g6ozr5BFcCw4YQ8wS9FgvKj2QCgt7cX0Wi04ko2CopN1Nmy54VyWV3KGm+0UAG4ThYqtuBYigTlh+ITEQ4dOoTjx49XVMFGwkihKPJurGqdUqUCuTmKHPqQHzVVSiFyJBaQ6xQ9PT3iMqgzFUSEdDqNwcHBostIla7YCFELh8MFpxGVQ2B+7yMiRCIRsS9wvCOfHHlaZVkWBgYGijquq0YgTzQ5sppPHtJ1vSwjxHEcYRCl02ns3bv3jFjdkMc33krO06lMJiMscvlZRVHEHUujhSDwnHPOcW2BZvDdQSNBHpzlxd3PP//8jJnIs+0gu8p0XRcXYtWkTABQFEWZPXs2VFUVHgJeLS5VenjXrTwx1TQNe/bsOSOmEcDJaDzeI8Id/+DBgzUrU0jgpEmTCk6XLVc/54+hRIS9e/c2xFlo1YK8S5klcdeuXTUrTxAYCoUwa9asonOZUgmQd/cCOVXa29s7bo7SOhXyXY88HYvH4+Lkj1rAReCll14q1CirgVIjs2XVKbvU+vv7a9oD6wXcXvLBEIqioKenB5988knNyhUEBgIBXHbZZWJ7FJ84wT9LeQH+KauPaDSK9957rza1rzPIG3uAnFQePHgQe/furVmZgkDDMJTZs2eL6GwmolQDRFa3/H98Tpq89348g8c/OXTiyJEjOHr0aM3KdPnMpk+fDl3X4fF4yj6Ijp9nCebDwAOBADZs2IBYLAYAYj5ERMJLM97GSH5HTdPwxhtvFNgVcqoULgK9Xi8WLlwIy7IKfHYjQQ7JYDiOg1QqhXg8jlQqBcdx4PF4EIlEoCiK2Ho2HpabeEMsAGHNp9Np7Nmzp6aODFfLmaaJq666qugmz5HAPSrfGc4emT/+8Y9Ip9PQNA3BYFCUEY1Gx8U8UT7kwDRNKIqCHTt2oLu7u6blFnT9q666ChMmTMh9WeZqsRyaL0NRFLz88suIx+NIJpPQNE2E7PMyVqODpU8eDt544w1EIpGxO7VeURRl8eLFmDdvXkUBTjKBvBa2c+dO/O9//xPR3ww5WqvRwWuofJr9hg0bANT25PoCCQwGg/jSl74k5jWlGhinCkckIiQSCWzcuBGBQADpdBoej2fc7cXIZDLidIodO3Zg+/btrvPBa4ECAh3HweWXX46WlpaqFCCH7b/11lsYGBgQO3Wy2ey4DLlwHAd/+tOfxJhfSxQQaJqm8uUvfxkTJ04U41MpDZy/KUY2Zti42bdvHzZu3AgAiMfjMAyjYa4dKAXcUWOxGDZt2gRFUcSht7VCUfu9tbUV3/72t11bpoud7cLTBjkouNgpF/ysbdt44oknYNs2vF4v0ul00fEhf7dUPcwT5YNvuV3y68Wd8b333sPu3bvL9iWPBkUJNE0T1113HVRVRUtLy7BWVDm6nYneuXMn/vKXv0DTNHg8HrHgWSzPYoFSpwter1eofPlKIt4My5tV0uk0Vq9ejXg8LtYDTwuIiM477zxSFKUqSb5nd9GiRbRv3z5xG1g6na7JHbnVhnxFrGVZrnsP+d7fNWvWiNs7+ZZufu9KU9n3B95yyy0F6nO00HUdPp8PiqJg586dWL16tVgwlg8AoCKxJfUggVxP/h3ISSCfVBwKhXDw4EE888wzBX7hWmJYAhVFUW688UYsWrTI1YD5jZnf6MOBxzIigmVZWL9+Pd59911YliVUaK1fthKwc57VKA8r8hUNv/71r7F9+3YxnRgaGjq9i9lERA8//DABuStU+fZpvksekniPpEL5OflK0gsuuEBcgpzNZimbzYpbpOtFbeYjHo+Lyx/lCyFfe+01CoVCrlu9ua2qdYlm2SpUURRl+fLl6Orq4r9H3Rn4APRsNotJkyYBAP7zn//g5ZdfxuDgYN2oyuFAktpUVdUled3d3Xj88ccxNDQEx3HE6VRtbW2n/8yBVCpF3/3ud0nTNJcUliuB8rXcwMlrunVdp3vuucd1h3u9GS9EJC5sZkNG/vuGG24gIHfpsdwe/H6ogvRhGAkcEQMDA9Td3V2gAgOBQMWVlC3Ut99+26WSuJHyb7hOp9Oi8TKZjPh9tHAcR6hE27bJsizX31xGOp0mopwKZcRiMXrsscdcxNUyjYpAAEin0/TUU0+RqqoUCATIMAxBnjw9qIRAVVXp3XffJcdxKJlMEpH7mu9YLOYi07ZtSqfTlE6nK7rGnAnM7zzyJcdEJ8c7uU7r16+njo6OMSGvIgIBYGhoiBYsWFCgKipREflzxPnz59O6detcqjMajQpC5UaXSWPpqITA/PwSiQRlMhlyHIcymQxFo1HX/6xevZqmTp1KAKpmpNSUwGw2S88++6zIzDTNivV7PoGqqlJXVxe9+uqrREQF6pEt1XwCKxkrZQmUrWAZmUyGbNsW16avW7eOzjnnHPEeLS0t9U8gkJPC66+/XmTm8XgquiddJpA9Fh6PhyZMmEAPPvigaMBkMkmpVIoSiYRLtVWqPmUC86WQ84/FYhSNRkVneuCBB8gwDPJ6vRQKhcjv948JeVUhkIjon//8J02fPl1kWon6kAkMBoOu8TQYDNKtt95KPT09rkZlKZSloxoEMphIljrG0aNH6ZJLLiHTNF1zPaC6lmZNCWQSH3nkETENqJYRw5+1tra6/Iff+MY36MiRI9TX1ycaWB6PqiWB7I9l8hhHjhyhv/71rzRz5kyXwRIOhyvuwKeFQAA4fvw4LV26lAKBAAEYtcNWJpDzkhvE4/GQrutkGAY9/PDDtG/fPiIi1zRCJrMSAuWOwGNhd3c33XnnnQRAqMr8+azH42kMI0YGEdHWrVtp5syZgggA5PP5XGOiaZrk8/mqIqG6rlNHRwfde++9dOjQITFuEbldWjx3kw2RfCllKRvumQ8++IBuvvlmIWWlpmAw6GroYm41Vreapom2KVWLVY1AAMhkMvTnP/9ZZN7Z2UlATgVyJStVM8VUrNfrpfnz59NPf/pT2rZtG6XTaYpGowXzOJYuy7IoHo+7rE1WlzLpqVSK3nzzTbrjjjto4cKFrjLzx7xiiZ8JhUKCSPkzJpA/k8ksNVWVQCAnib/4xS+EevF4PELFyE7s0Y6TMoF+v59CoZD4jjvFvHnz6OGHH6YtW7a4DB6ey8lkykilUrRr1y567bXX6IknnqB58+aJhuc6m6ZZ8vDAxHAe/H/5JOm6LsjkZ0otoxiBFa11KIqiEBENDg7i2WefFfEfgUBA7I2Xf68E8hZlIBf9HI1GsXPnTjz99NN45plnoKoqQqEQpk+fjnPPPRcTJ04EACSTSbS0tGBgYACfffYZ+vr6MDQ0hEQigaGhIRH2D0DszrIsq+TjpoHcslI4HEYkEhEn86qqCq/Xi5aWFgwNDSEej7vCMOrCgc/j0EMPPSR6CltrXq+3qlZqKBSizs5O0WOLORMMw3C5+jgfdsaPVKZpmhQMBoU28Xq9BYZLscR5d3R0iLINw6Cbb76Z1q9fT3PmzBEGD79PuUNL1VUogygXUvDjH/+Y2traRIHFLMvREiirN1nlsJXK4wx/7vV6KRAIuBqfieR8DcMQRLW3txcdk8pxVMh1BEBf+MIXyLZtSiaTtHTpUuGCHO0iQM0IBHIkZrNZuvvuuykQCLjcY9UYAzkvn88nCFRVtWAloNhSV741eKoydV2nQCBAHo9HpFLqyp2Ul846Ozupu7tbTHMWL15cIHnc+U6LFVoMbPXdd999rkqWUrliSSaQJUb+zjRNQZZMJFt7siqV1Sjnq+u6+Fs272WNUar2kK3K9vZ2Wrt2LRHlVnKTyaSLQLlTlCPhNScQgFCnP/zhDwsa1+v1ktfrFY0iz4WGi2SrRIIrTXI9uM5y43u9XlcH4Q722GOPkW3booGPHTtGCxYsEHnU3RiYDzbVV69eTe3t7QScHLe4t+u6Tn6/nzRNI7/ff8pwxHogEHlSLmsDHusB0PPPP0/xeNzVuIODgzUjsCYhU8oJ25iI6KyzzsJNN92ETCYjzGxVVcXpRT6fD4lE4pQbY+oBwWAQsVgMfr9fnK7k9/uRSCSQyWQQDAZx1113YeXKlQgEAq6XKWc6UndIJpN04MABWrRoESmKUnRq0dbW5oq1OVVU21imYtOY/GdaWlrIMAz6yU9+Ilxy+W3Ai+ENo0LzwX7GJ5980jUeQlJF+SGLp5M4TsXUOM/lmMwpU6bQv//9b7HYW+z9G55Ahm3btG3bNlq+fDkBOec3O8BHijs9HSlfAtns5+9XrVpFvb29wxLHOHz48PggEADYsbxu3TqaM2eOkMKRwhZPR8onkC1mXdfpySefFGEWI71zLY2Y0wa2VH/3u9/RwoULG4JARVHohhtuoH/961+UTCZLbsBxo0KLIZPJUDwep1deeYWWLVtWdL7Fv+eTWop/U9O0knyZxcIkuCPpuk7Lly+n119/XawblvOOtm3ThRdeKPL2+XzCiQCJnFMlftbn89HixYtp586d9UEgg5d4NmzYQF/72teEm0yeYymKIjwsyCOJv9d1nUzTLHB0y5Yve2q8Xm+BpygUClFra6v4e8WKFbR27VqKxWLkOM6oGs22bbr11ltp1qxZwghSFIWCwSCFw2FqaWkRTo7h0oQJE8S73nHHHWV3ojEDL7z29PTQH/7wB7r++utp0qRJFAqFXD1WlpB8KZTdZPzZSGGQshN+yZIl9Ktf/YoOHGIFl6EAAAD8SURBVDgg1g8reSdesYlEIpRMJimbzVIymRQR34lEQgQpnyox2L8KAPW7mwQ5Mvv6+nD06FF8+OGH2LVrFz7++GMcOnQIx44dw8DAACzLgqZpYsu2vNtXle5t4OsT+EBbPgZs8uTJmDhxIqZMmYIrrrgCV155JaZNmwbDMODz+eq6fYA6J1AG9zgiQn9/P/773/9i8+bN2L17N+LxOHbs2IFEIoFYLCYWlmUCNU1DR0cHzjrrLEydOhXTpk3D3LlzsWjRIsyYMQPt7e2IxWJoaWlpmDYBGojAYkilUqTruusoD5YuXu2mExtQeRewfJKUmrv6pqHboIkGx/8Dl6Y0mDigpVsAAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"},{"index":12,"position":{"x":170,"y":302,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.72,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.67,"convex_hull_perimeter":84.95,"perimeter_pixels":562.5929291125638,"original_contour_points":122,"approximation_points":9,"s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","detection_approach":"prominent_color_detection"},{"index":13,"position":{"x":2,"y":302,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.21,"bounding_box_area":844,"exact_perimeter":115.7,"approximate_perimeter":108.64,"convex_hull_perimeter":96.45,"perimeter_pixels":660.3158005400394,"original_contour_points":351,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3137,"perimeter_to_area_ratio":0.3462},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":14,"position":{"x":752,"y":49,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.81,"bounding_box_area":441,"exact_perimeter":113.79,"approximate_perimeter":107.8,"convex_hull_perimeter":82.13,"perimeter_pixels":649.4356415871832,"original_contour_points":276,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1629,"perimeter_to_area_ratio":0.6781},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":15,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.64,"bounding_box_area":454,"exact_perimeter":108,"approximate_perimeter":99.98,"convex_hull_perimeter":68.97,"perimeter_pixels":616.4163056034271,"original_contour_points":211,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3056,"perimeter_to_area_ratio":0.3808},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":16,"position":{"x":873,"y":8,"width":61,"height":169},"scaled_width":10.69,"scaled_height":29.61,"actual_filled_area":127.07,"bounding_box_area":316,"exact_perimeter":83.73,"approximate_perimeter":77.47,"convex_hull_perimeter":68.35,"perimeter_pixels":477.8822509939089,"original_contour_points":78,"approximation_points":12,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2278,"perimeter_to_area_ratio":0.6589},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":19,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.81,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":20,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.17,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3132,"perimeter_to_area_ratio":0.3465},"image_base64":"data:image/png;base64,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"},{"id":"274ede72-371b-4bd2-b8da-93b4a1f5822e","height":22.78,"width":19.97,"perimeter":108,"area":283.67,"image":"data:image/png;base64,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"},{"id":"2fe7c2df-6d27-4cc0-bf6b-808707df96c0","height":30.14,"width":24,"perimeter":106.86,"area":177.37,"image":"data:image/png;base64,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"},{"id":"1d84779f-8123-4d9a-8fb9-cc4e8d72aab8","height":30.66,"width":18.92,"perimeter":98.57,"area":399.37,"image":"data:image/png;base64,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"},{"id":"e0d1a9e0-8776-46bd-bb81-8a5d89a7e435","height":30.66,"width":18.92,"perimeter"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aDQqnPLbbrtNWLBhXH8kgJeAW5YFVVUxb948zJkz54xknZUk8Pjx4/jss89Ci0Vy6t/06dNx+eWXI5PJBPJGqxm+7wv1yS6QYRi46667zsj9i3qQiOj1118XjQsDHNy9+eabEYvFxGKP0QD5JU+lUiKp65vf/CamTZs25PcvKQL/+c9/YJpmKLFITuytr6/HTTfdhGw2K1RoWBI+nNB1HclkEp7nIZFIwDAMqKqK+vp6zJo1a8jvX0Tgrl27sHnzZjiOIwLOfJC0/oDKzHBmNdna2oo5c+bANE2kUinEYrHAurtqBRGJylDAqWm2bDaL22+/HUDefeL+CvvlLSKwvb0dx44dAxBO7j6r4ba2NjEWRiIRABg582UVgJOG5b+BfB7pnDlzcP755wdmVrj0V1jjf+AqruvStm3b0NHRAU3TQiHQ8zzouo7FixeL73gMHA2OPIBAX8mLV2bMmIFFixbBdV3xrL7viyTjMKQwQKCu69iyZUtoVZAYU6ZMwcKFC/M3/FwKR8JcXxhgMliieBEnk3PNNdeAiMSCVgBiqXUYCBDo+z527twpPoeFuXPnYuLEieLFkNcVVDvkQEWplUdz584V/6frupDEIRkD9+3bh4MHDyIajYZyccbChQvFQA6cejnClvThgDyWyVLFy+smTJggV0EM/DYMGyBA4AcffICenp6SjasEM2bMgGEY4gH44YZygeeZgvwMrD5lJBIJnH/++QBOVb7g34Q6BhIR7dq1S5TFCAuqqmLs2LHQNC2wPMu27VEzDrJGkReVysVmp02bBsuyxHmsRsMYBwWBruti9+7dsG1bmL3lqLhCEtisVlVVXGPWrFlifR2DHfzRgEJrmo0aXddh2zZuvvlmIXWapoXq/wZ05JEjR0Tnl1pnVw7YYWVLbMqUKWhsbBT6nhvPCzlHO6LRKCZOnCiKOwCnXvownl8Q6Hkedu/eHahEVI6OLnWO/N2YMWMCf4+GcW+wmDJlCuLxeFF14VDHQN/30d7eLi48WPXWV1WIiRMnBq4VdpWGakBLS0vJCexQCXQcB77vB6zFMKzQefPmIR6Pi2u5riuc2tEwnTQQ+FnHjx8vhiUeTkKtE3P06FFxQ5aMct+QUtLH6yBaWlrgeV7JUNPZANY+Y8eOLerXMDSQIHDfvn0wTbMiHS2fr2kadF1HIpEQUgcEyR4tVmh/UBQF2WwWTU1NIgEqzKFDEHjs2DExS8BmcLkiXmrsYyvzvPPOExYYl+SQk5xGO3Rdh+/7gTFQDmhUCsFQJBIRc1lyZaVyIJ/HpDuOg5aWFsyYMQMAxHYBpmmGHg8c6TBNE9OmTRMCwjVDw9BAKpCv78lp40Bpiarh9FEYA5ZLYFYKFchnVR08eLCIwBqR4YCnnArXl4RGoG3bOHDgQP6Ls8C0Hw6w+gQGLgU9GKhA3jc7cuRI4D9q0hceFEURK5fChhA3Xhkrh9DOFiNjKMHqs6mpCaZpliyPWQlUIG/Oy2nuNeLCg+d5UFUVjY2NiEajgfyZ0CIxfFHZL6up0HDAZMXjcZEzygISaihNTs4ZzIXlMiIAxMQth9K4sfLALSf3jHaw8ZJOp5FIJAKbVIZWcpnXssm1Pk8XhWNoqc+Ms0XKOaFJ9gNd1w3l+VUg37l1dXVF6X6DkcTCAueMUiSGqUJGOuSSLExgmAF9lS84bty4olmFcmKVTDr/TlaZ8sEpFmcj+NnZkWcCQxsDTdPEpEmTiiLl5SbdyAQWziWWkuiz0cpNpVJFuTChRWLq6uowbdq0ikRbVoucNi5PIwHF84ZnA5EsFEePHhULQdnmCG0+0LIsZdKkSUJlapomrMmBUKg65cnKTCYjKsAXPtTZAnYbOjo6xDrJMNdGCiUcj8cDGdPlTjwWuhHyZ95qjmfky02UGk3g8Z8r+3M6RVgrswJJTZwPw8m35aBw3pDLSmqaht7eXqxfv174QlxyRPYPRzt47o+1G09mh7XEXFxh7NixAT+wEjGX1SkP3Czd/OZxiGm0g+0K7s+wn1lcberUqYG8/UrB/p48y8HRHiCctPJqQnd3t/gcpjslCBw/fnxJ320glMpIkx32HTt2BDbBGoqHGMngIYa39uF+Cev5BUO6riMWiwk1Khdn7Q99zd5zQ7du3SrUqGwYyfsijWawTcFFYOXhJdS0Qk3TcO6554rPg0UpMhRFwWeffSYqPsl7KYW1hHukgzVZV1fXkFw/IIFz5swJrCwqR4X2JUUskbZtI5lMiukqedXT2aJGXdcVBMqhxjAQYKi1tVWoz3JVqNwohqxWVVVFJpMRE8by0uqzwQrNZrOwbVssnJU1UBgI+IFTpkwRc4Ll3qCv1UnyErONGzeKffmA0St5/MxywELXdWzdulUYMbyfLhBOP8gqVLn00ksxefJkeJ4nHPtKQUTYvn27KBwkYzSMgfILXLi4lf9/y5YtYgNIduS53EilCOiwCy+8EJMmTRJ/hzFjrigKNmzYgMOHD5fcFHk0g+sAvPnmmwFLvK+leKeDAIGGYWDChAli15FQpvx1Hdu3b8eePXvEkuPRlDhc6hlkVQrki0dwiJGXGPT128EiQCARYfbs2aHtcQ7kG9nd3S22Ni3l1I8GyISxKtU0DR0dHdi/f3/gPDYQQ1ehhmHgi1/8ogg6h2Epsc7ftGkTiCgwiI+GMVBGKYn64IMPRLWKwjXyYSBAoKIoSltbG2bOnAkgnA7m+OfGjRvx8ccfB74bLVJYyrfjCW2uvcrgVbphFbwrukJrayu+8IUvwLKscET8c6vs008/FQRyZGY0jIEM+Vl4MjuZTGLTpk0AIOZF5fEx1FAaI51O49Zbbw2spDEMo8ilkA2R/g5ufDQaxaOPPgogn8LBVQyBYPBbPqpBxXJNHU5aYvcgHo/j9ddfx5tvvllUNydMI66IQMuylNmzZ8MwDJimKVQBN5RryJQLzom0bRs7duzAvn37AtNK/Ul5NUioPH/KpbZ4ePjnP/855PcvqYRbWlowc+bMgG4vtJoG07kcA+3q6sKrr74qEltHCzjLgMtJe56H3t5evPbaa0N+75IEep6HG2+8Ea7rio2eZCec1Ws5Vqppmshms8L6XL16tZjcrAYVORBkjcQvua7reOGFF4ZsBiJw/1JfGoah3HDDDWhtbRUJSYVrJmSHtBywilm/fj3+8Y9/CPVcmK0NoGgMHclgfy+ZTCIWi8G2bXiehwcffPCMvKB9MnDeeefh2muvDcxMyL5MudWc+ByOhTqOgz/96U/IZDKjpkqF53mwLAu5XA6xWAxvvfUWPvroo+ElUFVV3HDDDbAsSwzOsiEDlKcCfd8XWWmcibVlyxY8/PDDyGazVT8rL/eL4zg4dOgQfv/73w//1js8O9HS0gLLsooaO5i1DvLMBl/jl7/8pVgVXM0ksp3Q1dWFaDSKZ555Bs8991yo6+D7Q7+D2JgxY3Dfffehu7tbSBEP0uwe9OXDFY5rbHVymK6hoQF33nmnsFB563F5/cBIsVR7enqE4ea6rkiNl7P4OO75yCOPQNM0Udin0n03Ksbhw4epqamJAIjNjBOJhPhcziHvmxuLxcTn+vp6WrFihdjwmDeE5D1rR8JGyPJeufIev9lslhzHIdd1xe6eixcvpng8Lp63cN/h0z2U090EGciXYr799tsJOLW5r2EYFIlEyt6BUibNMIwA+ZFIhHbt2kW9vb0BIuWtTYcbyWQy0B5+0Zg8z/No1apVorOZQN7FcygJHNAPyOVy+PGPf4xEIiHyWlzXFc5ruShMLTdNU6RZXHXVVXAcR6jkkZb8y4X7gHw1Dx77s9ksVFXFyy+/jF/84hfQdV24R+xSjAgQEX3nO98hIL+luGmag36DeNNkeYNgwzCEVN9yyy3U2dkp3vJUKiX2px0JcBxHbIgsb0P+v//9jxYuXCieyTTN0DdCrkiFAvkteT766COaN2+e2Ly33AbK5xXuI89HY2MjAaAbbriBMplMYKwZCfB9nxzHIcdxxHeu61JHRwfdeOONReM8v+BhkVgxgUBeCv/85z+TZVniouUYMn1JK4+j/JCmaVIsFqOlS5fS4cOHRwyJJ0+eFJ97e3upo6ODiIg+/fRT+t73vifarqoq1dfXF435I4ZAAEin0zRz5kyKRCKDbkQkEgmQyduaa5oW2GNeURRatmwZHT16NPDGDyc8zwvsdb97925h2PEhS5tpmiU1zbATSET04osviosykTzGyRKFArXS38HnmaZJ8XicANB1111H27ZtExZfKpUSHShbhLlcTliCnueR7/uBYyA4jiOuYdt2YG971gJ8XSKijRs30pIlS0KVsDNGIAB0dXXRb37zm8ANxowZU6Qay/UTdV0XpBWSfsEFF9C6deuop6cnQF53d3eRgeP7ftF3TEYulxMklTKMZNKI8mqTX5hsNkuZTIZSqRQ9+eSTNGXKFALyLlWYUnbGCASAPXv20CWXXBJQi7quC93PUlguiTyG8G/kMSQej9PKlStF58qS2N3dXSSNtm1TOp2mbDZbJIGytLquS47jUDqdJtd1ybZt6u7uDqjtVCpF6XSaMpkM/frXvxZ+nfzCldP55frLZ4xAIqLVq1eTYRjiYbihsVjstAZxXdcDYyFLMv+9YMECeu655wQRcoSkP6TTabJtm1zXLcstcV2XMpmMIHLNmjW0YMECIXX8ckYikbIkkPulEhJDJ5BJ/OlPf0pA3uriB0skEkKqymmcLKXyZ5lMOaKxePFi+ve//00nT54UfpnneYIkhuM41N3dPSBh/CLIhopt2/TEE0/QrFmzSFXVonbx33IbyyHwdIkcMgJ936ebbrqJgHxcs7Bxg7FW2dHn31mWFegsOYCgaRpdf/319Pzzz1NHR0dArbLDXShtrCYzmQxls9lADDOXy5HneXTgwAFasWIFLVq0iOrq6sgwjMCLGIvFhKtQ7qGqqrC4T5fEISGQSdy/fz8tWLAgoE4mTpw4qAaaptlv3FDTNPEy6LpOzc3Ngd8uWbKEnnrqKTp48KBwuNm6lImSwaS1t7fTk08+Sddff70IPmuaVtTJsVgsIHHsD5dLYCkSyyWyPwIrzln4fJDHRRddhEOHDsGyLKRSKVFucqApocJVu5xDw9NVpmkinU6L83gu0vd9RKNROI4TWMqVSCTQ2tqK6dOno6WlRWx7ylNVXV1dOHz4MA4dOoSTJ0+KHWvk1URyOge3Q84D4hTCclCYdkIFU0iFf5eCPLfI/fDoo4/i7rvvDifnxPd92rZtG1188cUEFBsgLF389kSj0Yots5FyyL4wS65sxDU1NdGGDRvo5z//ecBHHszwUtFsRDnQNE0577zz8Morr6CtrS1QC1NOIdR1XeSOEFHoe/UOB7LZLEzTRCKRKFrzF4lEcO+992LevHloa2sDcGpWhieFK0Voa5wty1Isy8KLL76I8ePHw7ZtNDc3ixl8zpfkhY4jarqlApimibq6OpEe0tzcLHbAWbZsGW677TbE43GFt+HjxDCSps0qQaiL1BsaGpREIoFdu3Zh5syZOHHiBCKRiNgvibfe0XU9tDdwuBGLxXDixAkA+dVdJ06cgKIouOKKK/Czn/0M48aNAwBxDnBqXBySxS2Voq6uTjFNE88++yxmzJgB27bFW8qGTTqdDm0J93Cju7sbmqbBsix4nofGxkaMHTsWa9eu5dpzCpDfXIwz3DnVMoycnyEpE2FZljJr1iy8++67WLp0KXzfRzKZBBGJmpmWZY2YpKVKwEvFeDi44IIL8MYbb6Curg4NDQ3CSsxms4hEIoG9FMPAkNX50DRNiUQiWL16Na677jr+DnV1dQBGTrpEpeAhwjRNzJgxA4899hhmzJgBwzACJr68ezWPfaFuPzcUiMViiqZpWLt2LR555BFks1mxAITfyGoHkzd27Fi8/PLLuOSSS6BpWpF/Fo/HhY/JpTyHZHlZ2IhGo4qiKMrdd9+N9957D1/5yldEEQV50QsQXCxTKnE4EokE6piaplnW+sT+IF+vnKVzsVis6Df33HMP3nnnHUydOlWMeYXgpQVEJKxULrnZ38H34FN+WecAAALbSURBVDUYw7qVLc+7/fa3vxUpFJDCZaWmnzRNK3L8TdMU55YKTw02VFUYyjNNk+rq6sT3qqpSLBYLhM90Xafx48fT008/Tfv27SMaIKSyZs2aQGCj3Kk2wzCE867rOum6Toqi0IoVKwYO4QwViIj27dtHt956K8ViMRGo5oYWkqsoClmWRQ0NDYHgMmeAVUKgZVkiQsJzmn3NpMTjcfF/l112Gb377rvkum5ZHfmXv/wlEEnhzwMdfG4kEqG6ujrxTA8//PDwEQgAnDbY0dFBP/jBDwJvp9zwwslTmRR+GyuVQPnesmQ0NDQI6WMJnTp1Kj300EMie7zc5125ciVpmkaJREK0rZz5xFKzH/F4nP7whz8ML4GMnp4eyuVy9Omnn9J9991HkydPFqqDVVYkEhEp66qqBiQ2DAnkqSP+jvN75CyBlpYWWrZsGR05cmRQxDGef/75QHsGmxgmT20lEomRQyDDtm1yHIfef/99Wr58OU2fPr1I5fDB5IRBIB881haqz3PPPZfuuOMO2rJli5iGOp3ne//992nRokXU3NxMkUiE6uvrKR6Pk2VZ/R48N2pZlmjb7Nmz6e9//zsBIUwnhQ1+uzs7O9He3o7nn38e//3vf7Fx40axnbfrusKSG8jSHEhYYrGYuBZfb/LkyfjqV7+Kr33ta5g7d64Ih/VlYZb7XBzI4Er28Xh8wJBiPB6HbdtwXRexWKxwK6ORvYY5k8lQNBrFsWPHsHPnTmzevBmbN2/Gzp07cfjwYaRSqUCMsRQGInDixImwLAvnnHMO5s6diy996UuYN28eWltbYVlWRaSdCYzoxhWCpbOnpwd79+7F3r17sWnTJhw/fhz79+/H/v37cezYMdi2LXw6nrrieGVLSwumTJmCc845B83NzZg/fz7OP/98TJ8+XSyuUVW1avqlahpaCuvXr6eGhoY+KwYCCASQ5a1PufLGhRdeWNV9UEOV4/9NskThIhtQAAAAAABJRU5ErkJggg=="},{"id":"f120234a-6d4d-449a-8d3d-bfac52f77ac0","height":30.14,"width":28.03,"perimeter":115.8,"area":334.17,"image":"data:image/png;base64,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"},{"id":"d96ef269-9ba4-499a-b98b-026f1bad9c16","height":21.9,"width":20.15,"perimeter":113.54,"area":167.67,"image":"data:image/png;base64,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"},{"id":"f93f031a-e808-4002-a44c-a39d929dbf1d","height":22.78,"width":19.97,"perimeter":108.35,"area":283.57,"image":"data:image/png;base64,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"},{"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"},{"id":"c6d9ff9e-e857-477e-8831-6f6d5a1dd4b8","height":30.14,"width":28.03,"perimeter":115.7,"area":334.21,"image":"data:image/png;base64,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"},{"id":"1a9900ce-b54e-4f13-85c2-559a7d59b8c9","height":21.9,"width":20.15,"perimeter":113.79,"area":167.81,"image":"data:image/png;base64,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"},{"id":"c8f32718-7f37-4c0f-8536-350e804b304f","height":22.78,"width":19.97,"perimeter":108,"area":283.64,"image":"data:image/png;base64,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"},{"id":"1a9d1ebe-796f-4c01-86f7-f46183afdb60","height":30.66,"width":18.92,"perimeter":98.57,"area":397.81,"image":"data:image/png;base64,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"},{"id":"8e8fe4dc-5399-48bf-a082-6a83800018fb","height":30.14,"width":28.03,"perimeter":115.8,"area":334.17,"image":"data:image/png;base64,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"}],"no_of_letters":21,"perimeter_of_sign":181.37,"nested_area":82.12,"occupied_area":39.32,"avg_char_height":27.99285714285714,"widthOfSign":"164","otherDimensionOfSign":136.49,"width_of_smaller_line":20},"timestamp":"2026-04-07 09:17:52"} 
[2026-04-07 09:17:53] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1414,"no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":167.76,"width_of_line_3":167.76,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":31.5,"height_of_line_3":31.5,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":21,"perimeter_of_sign":181.37,"nested_area":82.12,"occupied_area":39.32,"avg_char_height":"Greater than 24 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1aJVW1QDQalb8HVZAjzuM4DgBA15vqWSzLAgDU19dj4cKFOYs0QvRg7N69m8OHD\\/cl4SKRiAxuA2BJSUkryappWpuOkJ+wkaIoPPHEE7lnz55QQuI4lJCO4\\/D111\\/Ht99+6+t40zQ9zk1bvzuOIx0ix3FaScX2oGka9uzZI8vSfH+QED0DJDl16lSPg5GLhFPiloJtxRbdx\\/s9t5Coo0eP5v79+0OGPN6wZ88elpWV+c7CCMZyB8lbOj2CYcU5FUXJK4YpSt2WLVvGxsbG45opjyuVTZKLFi1CMpmUzkUuiOPc6pckSCIej3v+TxxLMi8nJZvNAgBefPFF39cVogcgk8nw3HPPzUuKtXRc3AUYY8aMkTWOaCFF3ce1R6KIIx6Pc9CgQayrqwsl5PEAkly7di0++ugjRCIRkEQkEsn5OiH9FEWRjgtJDBw4ELNmzcJJJ53kfg\\/P7\\/nEuxVFwf\\/+9z\\/Mnz8fx3NZ2nHDkADw1ltvobGxUcYAhapsDy3jkaZpQlVVDBo0CDNmzMDAgQNRVlYmj83HwxbXUFZWhkwmA5J4+OGHkclk8vlYIbojdu7cydNPP12qVreqbY\\/caUR3se2cOXNomiaffPJJxmIxqZ5FpbmfcwsSZkF5eTkBcOXKlUwmk8ellDwuJCRJPvbYY9ixYwd0XYdpmshkMr6yMZZlIRKJQNM02RLbp08fTJw4Ebqu45xzzkF1dbVUz4qiSOnop69bURTYto14PI6GhgYoioK5c+fmbL8N0Y1Bkj\\/4wQ88IRbkEYeMRqNSUkYiEQ4bNoz79u2jwFVXXUVVVaV0zKd8rWWFejQaZUVFBVetWnVcFl30eAlJktu3b8eOHTsAeCdN+L3f2WzWU5rWv39\\/VFRUyH+bPn06otEoVFWF4zhQVVVKPh\\/XJ98jGo3CNE0cPnwYixYtCqT8rbuhxzMkADz22GNIp9OIRqPyxuu67itWKOKCkUgEiqLAMAyMHj0aQJO6tSwLkyZNgqqqMAwDwBEP22+Bhvs4kojFYliyZImcdhGiB8G2bZ566qkEmgoj4IoX+nU+hDoWf7\\/wwgs0TVOq7MbGRg4ZMqRVLDKfFgi3kxWPx6mqKt96663jriytR0tIklyxYgW2b98O4EgoJl9V6JZ+gwYNwhlnnAFN06S6jcViuPzyywEccWQ0Tcs5iEpASFoB0zThOA7+85\\/\\/oKGhIa9rDVHEIMlbbrnFIw1F8z\\/grzLcXe1dWlrKyy67jLt375bSMZvNkiRXr17NeDwuz11WVuZLMiqKIq8jFosxFot5rqu2tpaZTOa4kpI9Fps2bWJ1dbVU1YC3C9DPbB53pbeiKHz44YeZSqXYPLqPJHn48GGS5JgxY1p55YXSXXfddVx52z1WZTcPkEImk2mlOt0pwFxwOzO6rmPy5MmeAgjbtlFaWgoAuOaaa6CqKrLZrO9MTS4sX74c27ZtC2sluztI8rzzzmtVt9jSkcklId2SrqysjCTpOA5J0rZtqbrT6TTXrVvnqS4PYvpFNBrlPffcE45d6c4wTZOrVq3iCSec0CbjIQ+GFMdVVFRw7NixkgmTyaRkxkwmQ9u2uWvXLk6aNMnTLIYCGVLTNA4ZMuS4Uts9DiQ5e\\/ZsmTURjszRKrv9MGRZWRkffPBBGe5pbGyUDGkYBknSNE0+88wzgdiOghRFYSwW4xdffHHcF+92W+zbt4\\/9+vWTEkbX9VZpPOHc+GFIMZ6vtraWJKVTY9u2lJiCKZvbEAKbeiHMhltvvTWUkt0RJDlv3jzPDW3ZA+MO\\/fhhSFVVOWbMGCkRTdOk4zgeGzKZTNJxHJqmyUmTJnlGsxRCImDer18\\/7ty5s8czZI\\/zsjOZDJYsWQIAMnjtOI7H6\\/VThSOg6zoURcGUKVNgWRZSqRR0XUcqlZKpx1QqhdLSUlnp84tf\\/AK2bXuC3ccK8R4NDQ1Yu3YtjrfMTbfH6tWrPb3TfsgtMQW5m7s0TeOLL77IlrAsy5NCzGQyJMk9e\\/awurra42UriiI7F92zx3OROE5RFF5yySU93tvuURKSJN9++20YhpFXHFBIUQFVVWXFjmmaGDVqFIYPHy7\\/3zRNWJYFTdOg67qUhELylpWVYfz48chms9B1XUpZ0b9NEqZpeiZlHA0ihhqPx7FmzRosWrSoR7c49CiGNAwDixcv9hTL5oI4xu0viFYEoS6nT5+O00477ahMLnLjovg3kUhgxowZAJoKfC3LkgMERKdiy4egvesTD0ddXR2efPLJwMa8hOhANGdmPOraj1psq0jXnV7UdZ0ffPCBDH6LoLg7MO52boQK37JlC4cNG+YZMIBmJ8WdysxF0WjUY05UVlZy48aN4VqRYgdJXnHFFa0YCz5vvKCWDFpVVcVkMslsNusJ8wgbUhRXuP9PeOB33HEHy8vLGY1GPeVr4kHxExpyfwbxunvuuScMARU7tm7dykQicUy7ZtDGzUczc4rh9ILxHMfx\\/C4cGdu2WwXNV65cKZkukUi0am3IJywkPlckEuGIESN6LEP2CBvSNE2++eabSKfT0u7LdwJES7tMVVUkEgnMmjULQFORhbADRf2ioiieEJI4h\\/g5YsQInHzyyQCa7FvhxIjX+AkLqaqKaDQq7c1IJIKNGzfinXfe6ZGTd3sEQ9q2jZUrVwKA7Gn2O8rE3Uvtvr+RSAQlJSW4\\/PLLJeMcOHAAwBHnRRxn27Y8h9gia9s2evXqhUsvvRRlZWWwbVv2gWualpdjIrz90tJSGIYBy7Lw8ssv+359iE4ESb766qusrq4+JlUIV6wRONIbraoqb7rpJmkbOo7jIb\\/YsGGDzLaIWKR4X5Ff91OP6R4Jres6TzrpJK5fv56WZfUoKdkjJOTrr7+OQ4cOSUklyG9GRsyA1DRNtgxEo1FceOGFBV\\/boEGDcOmllyIWi8khVIqioKSkxFcrhVDV7hCRZVmora3FvHnz8so6hegE7N27VzZYwafn6ia3V+1uJTjrrLO4b9++giWk4zh86qmnPA6TKNYQ758rl+4OHbnH\\/g0ePJgHDhwIJWSxwLIsvv3229i6dWtB51EURdqCQJNdeOWVV6Kqqqrga3QcB6NHj0a\\/fv3kv+m6DsMw8mqTddu3wgbdvn07ampqeqRz0y1BklOmTPFIOGF3+Z1i29YqEF3X+eWXX9I0zYIlJNkUUL\\/tttukdBTxxHzqMVuSqEyfMGECQ4YsEuzdu5eqqsqbcyz7ZtzHCCYYNGiQrG8MQmWT5Mcff+wxKfwuiD\\/a6GihxuPxOLdt29ZjGLLbqmySXLBggWd0iXvgPOBvJF5L4RKNRnHTTTf5KnzwAzFmb+jQoRg6dKg0C\\/yWponwVUlJCUhKJ0Z8Nsuy8NxzzyGdTvcYpuyW2Lt3L8ePH99KKsZiMakS88naiNf07t2bdXV1UroVKiFFqyxJ\\/vGPf6Su654JGn4lpJCootjYXXQ8bNgwfvPNNyFDdhVIb1V4IeQupCgvL+f48eNlatDNTIVApBR37drl6Ur0Q35szGg0yn\\/84x89YuxKt1TZhmFg6dKlgZzLcRzoui5jkDfeeKMc9RxUjE+YBVVVVTjttNNQUlICAIGYBSKL8\\/rrrwfWCx4iT6xfv54nnHBCIAvWgSPDpIYOHeoZk+Ku7CkUouDi7rvvZjwe9z2Iyq9Kj0ajXLlyZbcvS+t2EpIk33jjDezbty8QCSacIcMwcOutt3rmPgYxn1HkvMXPa6+9FgMHDgzMaRIZqWw2i3\\/961+hlOxskOTZZ5\\/tCaEUQm4bcvfu3cxkMm1OpjhWiPI0wzCkTTpnzhzZDZnr+nJJSHd+vKKigt999123lpDdDlu3bm0zhlgIxWIxDhs2jOl0mmSTdx2UQ+M4jlTXIrb53\\/\\/+1+PZt0d+nBq36n755ZdJdt9AebdS2bZt87nnngv8vKqq4vrrr\\/fspAmihVWcS5gWwgEZMmQIhg8f7mstiR+wuT9HURTMmzcPe\\/bsCeS8IXJg165dHD58eCBDnASJFSFbtmwheaQyPCiIkI9lWdIUsCyLf\\/7zn32lNnNJSBGPFOdKJBL86KOPurWU7BYwTZNz5871eKd+csEtU4PAkYC5sOGuu+46aeOJqRSCcQqFYHD3cKpUKsW9e\\/eyvLy8VfDe7\\/4cN4nPKILnN954Y7dlyG6jshVFwQcffCD7md1l\\/e3BrXpFfFGoSsdx0Lt3b5x\\/\\/vnQNE2SuJf5LNBs77rFe9PVnptIJHDuuefCMAy5CUxckzjeTxRB13XpsadSKUQiEbz55pvYtm1bt6wC6hYMSZJfffUV3nrrLQBNAeV8QzKKq9+FzXsOSWLYsGGYNm2ah1nY3MjvtzysPQimdj9AqqqitLQUV111lfxbvJfbrvTzGS3LgmEYknljsRh27NiBp59+Oq9diyHyAEnecccd0pPMJxfcUm0LEueYM2eOVK1CVbs7C4OACB8JE0DYldu3b+fw4cPlZwHyq1RyUywWk\\/akqqocPHgwDx8+HHJkR4AkBw8eLBlJODUlJSW+wiJt5Y9FgcLq1asl04iwjGDKoODu3W75809\\/+pPHrhWzzP1mclRVbcW8wg597733SIZiMlCQTVMg4DLgBUOKgtxcDClusnBihBQaM2YMLcuS8cejMU5QDOmWwEJafvDBB55hqoK58gn6uzc+uKdi\\/PrXv+52Q06L3oZMp9N45JFHpI0l5uRomuY7VmhZltyQBUDO2Jk9e7anJVXYleK8QQkXsXJOpCnd\\/3b66adj4sSJ8r3Ee+djI4sdOrquS8dNVVXU1NTg448\\/DuQzhGhGbW0ty8vLWVZW5lFNfgeOugswhCTRdZ0DBgzg\\/v37aZomLcuSEsstMYOEsBvdtqr4tzlz5rRqbfDbgiEkYlujWgDwwQcf7PEj\\/DoNJDl3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\"},{\"id\":\"600e37f6-7c88-416d-bf71-320844b6ad23\",\"height\":30.66,\"width\":18.92,\"perimeter\":98.57,\"area\":397.72,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"8e8fe4dc-5399-48bf-a082-6a83800018fb\",\"height\":30.14,\"width\":28.03,\"perimeter\":115.8,\"area\":334.17,\"image\":\"data:image\\/png;base64,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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":167.76,"width_of_line_3":167.76,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":31.5,"height_of_line_3":31.5,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":21,"perimeter_of_sign":181.37,"nested_area":82.12,"occupied_area":39.32,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":167.76,"other_dimension_of_sign":136.49,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1414}},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"24.73228"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"362.8488624"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"5.713155"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"40.2260523"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":34.405},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":319.5683376},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"6.5696"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"313.78052"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"2.835"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"14.6265"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0180378585178},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":18.0378585178},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.001432625615416667},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":1.4326256154166668},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.01366504433166667},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":13.66504433166667},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.028084981686667"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"28.084981686667"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.01363053307"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"13.63053307"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0182506874"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"18.2506874"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.0014562228266667"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"1.4562228266667"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":18.91159068964341},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":61.59},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"62.4112"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"9.0620086073674"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":1277.7498164378605,"totalDenseWeight_before_formula":147.3008015608156},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1405.5247980816466},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":21,"totalDenseWeight":162.03088171689717},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":21,"sign_depth":"1"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":20.15,"height":21.9,"depth":"1"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":10.69,"height":29.61,"depth":"1"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":24,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":28.03,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":20.15,"height":21.9,"depth":"1"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":10.69,"height":29.79,"depth":"1"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":24,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":28.03,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-15","width":20.15,"height":21.9,"depth":"1"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-16","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-17","width":10.69,"height":29.61,"depth":"1"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-18","width":24,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-19","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-20","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:53] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-21","width":28.03,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 09:17:53"} 
[2026-04-07 09:17:54] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775553474_da329154ac4ece6b031ad80d678d49c8","bins_packed":[{"bin_data":{"w":26,"h":30.96,"d":28.33,"id":"unique","used_space":69.1489,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":30.96,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/31a4d1a8d421e7b4115a862ba1bff5e7/1775553474-2482-4945691.svg","items":[{"id":"item-7","w":28.33,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/31a4d1a8d421e7b4115a862ba1bff5e7/1775553474-2468-8877334.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-14","w":28.33,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/31a4d1a8d421e7b4115a862ba1bff5e7/1775553474-2469-4603976.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-21","w":28.33,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/31a4d1a8d421e7b4115a862ba1bff5e7/1775553474-247-7832109.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":24.3,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/31a4d1a8d421e7b4115a862ba1bff5e7/1775553474-2471-1250120.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-11","w":24.3,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/31a4d1a8d421e7b4115a862ba1bff5e7/1775553474-2471-6237776.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-18","w":24.3,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/31a4d1a8d421e7b4115a862ba1bff5e7/1775553474-2472-2913412.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":20.45,"h":22.2,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/31a4d1a8d421e7b4115a862ba1bff5e7/1775553474-2472-5246446.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":20.45,"h":22.2,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/31a4d1a8d421e7b4115a862ba1bff5e7/1775553474-2473-1211297.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-15","w":20.45,"h":22.2,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/31a4d1a8d421e7b4115a862ba1bff5e7/1775553474-2474-9863217.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":20.27,"h":23.08,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/31a4d1a8d421e7b4115a862ba1bff5e7/1775553474-2474-2772423.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-9","w":20.27,"h":23.08,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/31a4d1a8d421e7b4115a862ba1bff5e7/1775553474-2475-4171484.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-16","w":20.27,"h":23.08,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/31a4d1a8d421e7b4115a862ba1bff5e7/1775553474-2476-9099138.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/31a4d1a8d421e7b4115a862ba1bff5e7/1775553474-2476-8641871.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/31a4d1a8d421e7b4115a862ba1bff5e7/1775553474-2477-6508857.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting 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[2026-04-07 09:17:54] local.INFO: Box added from packed bin {"data":{"length":28.33,"width":26,"height":30.96,"denseWeight":162.03088171689717},"timestamp":"2026-04-07 09:17:54"} 
[2026-04-07 09:17:54] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":30.33,"width":28,"height":33.21},"quantity":1,"denseWeight":162.03088171689717}],"cheapestShippingCost":1706.3132584599302,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":30.33,"width":28,"height":33.21},"denseWeight":162.03088171689717,"volumetricWeight":92.5,"higherWeight":162.03088171689717,"quantity":1}],"totalHigherWeight":162.03088171689717,"DS":0,"rate":2123.4273298458734,"tariffAndDS":2123.4273298458734,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3609.240226643486,"totalShipmentCostFormula":"((tariffAndDS (2123.4273298459) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 3609.24","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":30.33,"width":28,"height":33.21},"denseWeight":162.03088171689717,"volumetricWeight":92.5,"higherWeight":162.03088171689717,"quantity":1}],"totalHigherWeight":162.03088171689717,"DS":0,"rate":1186.1760541676872,"tariffAndDS":1186.1760541676872,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2098.0162697399787,"totalShipmentCostFormula":"((tariffAndDS (1186.1760541677) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2098.02","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":30.33,"width":28,"height":33.21},"denseWeight":162.03088171689717,"volumetricWeight":92.5,"higherWeight":162.03088171689717,"quantity":1}],"totalHigherWeight":162.03088171689717,"DS":0,"rate":1591.3132584599302,"tariffAndDS":1591.3132584599302,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1706.3132584599302,"totalShipmentCostFormula":"(((tariffAndDS (1591.3132584599) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1706.3132584599","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":30.33,"width":28,"height":33.21},"denseWeight":162.03088171689717,"volumetricWeight":92.5,"higherWeight":162.03088171689717,"quantity":1}],"totalHigherWeight":162.03088171689717,"DS":0,"rate":1053.2007311598315,"tariffAndDS":1053.2007311598315,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1883.6068589221125,"totalShipmentCostFormula":"((tariffAndDS (1053.2007311598) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1883.61","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":30.33,"width":28,"height":33.21},"denseWeight":162.03088171689717,"volumetricWeight":92.5,"higherWeight":162.03088171689717,"quantity":1}],"totalHigherWeight":162.03088171689717,"DS":0,"rate":1649.4743758780132,"tariffAndDS":1649.4743758780132,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2812.683705747188,"totalShipmentCostFormula":"(( tariffAndDS (1649.474375878) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 2812.6837057472","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":30.33,"width":28,"height":33.21},"denseWeight":162.03088171689717,"volumetricWeight":92.5,"higherWeight":162.03088171689717,"quantity":1}],"totalHigherWeight":162.03088171689717,"DS":0,"rate":1827.262494593626,"tariffAndDS":1827.262494593626,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1827.262494593626,"totalShipmentCostFormula":"((tariffAndDS (1827.2624945936) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1827.2624945936","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-04-07 09:17:54"} 
[2026-04-07 09:17:54] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 09:17:54"} 
[2026-04-07 09:17:54] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 09:17:54"} 
[2026-04-07 09:17:54] local.INFO: Final API Response {"data":{"sign_width":"164","sign_height":136.49,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud mounted","combined_production_cost_usd":1410.0,"total_production_cost":2340.0,"totalDenseWeight":162.03088171689717,"totalVolumetricWeight":92.5,"bin_packing_result":{"response":{"id":"1775553474_da329154ac4ece6b031ad80d678d49c8","bins_packed":[{"bin_data":{"w":26,"h":30.96,"d":28.33,"id":"unique","used_space":69.1489,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":30.96,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/31a4d1a8d421e7b4115a862ba1bff5e7/1775553474-2482-4945691.svg","items":[{"id":"item-7","w":28.33,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/31a4d1a8d421e7b4115a862ba1bff5e7/1775553474-2468-8877334.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting 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[2026-04-07 09:17:54] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 09:17:54"} 
[2026-04-07 09:17:55] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":136.49,"sign_width":"164","dimensions":[{"id":"bcc7787e-c479-4493-8ae7-640227166f46","height":21.9,"width":20.15},{"id":"274ede72-371b-4bd2-b8da-93b4a1f5822e","height":22.78,"width":19.97},{"id":"fe3774c7-17c8-4326-9c42-279073d9de61","height":29.61,"width":10.69},{"id":"2fe7c2df-6d27-4cc0-bf6b-808707df96c0","height":30.14,"width":24},{"id":"1d84779f-8123-4d9a-8fb9-cc4e8d72aab8","height":30.66,"width":18.92},{"id":"e0d1a9e0-8776-46bd-bb81-8a5d89a7e435","height":30.66,"width":18.92},{"id":"f120234a-6d4d-449a-8d3d-bfac52f77ac0","height":30.14,"width":28.03},{"id":"d96ef269-9ba4-499a-b98b-026f1bad9c16","height":21.9,"width":20.15},{"id":"f93f031a-e808-4002-a44c-a39d929dbf1d","height":22.78,"width":19.97},{"id":"0ae47729-8f31-445c-b5de-786ee199c4fd","height":29.79,"width":10.69},{"id":"31743f47-86ab-4f17-8996-d561c36bf948","height":30.14,"width":24},{"id":"78a7f932-6587-428e-9e56-1e1919faf060","height":30.66,"width":18.92},{"id":"600e37f6-7c88-416d-bf71-320844b6ad23","height":30.66,"width":18.92},{"id":"c6d9ff9e-e857-477e-8831-6f6d5a1dd4b8","height":30.14,"width":28.03},{"id":"1a9900ce-b54e-4f13-85c2-559a7d59b8c9","height":21.9,"width":20.15},{"id":"c8f32718-7f37-4c0f-8536-350e804b304f","height":22.78,"width":19.97},{"id":"6d29b8bf-1e40-46c1-9bdd-4dc67e92a6ad","height":29.61,"width":10.69},{"id":"019d4258-ddec-4b8a-a9d8-1e7ade7210fd","height":30.14,"width":24},{"id":"d000272a-f5eb-40a0-83e5-b57e3e043c0d","height":30.66,"width":18.92},{"id":"1a9d1ebe-796f-4c01-86f7-f46183afdb60","height":30.66,"width":18.92},{"id":"8e8fe4dc-5399-48bf-a082-6a83800018fb","height":30.14,"width":28.03}]},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":136.49,"sign_width":"164","dimensions":[{"id":"bcc7787e-c479-4493-8ae7-640227166f46","height":21.9,"width":20.15},{"id":"274ede72-371b-4bd2-b8da-93b4a1f5822e","height":22.78,"width":19.97},{"id":"fe3774c7-17c8-4326-9c42-279073d9de61","height":29.61,"width":10.69},{"id":"2fe7c2df-6d27-4cc0-bf6b-808707df96c0","height":30.14,"width":24},{"id":"1d84779f-8123-4d9a-8fb9-cc4e8d72aab8","height":30.66,"width":18.92},{"id":"e0d1a9e0-8776-46bd-bb81-8a5d89a7e435","height":30.66,"width":18.92},{"id":"f120234a-6d4d-449a-8d3d-bfac52f77ac0","height":30.14,"width":28.03},{"id":"d96ef269-9ba4-499a-b98b-026f1bad9c16","height":21.9,"width":20.15},{"id":"f93f031a-e808-4002-a44c-a39d929dbf1d","height":22.78,"width":19.97},{"id":"0ae47729-8f31-445c-b5de-786ee199c4fd","height":29.79,"width":10.69},{"id":"31743f47-86ab-4f17-8996-d561c36bf948","height":30.14,"width":24},{"id":"78a7f932-6587-428e-9e56-1e1919faf060","height":30.66,"width":18.92},{"id":"600e37f6-7c88-416d-bf71-320844b6ad23","height":30.66,"width":18.92},{"id":"c6d9ff9e-e857-477e-8831-6f6d5a1dd4b8","height":30.14,"width":28.03},{"id":"1a9900ce-b54e-4f13-85c2-559a7d59b8c9","height":21.9,"width":20.15},{"id":"c8f32718-7f37-4c0f-8536-350e804b304f","height":22.78,"width":19.97},{"id":"6d29b8bf-1e40-46c1-9bdd-4dc67e92a6ad","height":29.61,"width":10.69},{"id":"019d4258-ddec-4b8a-a9d8-1e7ade7210fd","height":30.14,"width":24},{"id":"d000272a-f5eb-40a0-83e5-b57e3e043c0d","height":30.66,"width":18.92},{"id":"1a9d1ebe-796f-4c01-86f7-f46183afdb60","height":30.66,"width":18.92},{"id":"8e8fe4dc-5399-48bf-a082-6a83800018fb","height":30.14,"width":28.03}]}},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"bcc7787e-c479-4493-8ae7-640227166f46","height":21.9,"width":20.15},{"id":"274ede72-371b-4bd2-b8da-93b4a1f5822e","height":22.78,"width":19.97},{"id":"fe3774c7-17c8-4326-9c42-279073d9de61","height":29.61,"width":10.69},{"id":"2fe7c2df-6d27-4cc0-bf6b-808707df96c0","height":30.14,"width":24},{"id":"1d84779f-8123-4d9a-8fb9-cc4e8d72aab8","height":30.66,"width":18.92},{"id":"e0d1a9e0-8776-46bd-bb81-8a5d89a7e435","height":30.66,"width":18.92},{"id":"f120234a-6d4d-449a-8d3d-bfac52f77ac0","height":30.14,"width":28.03},{"id":"d96ef269-9ba4-499a-b98b-026f1bad9c16","height":21.9,"width":20.15},{"id":"f93f031a-e808-4002-a44c-a39d929dbf1d","height":22.78,"width":19.97},{"id":"0ae47729-8f31-445c-b5de-786ee199c4fd","height":29.79,"width":10.69},{"id":"31743f47-86ab-4f17-8996-d561c36bf948","height":30.14,"width":24},{"id":"78a7f932-6587-428e-9e56-1e1919faf060","height":30.66,"width":18.92},{"id":"600e37f6-7c88-416d-bf71-320844b6ad23","height":30.66,"width":18.92},{"id":"c6d9ff9e-e857-477e-8831-6f6d5a1dd4b8","height":30.14,"width":28.03},{"id":"1a9900ce-b54e-4f13-85c2-559a7d59b8c9","height":21.9,"width":20.15},{"id":"c8f32718-7f37-4c0f-8536-350e804b304f","height":22.78,"width":19.97},{"id":"6d29b8bf-1e40-46c1-9bdd-4dc67e92a6ad","height":29.61,"width":10.69},{"id":"019d4258-ddec-4b8a-a9d8-1e7ade7210fd","height":30.14,"width":24},{"id":"d000272a-f5eb-40a0-83e5-b57e3e043c0d","height":30.66,"width":18.92},{"id":"1a9d1ebe-796f-4c01-86f7-f46183afdb60","height":30.66,"width":18.92},{"id":"8e8fe4dc-5399-48bf-a082-6a83800018fb","height":30.14,"width":28.03}],"sign_height_raw":136.49,"sign_width_raw":"164"},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":137.0,"sign_width":164.0,"tax_factor":0.0887},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Dimension Calculation {"data":{"dim_id":"bcc7787e-c479-4493-8ae7-640227166f46","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Dimension Calculation {"data":{"dim_id":"274ede72-371b-4bd2-b8da-93b4a1f5822e","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Dimension Calculation {"data":{"dim_id":"fe3774c7-17c8-4326-9c42-279073d9de61","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":53,"sign_type_id":1,"heightOrWidth":"30.00","return":2,"price":361,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Dimension Calculation {"data":{"dim_id":"2fe7c2df-6d27-4cc0-bf6b-808707df96c0","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Dimension Calculation {"data":{"dim_id":"1d84779f-8123-4d9a-8fb9-cc4e8d72aab8","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Dimension Calculation {"data":{"dim_id":"e0d1a9e0-8776-46bd-bb81-8a5d89a7e435","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Dimension Calculation {"data":{"dim_id":"f120234a-6d4d-449a-8d3d-bfac52f77ac0","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Dimension Calculation {"data":{"dim_id":"d96ef269-9ba4-499a-b98b-026f1bad9c16","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Dimension Calculation {"data":{"dim_id":"f93f031a-e808-4002-a44c-a39d929dbf1d","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Dimension Calculation {"data":{"dim_id":"0ae47729-8f31-445c-b5de-786ee199c4fd","height":29.79,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":53,"sign_type_id":1,"heightOrWidth":"30.00","return":2,"price":361,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Dimension Calculation {"data":{"dim_id":"31743f47-86ab-4f17-8996-d561c36bf948","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Dimension Calculation {"data":{"dim_id":"78a7f932-6587-428e-9e56-1e1919faf060","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Dimension Calculation {"data":{"dim_id":"600e37f6-7c88-416d-bf71-320844b6ad23","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Dimension Calculation {"data":{"dim_id":"c6d9ff9e-e857-477e-8831-6f6d5a1dd4b8","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Dimension Calculation {"data":{"dim_id":"1a9900ce-b54e-4f13-85c2-559a7d59b8c9","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Dimension Calculation {"data":{"dim_id":"c8f32718-7f37-4c0f-8536-350e804b304f","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Dimension Calculation {"data":{"dim_id":"6d29b8bf-1e40-46c1-9bdd-4dc67e92a6ad","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":53,"sign_type_id":1,"heightOrWidth":"30.00","return":2,"price":361,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Dimension Calculation {"data":{"dim_id":"019d4258-ddec-4b8a-a9d8-1e7ade7210fd","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Dimension Calculation {"data":{"dim_id":"d000272a-f5eb-40a0-83e5-b57e3e043c0d","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Dimension Calculation {"data":{"dim_id":"1a9d1ebe-796f-4c01-86f7-f46183afdb60","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Dimension Calculation {"data":{"dim_id":"8e8fe4dc-5399-48bf-a082-6a83800018fb","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":21,"baseProductionCost":7245,"result":[{"id":"bcc7787e-c479-4493-8ae7-640227166f46","height":21.9,"width":20.15,"depth":2,"price":236},{"id":"274ede72-371b-4bd2-b8da-93b4a1f5822e","height":22.78,"width":19.97,"depth":2,"price":250},{"id":"fe3774c7-17c8-4326-9c42-279073d9de61","height":29.61,"width":10.69,"depth":2,"price":361},{"id":"2fe7c2df-6d27-4cc0-bf6b-808707df96c0","height":30.14,"width":24,"depth":2,"price":392},{"id":"1d84779f-8123-4d9a-8fb9-cc4e8d72aab8","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"e0d1a9e0-8776-46bd-bb81-8a5d89a7e435","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"f120234a-6d4d-449a-8d3d-bfac52f77ac0","height":30.14,"width":28.03,"depth":2,"price":392},{"id":"d96ef269-9ba4-499a-b98b-026f1bad9c16","height":21.9,"width":20.15,"depth":2,"price":236},{"id":"f93f031a-e808-4002-a44c-a39d929dbf1d","height":22.78,"width":19.97,"depth":2,"price":250},{"id":"0ae47729-8f31-445c-b5de-786ee199c4fd","height":29.79,"width":10.69,"depth":2,"price":361},{"id":"31743f47-86ab-4f17-8996-d561c36bf948","height":30.14,"width":24,"depth":2,"price":392},{"id":"78a7f932-6587-428e-9e56-1e1919faf060","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"600e37f6-7c88-416d-bf71-320844b6ad23","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"c6d9ff9e-e857-477e-8831-6f6d5a1dd4b8","height":30.14,"width":28.03,"depth":2,"price":392},{"id":"1a9900ce-b54e-4f13-85c2-559a7d59b8c9","height":21.9,"width":20.15,"depth":2,"price":236},{"id":"c8f32718-7f37-4c0f-8536-350e804b304f","height":22.78,"width":19.97,"depth":2,"price":250},{"id":"6d29b8bf-1e40-46c1-9bdd-4dc67e92a6ad","height":29.61,"width":10.69,"depth":2,"price":361},{"id":"019d4258-ddec-4b8a-a9d8-1e7ade7210fd","height":30.14,"width":24,"depth":2,"price":392},{"id":"d000272a-f5eb-40a0-83e5-b57e3e043c0d","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"1a9d1ebe-796f-4c01-86f7-f46183afdb60","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"8e8fe4dc-5399-48bf-a082-6a83800018fb","height":30.14,"width":28.03,"depth":2,"price":392}]},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":137.0},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Total Production Cost and Tax {"data":{"productionCost":7393.47,"taxFactor":0.0887,"tax":655.800789},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Box Calculation Details {"data":{"breadth":143.0,"boxDepth":8,"oneBoxCapacity":-143.0,"noOfBoxes":-1.0,"noOfFullBoxes":-2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-143.0,"widthOfHalfBox":-122.0},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:55] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":1300.3741007194244,"shippingWeightInKG":589.7388211879476},"timestamp":"2026-04-07 09:17:55"} 
[2026-04-07 09:17:56] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":589.7388211879476,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":16,"min":"551","max":"700","rate":"500","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":500,"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":7245,"PSUCost":148.47,"tax":655.800789,"shippingRate":500,"miscellaenous":0,"signPrice":8549.270789},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"164","sign_height":136.49,"sign_depth":2,"totalCost":8549.270789,"TATDays":7,"baseProductionCost":7245,"productionCost":7393.47,"PSUCost":148.47,"tax":655.800789,"shippingCost":500,"uniqueReturns_count":2,"objects_count":21},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"bcc7787e-c479-4493-8ae7-640227166f46","height":21.9,"width":20.15},{"id":"274ede72-371b-4bd2-b8da-93b4a1f5822e","height":22.78,"width":19.97},{"id":"fe3774c7-17c8-4326-9c42-279073d9de61","height":29.61,"width":10.69},{"id":"2fe7c2df-6d27-4cc0-bf6b-808707df96c0","height":30.14,"width":24},{"id":"1d84779f-8123-4d9a-8fb9-cc4e8d72aab8","height":30.66,"width":18.92},{"id":"e0d1a9e0-8776-46bd-bb81-8a5d89a7e435","height":30.66,"width":18.92},{"id":"f120234a-6d4d-449a-8d3d-bfac52f77ac0","height":30.14,"width":28.03},{"id":"d96ef269-9ba4-499a-b98b-026f1bad9c16","height":21.9,"width":20.15},{"id":"f93f031a-e808-4002-a44c-a39d929dbf1d","height":22.78,"width":19.97},{"id":"0ae47729-8f31-445c-b5de-786ee199c4fd","height":29.79,"width":10.69},{"id":"31743f47-86ab-4f17-8996-d561c36bf948","height":30.14,"width":24},{"id":"78a7f932-6587-428e-9e56-1e1919faf060","height":30.66,"width":18.92},{"id":"600e37f6-7c88-416d-bf71-320844b6ad23","height":30.66,"width":18.92},{"id":"c6d9ff9e-e857-477e-8831-6f6d5a1dd4b8","height":30.14,"width":28.03},{"id":"1a9900ce-b54e-4f13-85c2-559a7d59b8c9","height":21.9,"width":20.15},{"id":"c8f32718-7f37-4c0f-8536-350e804b304f","height":22.78,"width":19.97},{"id":"6d29b8bf-1e40-46c1-9bdd-4dc67e92a6ad","height":29.61,"width":10.69},{"id":"019d4258-ddec-4b8a-a9d8-1e7ade7210fd","height":30.14,"width":24},{"id":"d000272a-f5eb-40a0-83e5-b57e3e043c0d","height":30.66,"width":18.92},{"id":"1a9d1ebe-796f-4c01-86f7-f46183afdb60","height":30.66,"width":18.92},{"id":"8e8fe4dc-5399-48bf-a082-6a83800018fb","height":30.14,"width":28.03}],"sign_height_raw":136.49,"sign_width_raw":"164"},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":137.0,"sign_width":164.0,"tax_factor":0.0887},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Dimension Calculation {"data":{"dim_id":"bcc7787e-c479-4493-8ae7-640227166f46","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Dimension Calculation {"data":{"dim_id":"274ede72-371b-4bd2-b8da-93b4a1f5822e","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Dimension Calculation {"data":{"dim_id":"fe3774c7-17c8-4326-9c42-279073d9de61","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":54,"sign_type_id":1,"heightOrWidth":"30.00","return":3,"price":379,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Dimension Calculation {"data":{"dim_id":"2fe7c2df-6d27-4cc0-bf6b-808707df96c0","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Dimension Calculation {"data":{"dim_id":"1d84779f-8123-4d9a-8fb9-cc4e8d72aab8","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Dimension Calculation {"data":{"dim_id":"e0d1a9e0-8776-46bd-bb81-8a5d89a7e435","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Dimension Calculation {"data":{"dim_id":"f120234a-6d4d-449a-8d3d-bfac52f77ac0","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Dimension Calculation {"data":{"dim_id":"d96ef269-9ba4-499a-b98b-026f1bad9c16","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Dimension Calculation {"data":{"dim_id":"f93f031a-e808-4002-a44c-a39d929dbf1d","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Dimension Calculation {"data":{"dim_id":"0ae47729-8f31-445c-b5de-786ee199c4fd","height":29.79,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":54,"sign_type_id":1,"heightOrWidth":"30.00","return":3,"price":379,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Dimension Calculation {"data":{"dim_id":"31743f47-86ab-4f17-8996-d561c36bf948","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Dimension Calculation {"data":{"dim_id":"78a7f932-6587-428e-9e56-1e1919faf060","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Dimension Calculation {"data":{"dim_id":"600e37f6-7c88-416d-bf71-320844b6ad23","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Dimension Calculation {"data":{"dim_id":"c6d9ff9e-e857-477e-8831-6f6d5a1dd4b8","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Dimension Calculation {"data":{"dim_id":"1a9900ce-b54e-4f13-85c2-559a7d59b8c9","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Dimension Calculation {"data":{"dim_id":"c8f32718-7f37-4c0f-8536-350e804b304f","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Dimension Calculation {"data":{"dim_id":"6d29b8bf-1e40-46c1-9bdd-4dc67e92a6ad","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":54,"sign_type_id":1,"heightOrWidth":"30.00","return":3,"price":379,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Dimension Calculation {"data":{"dim_id":"019d4258-ddec-4b8a-a9d8-1e7ade7210fd","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Dimension Calculation {"data":{"dim_id":"d000272a-f5eb-40a0-83e5-b57e3e043c0d","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Dimension Calculation {"data":{"dim_id":"1a9d1ebe-796f-4c01-86f7-f46183afdb60","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Dimension Calculation {"data":{"dim_id":"8e8fe4dc-5399-48bf-a082-6a83800018fb","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":21,"baseProductionCost":7611,"result":[{"id":"bcc7787e-c479-4493-8ae7-640227166f46","height":21.9,"width":20.15,"depth":3,"price":248},{"id":"274ede72-371b-4bd2-b8da-93b4a1f5822e","height":22.78,"width":19.97,"depth":3,"price":262},{"id":"fe3774c7-17c8-4326-9c42-279073d9de61","height":29.61,"width":10.69,"depth":3,"price":379},{"id":"2fe7c2df-6d27-4cc0-bf6b-808707df96c0","height":30.14,"width":24,"depth":3,"price":412},{"id":"1d84779f-8123-4d9a-8fb9-cc4e8d72aab8","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"e0d1a9e0-8776-46bd-bb81-8a5d89a7e435","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"f120234a-6d4d-449a-8d3d-bfac52f77ac0","height":30.14,"width":28.03,"depth":3,"price":412},{"id":"d96ef269-9ba4-499a-b98b-026f1bad9c16","height":21.9,"width":20.15,"depth":3,"price":248},{"id":"f93f031a-e808-4002-a44c-a39d929dbf1d","height":22.78,"width":19.97,"depth":3,"price":262},{"id":"0ae47729-8f31-445c-b5de-786ee199c4fd","height":29.79,"width":10.69,"depth":3,"price":379},{"id":"31743f47-86ab-4f17-8996-d561c36bf948","height":30.14,"width":24,"depth":3,"price":412},{"id":"78a7f932-6587-428e-9e56-1e1919faf060","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"600e37f6-7c88-416d-bf71-320844b6ad23","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"c6d9ff9e-e857-477e-8831-6f6d5a1dd4b8","height":30.14,"width":28.03,"depth":3,"price":412},{"id":"1a9900ce-b54e-4f13-85c2-559a7d59b8c9","height":21.9,"width":20.15,"depth":3,"price":248},{"id":"c8f32718-7f37-4c0f-8536-350e804b304f","height":22.78,"width":19.97,"depth":3,"price":262},{"id":"6d29b8bf-1e40-46c1-9bdd-4dc67e92a6ad","height":29.61,"width":10.69,"depth":3,"price":379},{"id":"019d4258-ddec-4b8a-a9d8-1e7ade7210fd","height":30.14,"width":24,"depth":3,"price":412},{"id":"d000272a-f5eb-40a0-83e5-b57e3e043c0d","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"1a9d1ebe-796f-4c01-86f7-f46183afdb60","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"8e8fe4dc-5399-48bf-a082-6a83800018fb","height":30.14,"width":28.03,"depth":3,"price":412}]},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":137.0},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Total Production Cost and Tax {"data":{"productionCost":7759.47,"taxFactor":0.0887,"tax":688.264989},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Box Calculation Details {"data":{"breadth":143.0,"boxDepth":8,"oneBoxCapacity":-143.0,"noOfBoxes":-1.0,"noOfFullBoxes":-2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-143.0,"widthOfHalfBox":-122.0},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":1300.3741007194244,"shippingWeightInKG":589.7388211879476},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":589.7388211879476,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":16,"min":"551","max":"700","rate":"500","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":500,"defaultShippingRate":null},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":7611,"PSUCost":148.47,"tax":688.264989,"shippingRate":500,"miscellaenous":0,"signPrice":8947.734989},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"164","sign_height":136.49,"sign_depth":3,"totalCost":8947.734989,"TATDays":7,"baseProductionCost":7611,"productionCost":7759.47,"PSUCost":148.47,"tax":688.264989,"shippingCost":500,"uniqueReturns_count":2,"objects_count":21},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":136.49,"sign_width":"164","shipping_weight":162.03088171689717,"shape":"rectangular","dimensions":[{"id":"bcc7787e-c479-4493-8ae7-640227166f46","height":21.9,"width":20.15},{"id":"274ede72-371b-4bd2-b8da-93b4a1f5822e","height":22.78,"width":19.97},{"id":"fe3774c7-17c8-4326-9c42-279073d9de61","height":29.61,"width":10.69},{"id":"2fe7c2df-6d27-4cc0-bf6b-808707df96c0","height":30.14,"width":24},{"id":"1d84779f-8123-4d9a-8fb9-cc4e8d72aab8","height":30.66,"width":18.92},{"id":"e0d1a9e0-8776-46bd-bb81-8a5d89a7e435","height":30.66,"width":18.92},{"id":"f120234a-6d4d-449a-8d3d-bfac52f77ac0","height":30.14,"width":28.03},{"id":"d96ef269-9ba4-499a-b98b-026f1bad9c16","height":21.9,"width":20.15},{"id":"f93f031a-e808-4002-a44c-a39d929dbf1d","height":22.78,"width":19.97},{"id":"0ae47729-8f31-445c-b5de-786ee199c4fd","height":29.79,"width":10.69},{"id":"31743f47-86ab-4f17-8996-d561c36bf948","height":30.14,"width":24},{"id":"78a7f932-6587-428e-9e56-1e1919faf060","height":30.66,"width":18.92},{"id":"600e37f6-7c88-416d-bf71-320844b6ad23","height":30.66,"width":18.92},{"id":"c6d9ff9e-e857-477e-8831-6f6d5a1dd4b8","height":30.14,"width":28.03},{"id":"1a9900ce-b54e-4f13-85c2-559a7d59b8c9","height":21.9,"width":20.15},{"id":"c8f32718-7f37-4c0f-8536-350e804b304f","height":22.78,"width":19.97},{"id":"6d29b8bf-1e40-46c1-9bdd-4dc67e92a6ad","height":29.61,"width":10.69},{"id":"019d4258-ddec-4b8a-a9d8-1e7ade7210fd","height":30.14,"width":24},{"id":"d000272a-f5eb-40a0-83e5-b57e3e043c0d","height":30.66,"width":18.92},{"id":"1a9d1ebe-796f-4c01-86f7-f46183afdb60","height":30.66,"width":18.92},{"id":"8e8fe4dc-5399-48bf-a082-6a83800018fb","height":30.14,"width":28.03}]}},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Input Parameters {"data":{"dimensions_count":21,"shape":"rectangular"},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:17:56] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":4114.95,"dimensions_count":21},"timestamp":"2026-04-07 09:17:56"} 
[2026-04-07 09:18:49] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"203.67","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php4904.tmp"}},"file_present":true},"timestamp":"2026-04-07 09:18:49"} 
[2026-04-07 09:18:49] local.INFO: Validation Passed {"data":{"sign_width_or_height":"203.67","user_input_dimension":"width"},"timestamp":"2026-04-07 09:18:49"} 
[2026-04-07 09:18:53] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":17},"timestamp":"2026-04-07 09:18:53"} 
[2026-04-07 09:18:53] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":17},"timestamp":"2026-04-07 09:18:53"} 
[2026-04-07 09:18:53] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":17},"timestamp":"2026-04-07 09:18:53"} 
[2026-04-07 09:18:53] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":17},"timestamp":"2026-04-07 09:18:53"} 
[2026-04-07 09:18:53] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"203.67"},"timestamp":"2026-04-07 09:18:53"} 
[2026-04-07 09:18:53] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"203.67","file_size":60931},"timestamp":"2026-04-07 09:18:53"} 
[2026-04-07 09:18:53] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":17,"objects":[{"index":0,"position":{"x":890,"y":602,"width":136,"height":172},"scaled_width":24.32,"scaled_height":30.76,"actual_filled_area":341.87,"bounding_box_area":748,"exact_perimeter":186.09,"approximate_perimeter":175.12,"convex_hull_perimeter":109.19,"perimeter_pixels":1040.7005768508898,"original_contour_points":198,"approximation_points":7,"shape_analysis":{"aspect_ratio":1.26,"compactness":0.1241,"perimeter_to_area_ratio":0.5443},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":712,"y":602,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.88,"bounding_box_area":880,"exact_perimeter":118.18,"approximate_perimeter":111.03,"convex_hull_perimeter":98.52,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.313,"perimeter_to_area_ratio":0.3397},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":112,"y":602,"width":165,"height":172},"scaled_width":29.5,"scaled_height":30.76,"actual_filled_area":419.2,"bounding_box_area":907,"exact_perimeter":251.9,"approximate_perimeter":229.91,"convex_hull_perimeter":119.56,"perimeter_pixels":1408.742207411233,"original_contour_points":410,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.04,"compactness":0.083,"perimeter_to_area_ratio":0.6009},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":657,"y":302,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.87,"bounding_box_area":880,"exact_perimeter":118.28,"approximate_perimeter":111.25,"convex_hull_perimeter":98.52,"perimeter_pixels":661.4873734152932,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3125,"perimeter_to_area_ratio":0.34},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":10,"position":{"x":495,"y":299,"width":152,"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","detection_approach":"prominent_color_detection"},{"index":11,"position":{"x":334,"y":299,"width":137,"height":178},"scaled_width":24.5,"scaled_height":31.83,"actual_filled_area":301.86,"bounding_box_area":779,"exact_perimeter":180.24,"approximate_perimeter":156.33,"convex_hull_perimeter":93.27,"perimeter_pixels":1007.9625535217655,"original_contour_points":435,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.3,"compactness":0.1168,"perimeter_to_area_ratio":0.5971},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":12,"position":{"x":2,"y":299,"width":151,"height":178},"scaled_width":27,"scaled_height":31.83,"actual_filled_area":262.03,"bounding_box_area":859,"exact_perimeter":158.9,"approximate_perimeter":140.21,"convex_hull_perimeter":95.11,"perimeter_pixels":888.6072144624379,"original_contour_points":385,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.18,"compactness":0.1304,"perimeter_to_area_ratio":0.6064},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":16,"position":{"x":274,"y":2,"width":130,"height":172},"scaled_width":23.25,"scaled_height":30.76,"actual_filled_area":633.9,"bounding_box_area":715,"exact_perimeter":105.25,"approximate_perimeter":100.91,"convex_hull_perimeter":98.77,"perimeter_pixels":588.5929291125641,"original_contour_points":125,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.32,"compactness":0.7191,"perimeter_to_area_ratio":0.166},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-07 09:18:53"} 
[2026-04-07 09:18:53] local.INFO: Nested area calculated {"data":{"nestedArea":13162.2622},"timestamp":"2026-04-07 09:18:53"} 
[2026-04-07 09:18:53] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"bc34367e-4306-4143-9580-fc3d9e47a1aa","height":30.76,"width":28.61,"perimeter":118.18,"area":347.88,"image":"data:image/png;base64,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YGVQWWZWHbtm0YHR1d9bhVoz5Ccc1A1/WKb9IREQqFAn7zm9/gpZdeQjKZZCtThuM4dOjQITz99NM4e/as97qYjqpFY2WxLAtdXV3YunUrent7G6ts3759dOuttxIAMk2TABAAMgyDAJBlWaSqKimKQoqieO+vVsSx/nP6+/vpkUceId6YvEwqlaJ//etfNDY2RrFYzOs/VVUrxmGtoigK6bpOACgSiQReB0Cf+cxn6MSJE2v2/Zpe08DAAG677TYcP34c2WwWkUgkkJhTKBQaDk8rioJEIoGnnnoKHR0dKBaLZJrmdX2fM9d16dixY3jooYdw/vx5ZLNZAJfvRSgc33oDd/5buYgleSgUQj6fx/DwMO644w7vi4wNkclk6C9/+Qvt3LnTU7SwNEKdjVoYcZ6iKHTrrbfS7373O7qepyciomeffZbuuuuugDVQVZV0XQ9YmHqLpmkVFknU/fnPf54OHz7cvP4+efIkPfDAA55QRINVVSXDMBoWjK7r3l9VVemGG26gn/70p7S8vHzdiYaI6NVXX6U777wzcDHqul51+pHpc1SZwoaHh+mXv/wlNTWAmkwm6U9/+hPdcsstBIB0XadQKNQ0CyP+CU3TvMfve9/76Ic//CG9884714VfQ0Tkui4988wzdPvttwcEous6mabpWQlc6sN6LU35hQnfRf+5z32Ojh071vz+PX78ON1///1eI6LRaMBUNur0WpblvS8sWWdnJ9199910+PBhSqVS16xoiIhOnDhB3/nOd6i3tzcwoC0tLVX7T9O0uvtbFOH04pKlGRgY2LiFxvLyMv35z3+m22+/PfAPiceNCiYej3uP/fM2ALrxxhvpe9/7Hk1PT5Nt29eMcC4lQtHjjz9OH/3oRykWi3liKO8D+PpuPT5Meens7KQHH3ywub5LOfl8nn70ox9RR0dH4MObNSXhkqURpldRFAqHwwSAwuEwffrTn6aJiQnK5/N0NUeGS6USEREdPHiQHnroIRocHPT6UfSFYRhkGAZpmkamaQYWBvD1ZT3Lar9FikajFAqFaGxsjF5++eWNn+7/97//0T333BOYW8vjM/5/rt44wVpFCAcA7d69m5555hnKZrNERFQsFq948dAlMpkMTUxM0Je+9CXq6+uraXHXUyzL8qZ2v/iERVIUhSzLot7eXvrJT37y3viGKysr9Pvf/57Gx8cJQGDlZJpmwFz6nbRmlVAoRLquUywWozvvvJMefvhhOnLkCM3Pz19xzrEQSSqVoueff56+9rWv0bZt2wJhiZaWloYFEwqFKl4TghEXsLDWpmnSV77yFTp9+vR711dnzpyh73//+9TW1lbVLAoT2Iy5FkBFlNNfr2ma1NfXR3fffTc9+eSTNDU1RZlMhhzHec+nrWQySYVCgYiIEokEPffcc/Td736XPvaxj9Ho6CiFw2HP6vod0EYF46+r1vJbXLy7d++ml156iVzXfW8vrsnJSbrvvvsC3np5EM7/jzRadF33/mlVVb25WDwXflQkEqGdO3fSgw8+SH/729/o9OnTlMvlyLZtccGT67rrcp5t2ybXdamcubk5mpqaohdeeIG+/e1v04c//GFqbW31+sC/AoRvAMV7zZqSarkIQkA33XQT7d27tyGxrDv8TkT02muv4cc//jGeffZZ7+f6MpmMt3Wg63rTk73L6wyFQoHtCdd1vVC4pmkgIgwODqKtrc1Lbu7r60NfXx82bdqE1tbWNfOWC4UClpeXMTc3h0QigYWFBSQSCe9mj4lEwrsxYa1bhwEXN/lUVUWpVFr1juvrmVn9v8sofizEcRwYhoFCoYCenh784Ac/wBe+8AVEIpH/n20XIqKJiQkv0ARcdqzgm0KwzitGlPIpKRQKVfWPxFUrLI5hGIH5XdO0Cosowu2rlXITb5qm5w8I36BWFNZv/fyfJa58UUcjFkZV1Yo4lr/fu7u7ac+ePTQ/P//eTkPVyGaz9PTTT9OuXbu8Bsbj8Yq5s9EinGp/h4rBCIfD3gDK1CkGSNSzWlltIMUx5UITflz5ANZqRyNTkv+CFReJoig0OjpKe/bsaVrgs+Ecv0gkohARFQoFEBH279/v3c/ObyYbQdM0OI7j/byL/5awmqYFvi6qXPoVMeDyPWc1TQv8zLLIkAcQuHP5aqiqGrhLtnit/Od9lEs3MfB/xUa0WyQ+iYRr8bhZidwCcc/e7du3495778U3vvENtLa2NmUaakpSqKIoSjqdJvGl+zfffBO2bQc61j9Y/gGyLKtCVOUd6E+n8A8YUHmbLSKqqK/8PinrGSRx35TVXltNeFT2u0MyGIYBx3Eq6heiEykPQvyKomBgYACf/exn8fWvf71pYmk6xWKR/vjHP9Lo6CgBF/dB/FOS8DHEsrJ8ddXoKuFaLpqmUTQa9eIq/tVP+bQ/PDxMjzzyCKVSqSsuNlWB2HHdvXu3J4pIJFLhX/hjESyY1UutvvOnLMRiMVJVlcbGxui3v/3tleHg1ovYJ7n33nsrnFT/Nr1w0Fgw9RXhWPtf8zu4n/zkJ+mvf/3r1bmzT0R09OhReuCBB6i9vd0TgmmagaVuM5aV10MROUhiBSYeA6CRkRH66le/SgcOHLjyp6DVKBQKtLi4SI899hh94hOfCHSAyNQDeEpaq9RKdYjH43TzzTfTH/7wB1pcXLy6xeKHiOjFF1+kL37xizQyMkKWZQVC/SyY+ophGF6ArqOjg7785S/TCy+8cO0IxQ8R0cLCAj322GNeqifAU1K9xR/J3b59O/3iF7+gRCJxbYrFDxHRzMwM/epXv/Ky94DK7Xj4Okssxcs38fzRXXF+uVMotgIaEWT5+eWlVjS72gZseRvEMdVSLjVNC/h7w8PD9K1vfYuOHz9+VSeQrQvXdem///0v/exnP6OtW7dWzNNCAP7EKeByxplw/rDKgPrD+hspGPgGWOwW+7P9xR6WP3YiirgI/GkPYg9MCHFgYIC++c1v0tGjR6lYLF5/YvFTKpVoZmaG9uzZQ1u2bPE60S+gaDTqBf2qbTyKzT//FV8t7WKjBeM/1v+8XCTluUL+i8JvRUdGRuiee+6hv//97zQ3N3ftTz8yiFTL//znP3T//fdTV1cXAaDW1tZA5/oHQ9f1wLcX4BsQf3BrowUjcnOEdfEH1YR4a9UtrJE/yLlr1y569NFH6d133/XyeN6bUVibK26P4VKCE44dO4aJiQns378f+/fvRyqVAhHBMAzYto1SqVSxmVhrQ1FpMN+k/PwqbQ489/8MjThX7PGYpultWIpNy1gshv7+fuzatQuf+tSn8IEPfADt7e1oaWm54sbnimuQH9u2KZ/P491338W+ffvw/PPP4+DBg0ilUgAublwql24aDVwcKDFAfhGV36Wp2YLxf29Z13XvBpDlm4WGYQTa8sEPfhDj4+O466678KEPfQjDw8Pi867YcbliG1ZOqVQi4GKqwMzMDA4dOoR//vOfeOWVV7yMN5FiUc5GWxixGy/qFX91XUcoFAIRIRQKYfPmzfjIRz6Cj3/849i5cyfa29u9tIcrWSR+ropGVsNxHCqVSlhaWsL09DQSiQSmp6dx8uRJnDt3zkulTKfT3i+WCTZiSjJNE7FYDG1tbejo6MDAwAC2bt2KoaEhbNmyBd3d3RgZGUFXV5cQyVXZ91dlo2vhdw4XFxdx6tQpzM7OYmpqysvDXV5eRi6X837pdnFxcc0bC4q8F13XEY/H0dPTg02bNiEWi8EwDLz//e9HZ2cn+vv70dfXh56eHnR1dXm5wleL9aiHa+YfWY1Tp05RoVBAqVSCqqowTdNLxi7/gfBqhEKhgJOq67qXYO44DgqFAnbs2HFd9CXDSPF/vRdEQVBEWK8AAAAASUVORK5CYII="},{"id":"e7bb27a7-7164-48f6-978f-30b72e84c3a5","height":30.76,"width":29.5,"perimeter":251.9,"area":419.2,"image":"data:image/png;base64,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"},{"id":"96df4423-9f49-4b15-9adc-1d4605a14e14","height":30.76,"width":22.89,"perimeter":176.19,"area":303.82,"image":"data:image/png;base64,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"},{"id":"a4a63cc6-a393-459e-a69e-8fa11e026663","height":30.76,"width":25.39,"perimeter":102.78,"area":700.37,"image":"data:image/png;base64,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"},{"id":"6ef990de-d30f-47c4-aac4-fdd8b8df886c","height":30.76,"width":28.61,"perimeter":118.28,"area":347.87,"image":"data:image/png;base64,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"},{"id":"fec91517-6e24-4c27-851b-83d88531339d","height":30.76,"width":28.61,"perimeter":118.18,"area":347.92,"image":"data:image/png;base64,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"},{"id":"08b21cfc-2fc4-4708-ba90-fde0124c3ebf","height":31.83,"width":27.18,"perimeter":159.51,"area":261.95,"image":"data:image/png;base64,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"},{"id":"69329c57-b76d-451a-8852-6594483d136c","height":31.83,"width":24.5,"perimeter":180.24,"area":301.86,"image":"data:image/png;base64,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"},{"id":"2f660972-eef0-4fee-85fc-9cf689c4f1bb","height":31.83,"width":27,"perimeter":158.9,"area":262.03,"image":"data:image/png;base64,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"},{"id":"eb80906d-f82c-44a1-9674-614200ecba5a","height":30.76,"width":22.89,"perimeter":176.17,"area":299.04,"image":"data:image/png;base64,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"},{"id":"7a708a55-9836-4640-a01d-230f85b10885","height":31.29,"width":24.14,"perimeter":153.75,"area":272.73,"image":"data:image/png;base64,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"},{"id":"2374696c-8fc8-4fa9-989c-cbb327e81e17","height":30.76,"width":19.31,"perimeter":99.3,"area":171.51,"image":"data:image/png;base64,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"},{"id":"074b6d92-fb62-40b0-af48-b216c4c70f4d","height":30.76,"width":23.25,"perimeter":105.25,"area":633.9,"image":"data:image/png;base64,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09:18:53"} 
[2026-04-07 09:18:53] local.INFO: Number of letters detected {"data":{"noOfLetters":17},"timestamp":"2026-04-07 09:18:53"} 
[2026-04-07 09:18:53] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":2467.01,"perimeter_in_feet":205.58},"timestamp":"2026-04-07 09:18:53"} 
[2026-04-07 09:18:53] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[341.87,347.88,184.4,171.88,272.52,419.2,303.82,700.37,347.87,347.92,261.95,301.86,262.03,299.04,272.73,171.51,633.9],"actualFilledAreaSum":5640.75},"timestamp":"2026-04-07 09:18:53"} 
[2026-04-07 09:18:53] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":39.17},"timestamp":"2026-04-07 09:18:53"} 
[2026-04-07 09:18:53] local.INFO: Average character height calculated {"data":{"avgCharHeight":31.011176470588232},"timestamp":"2026-04-07 09:18:53"} 
[2026-04-07 09:18:53] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":1139.0,"originalHeight":779.0,"ratio":1.4621309370988447},"timestamp":"2026-04-07 09:18:53"} 
[2026-04-07 09:18:53] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"203.67","otherDimensionOfSign":139.3},"timestamp":"2026-04-07 09:18:53"} 
[2026-04-07 09:18:54] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"19552\" height=\"13372.263388937663\" viewBox=\"0 0 1139 779\">
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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":712,"y":602,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.88,"bounding_box_area":880,"exact_perimeter":118.18,"approximate_perimeter":111.03,"convex_hull_perimeter":98.52,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.313,"perimeter_to_area_ratio":0.3397},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":112,"y":602,"width":165,"height":172},"scaled_width":29.5,"scaled_height":30.76,"actual_filled_area":419.2,"bounding_box_area":907,"exact_perimeter":251.9,"approximate_perimeter":229.91,"convex_hull_perimeter":119.56,"perimeter_pixels":1408.742207411233,"original_contour_points":410,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.04,"compactness":0.083,"perimeter_to_area_ratio":0.6009},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":1009,"y":302,"width":128,"height":172},"scaled_width":22.89,"scaled_height":30.76,"actual_filled_area":303.82,"bounding_box_area":704,"exact_perimeter":176.19,"approximate_perimeter":166.91,"convex_hull_perimeter":105.94,"perimeter_pixels":985.3137084989849,"original_contour_points":19,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.34,"compactness":0.123,"perimeter_to_area_ratio":0.5799},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":835,"y":302,"width":142,"height":172},"scaled_width":25.39,"scaled_height":30.76,"actual_filled_area":700.37,"bounding_box_area":780,"exact_perimeter":102.78,"approximate_perimeter":99.31,"convex_hull_perimeter":100.58,"perimeter_pixels":574.7939392393406,"original_contour_points":112,"approximation_points":6,"shape_analysis":{"aspect_ratio":1.21,"compactness":0.8331,"perimeter_to_area_r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","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":657,"y":302,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.87,"bounding_box_area":880,"exact_perimeter":118.28,"approximate_perimeter":111.25,"convex_hull_perimeter":98.52,"perimeter_pixels":661.4873734152932,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3125,"perimeter_to_area_ratio":0.34},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":9,"position":{"x":163,"y":302,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.92,"bounding_box_area":880,"exact_perimeter":118.18,"approximate_perimeter":111.03,"convex_hull_perimeter":98.52,"perimeter_pixels":660.9015869776663,"original_contour_points":352,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.313,"perimeter_to_area_ratio":0.3397},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":10,"position":{"x":495,"y":299,"width":152,"height":178},"scaled_width":27.18,"scaled_height":31.83,"actual_filled_area":261.95,"bounding_box_area":865,"exact_perimeter":159.51,"approximate_perimeter":140.66,"convex_hull_perimeter":95.14,"perimeter_pixels":892.0214280248111,"original_contour_points":395,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.17,"compactness":0.1294,"perimeter_to_area_ratio":0.6089},"image_base64":"data:image/png;base64,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YXSLg9wT1KCUsVgMlmUhkUhg//79iEQi9Hg8PbZLr5ImHA4jEokMWC2p6OjoQHl5OYqKirJ2zbGEv/u7vwPQPbpoJm0kwt9qXQG3dV2Xgbg1TcPBgwd7FQ69Sprm5mYkEgkkEomsEmf69Onw+XxZu95YgWmaWlNTEwOBAEKhEJLJpJQamUoZ4LxNKaKvJ5NJGar2vffeQzAYvOi5vUqalpYW23qggULXdei6jkmTJsHr9Q74emMRHo8HkydPtsVHFkG3e4PL5ZLR0oELhrFhnJcf77zzDk6fPn3xa/R2k1QqBdM05W+VOP3p0muaJiN599Xyz+E8vF4vVq5cKdWIiI4uGl4QQ+ta8CfUEHC+zdTg3UJdRaNRmKaJlpYWHDhw4KL3z6j3pEb/HihETgERXTyHvkPTNCxYsABerxeGYcjkHqJenWH4E4mEJIrL5YJhGDAMo1uI/lgsBl3XcfbsWYTD4R4lQq82jWCvdpEQ8X2Fx+OBpmnd0uTkkBk0TdPOnTvHoqIiNDU12UiTSqW6fYxC0pC0hegX7SmWMItkIQ0NDfB4PD3ev1fSiBsJFg8UQr01NDTY1F4OfUN5eTnGjx+PM2fOSKmttpGQMgBkRwaAyEMlSZNKpWzjPeFwuNexml5ZoLIz3cBQX0ESkUgEhw4dQmdn54CvN5Yxbdo0W2IzIS1UW0dkhBEdkEQigXg8LgWBaqNalgWv19vrx9wracQFxANlC42NjTh16lTWrjcWMW/evB73CVsmHo9Lm8YZ1cIpZVKpFMLhMMLh8EU7Kb2SRqTX0zQtK1MJlmXBsiyQRHV1tS3pVw6ZIx6P48orr4TP50M4HJZdbsuypIpSjWKtKyyJOMY0TanSTNOE1+tFKpVCeXk5xo0bJ+2kdOjVpvH5fHC73Vkb2FMZXFNT06cEXTlcgGVZ2p49e1hQUIBQKCRtFFG/Xq8XJSUlKCkpQXFxMYqLi5Gfn48ZM2agsrISgUAAiUQCpaWlmDNnDkpKShAKhWCaJnRdh0gQmw69MoEkRaLPjo4O2yBSf4SEmFEFgGuuuQb/+Z//iZkzZ+bmn/qBZDLJt99+G2+++Sa8Xi8WLlyIxsZG5OXloaioCIFAAB6PB6ZpStumqKho8Of7SPLKK6+UfjDZ8BwzTZPjxo0jgOw5/uQwZMioD71w4ULp0jBQCD+Oc+fOwev1YuvWrQiFQgO+bg5Dh4y63Ndff33WbtiVIRaapiEcDmPv3r146aWX0NrampM2owm7du3iuHHjshYH2Bn2wufz8cSJEzk1NZpw9uzZrC6hEEWEvADAT37yk+zs7MwRZ7QgHo/zn/7pn7K2hEKsFhTrucUS0SVLlvD//u//csQZDSDJZ599NisJMcSSCzXOHHBhScZf/uVfsrGxMUec0YBTp05xypQpBC5kVFEjLkGxVfpS0i2JWbZs2SUL6ZpDFhGNRvnII4/IJbVCxYjwpkDfQo3gIqTRNI033XQTDx06NCoCM45ZkOTBgwfp9/ttcWkxQGPYSRo1zFdpaSnvuusuHjlyhPF4PEeckQiSttBezoXk/SnpJI2a9Er0rp544glWV1czHA7nJM9Iglgaqk4DqA2cLfUkQsuq+wHwsssu4+rVq7lt2zYKDHUd5NAPdHZ28stf/jIB+7pglTx9KelIIwhZVFSUlojjx4/n6tWr+frrrzORSDAejzM3ojyMQZKHDh2i2+3uFhELWSKNej2Px8P8/HyZeUW1e4Dz8eNuu+02/uY3v2EymWQikchJoOGIUCjE+++/XxqsoifVH2njJI1IzpWuR6XGtRG/RcIun8/HSZMm8d577+VPfvIT1tbWyjQ7Q19DOXQDSTY2NsookWJOCl1EyMvLk1Khp1Br2SpO0ol7zpw5k1/5yle4detWnj17lpFIhPF4PEeiS4m2tjZu3bqVwPnpAEGOdD0qZ8DpbJZ0hHGGhne73Vy8eDEfeOAB7t69m2fPnpWGdG4AcYjR3NzMtWvXSlIEAgFpixQUFNjsksEgDC5iE7lcLpkuWWwzDIMFBQWcPHkyP/nJT/JrX/sat2zZwtOnT8vMc0NTc2MYJHns2DHeeOON3bKZOaN+Ovdnq6STNM794hlUAqn5rWfNmsV7772XTz/9NPfv38+TJ0/K1MQ5dTYIIMmPP/6YwHlD2O/329LuiAieQOZx4fpS0kkal8tFj8djS2EjjlUnXdXc3VDI5Ha7OXPmTH75y1/m1q1b2dbWJlVZrmufhWy5wPl5qb1792LNmjWoq6uzLaswTTOjkFz9hdNHWl3ULvZbloVUKoV4PC699tMtM7YsS65nFstYNU1DIBDApEmTUFFRgU9/+tOoqqpCVVUVCgsL4XK54Ha7c47x/QFJPv/883ImXC0i7OhQ9J6AC2n4vF6vLVmqWoS6UsPHq4km0iXoEv4/breb1157LR955BG+/PLLPHz4MJuamtjR0TG02dpGA0jyvffek11xoY6E78xQqKee3DPEsIBIzqqer/7vHKR0RtAUH4DTRqqoqODNN9/MDRs28KOPPpL2UG6iNQOQ5ObNmzlr1ixZoWLk2Gk/iIE8OBqoNwJcypKOpGrx+Xx0u92sqKjgrbfeym9961t85ZVXePr06ZxRfTGQ5Jtvvsn58+dLMkCp+Pz8fFtCTp/PZ1MNI5k0wPkpEHW8KhAIcMWKFXz88cf5+uuv8+DBgwwGgzkSORGJRBiJRLhy5Uop9r1er22+Ki8vr5s7xGggjThOdVATRdd1FhYWcvHixXziiSf4wQcfMBwOM5lM8mKBhMYMQqEQo9EoN2zYYEsGVlZWljbHgrAXRjJp/H5/t6kTwzDodrulbSeuI1INTp06lWvWrOGGDRtYX1/Pjo6OnBSKxWLct28f58yZY6vMQCBAt9ttSzI20kkjjhOJYZ09RjVZrPP9AoEA58+fz0ceeYTbtm3jsWPH2NnZOfjJSYcrWlpaeO7cOX7jG9/o1i3Xdb3fyeCHuvRGmry8vG5ESZcTS9M0ejweer1emenNOUdXVFTEhx56iIcPH6aK7LfOMIbogh45coRf+MIXZAWp+b1HOmnEMaZp2iZOhRtHT+8kSCNIp7qcAOCMGTP4j//4j/zoo4/Y0tIy9siTSCTY0dHB3/zmN1y0aBEty5I2zkgnjfOZxbybul3YMmqvsqcBSDFAia6PatasWfz617/ODz/8kPF4fOxNsgq/nBdeeEEu+1WXw6SrVNX2UUW92lNR81jD0djohRSXuvRGSPH+xcXFfPDBB1lTU8NYLMZQKDS2yJNIJHj48GFu27aNN9xwg61bblmWHM1VeyWWZckv8GKEUPOHj4SSqRQTqrysrIwPPfQQP/jgAzmxms22GfYgyUQiwR07dvD+++/n1KlTu1WqkCgqgVwuF/1+Py3LotfrTdtrETaF83rDrWRCGvUjEO9UWVnJhx9+mGfOnBmbjmXBYJChUIg1NTX85je/yaqqKukLDAeBhKNVOn8docJGglpSn/liRX1PMWWhnn/ddddx8+bNY7OnJRCJRJhIJLhv3z4+9thjvPrqq+WEqJNIhmHYXE/Tee8N95KJpHHaex6Ph4FAwEaq1atX89ixY2OXOAKpVIonTpzgpk2beM8993DRokWsqKiQldmT154o2VgROtglk96ZuuqjpKRE/i8c3sRHNWXKFP76179mKpUae70sJ5LJJIX9s2/fPv7rv/4rr7nmGgKQqkrMoDtn1TGIDZ6N0hthVLtMSFAxvqNuE38Nw+CDDz7IhoaGnNRRQZKpVIqtra38wx/+wIcffpjTp0+Xleskz3AumagndSpCddoX28UIszjGMAzecccd3L59e1aM5FHnptjR0UHTNNHa2or9+/fjrbfewr59+1BXV4eGhgbEYjFEo1EZsl9zZCMBLqQoEjmThPuoSFyhdbmYivNEpppEImFLSeQ8X8tiJpve4HyXgoICFBYW4sc//jEWLVqEQCAw6to+K4hGo7IXceTIEW7ZsoX33HMPb7jhBhYUFBA4b+f4/f60kkgdQBTTHWoCdDEGpKo9t9vd47WGQj0KI9nZaxRzXZWVlXzzzTfZ3t6eU1WZQKywJMmOjg6+8847fPzxx3nLLbewoqJCGsrCLdTr9fao1gQJnGog3XFOdTGYxfm86Z6/oKCAO3bs6Pco8pgXUWI4o7a2FkePHsWBAwewf/9+vP322zh27BgAyIRZsVjMlmFWJJ3QunJIioQjziy0XfcZ8nfTulIRApDJM8TzTJ06FevXr8fy5cvh8/n6xINeE2qMdmiafQ1MJBJhKpVCQ0MD3n//fWzbtg07d+5EXV2dLdkWALnMRTSIx+NBMpmUOcydWWvUhKODBTXJu7Cv1N8ulwuWZeHYsWP4h3/4B/h8vl7zcOfQB6g+LPX19ayuruaGDRv4uc99jiUlJbQsi4FAIOPBw6FQUapzvlM1iaU94lny8vIYCAT4xhtv9Kk7nmNXHxGNRhkOh9Hc3IzDhw9j165d2LlzJ44cOYJwOIxoNIrW1laZL1sswLsUSV7VHpRQVfF4HIZh2CTmFVdcgZ/85Cf4xCc+MfgZWsY61PXeR48e5a9//WveeeednD9/vvyinUt+MciSxmmYCy8BdRtwYRBU7Lvrrrtya7QuBUjKELbNzc188cUXeeedd3L8+PG2BhU9KrUx1QBNosucbjY7G05q6Wb8y8rK+K1vfSs3anypQZLRaJSHDh3ir371K65bt4433HADJ0yYIP2D1BWf6WL8qMQpKioaMGmcjm1FRUXyHpMnT+bu3btzxBkuEGqsra2NO3fu5MMPP8xp06Z1UysiaoU6VSCiW4jjBipphLspugiq3mvVqlU5NTUcEQwGGYlEGI1GuWfPHn71q1+1OZypksbpI5wN0hiGYZspd7lc9Pl8cmXEli1bxp776EhCIpFgNBrl//7v/3LTpk1csmSJbMgJEybIhs3WsmX1HKGqhJpElxT6xCc+kVNRIwWpVIqxWIzf//73uXDhQhthRE8om6TxeDzSnhEEElJu48aNOeKMJAh/oV/+8pe87rrrZENma9mysI/UFRxi6TC6CDR58uTc2vKRCNF1f+KJJ6REyJZNA1xYVwXYlwaJmfzf//73OWkzUpFMJrlx40aZXEQdszFN09b7EeM8/SWUOit/4403srOzM0eakQqSPHHiBO+++24pJdRelljCM1DSqKWyspKbN29mLBbLEWekgiRjsRifeuopm49Ofn6+JNBASeMcpb733ntzKmo0IB6P8/HHH5dqSvSskEXSCKP76quvzq1kGC0gyX/5l3+xRZbIpnoS3fzCwkLu378/R5rRgGQyyWQyyfvuu69boraBGsKAferi8ccfZzAYzBFnNIA8n1d0+vTp9Hg8tlnygagn1ZkeAJcuXTo4YzbsAVm/UQ42RKNR/uxnP+u2ZHcg6sm5ErWkpISRSES2Za8+wqLh2RXyPRKJ4MyZM6ivr0ckEkE4HEZ9fT2efPJJtLe3IxgM4vjx4xg3bhxWrVoFksx5gw0e3G63RpI7duzAc889Z1uXJXyS8/Ly0NnZmfG6K9WrDwCi0Sjq6+vlbwOACGsGAKitrUV7ezva2trQ0dGBZ555BmfOnEFraysSiQTi8ThOnDiBo0ePoqGhAaFQCOJcwzBgWRZCoRAKCgpQU1ODpUuXZqVycrg47rzzTrzyyitoaGiAy+VCLBaT+8T/mZJGdUQniWg0ipMnT9oP6uzs5AMPPMAZM2Z0W2AlXAKFJ5m6DDRdBhPnhNiYjUw5xCDJz3/+87YcD872yGRpshpdzDAMaQz/9Kc/leaGS9z0wIEDqKurg2VZtswmqVRKlng8Lpe0irU+LpdL/q/rOrxeL4DzGU3cbrdNrOUwuFi5cqVsKwDdpEomzu2i7dWlMABw6NChC8uQAaC5uVmm11EvnE6U+Xw+xGIxxONxqZbEsbFYTIrCeDwOl8uFc+fOZfC6OQwUmqZpx48fp67rthRFog1N07S1V08Qx4vzk8kkLMvCxx9/jPb2dgBdkmbSpEmYPXs2LMuCrutyhaCu61KCiOUQwWDQZsN4PB643W65X9d1uN1uGIaBSCSCpqYm5OYuhgalpaWYN28eSMr2EMi0LyJIowoPTdPQ2NiIjo4OAF2kaWlpQUlJCZLJJCKRCOLxOJLJpCxC5JGE1+uF2+2Wy04jkYhcniqsdWEwA8C2bdvk/hwGF5Zl4ZZbbpFSQhBH07SMpIyKRCIhl/TGYjF0dHRILeICgKKiIkyePFnqME3TZFElDgCEw+ELJytsFqJQ3AgACgsLsXnzZnR2dvarEnLoGwzDwHXXXQfDMLqFREknfdJBlUhut1ueH41GL4Rk6TpQmzhxojRqxU2EThPSRkBsd25LpVKSobquo7W1FQcOHMCpU6eyUCU59AZN07QrrrgCxcXFAM5LC8uy5P5MDGHVjo3H49B1XVzbThoAmDJlCvLz82WPSHmQPj24ZVmIRqNIJpPQNA1+vx8nT57M2TVDhJKSEgQCAdnYTtukN6jaIpFISO2jLi2W7Jg4cSIMw5BqSe1O93dAlySCwSB2797d7wfRgqIAAA4xSURBVGvk0Dd4vV7bsIkqOTKd1XFG0fJ4PIjFYnK7JE1JSQn8fr/N6O0PYrEYNE2TMV0AYPfu3bnxmiGCGApRw8P1FeqIMHChg2Oa5vnt4kCXy4XLL79cEkbYKGpfPxMI3ReJRKQBXVtbi7feegsdHR05FTXIEEMkgix9VU/ABdKI60SjUanuAIU0ADB37txuF+4raVQJI256+vRpbN++HXl5eRlfJ4f+wTAM2REB7KRRG74nOGcDtK5Ak2VlZXKfJE08Hsf8+fNhmmZGF+8JYjxA13XEYjHJ2jfeeEMODuUweBCDcGpEUYFMPn7hzQCclziiqz579mz50UvSWJalXXHFFTBNE4ZhZNSnT4dEIgHTNGVXT/SgDh48iG3btiHnbzp4SCaTPHbsGOrr66WEEXZI1/6MrqOOy2maBq/Xi+nTpyM/Px+AQz1VVVXhpptuQjQalQM7pmnKC/h8voxuGo/HEQ6HpZgMBoMoKirCt7/97YzOz6F/0DQNW7duvdDL6XKRUMdaeoMzwKQYTa6oqIBpmhrgII1pmviTP/kT6LqOcDgMj8djG34OhUIZPbg6iiwetKWlBUeOHMH27dulY1cO2UUikUB1dbWctlGDYAOZqScxviYgwr/NmDGj55Peeecd6Vsh4u33N9GWpmndzvuzP/uznBvoIKGtrY0TJ06UbQaH+2amLqDOYNoA2NjY2HObtbW1yaiP4sbq+ppMbup0/BG5CUSiixdffDFHnCyDJPft22dziBP/97X9nLEBKyoqbM503azd/Px8LFu2DOFwWEao7CuEiwUAGcdWnXL/5je/2edr5tA7Nm/eLP9Xx1qEiZFJW4og2qoxfOONN178JJJ89dVXuzGvL97tanJ21SVUlVzf//73c9ImSyDJDz74gLNnz+6Wm0GVLplIGjUMiYgq8cILL/QeUi0ej3PBggUXFVmZFrHqD4qYzM/PZ2lpKffs2ZOL75YFRKNRPvDAA5IYahRR1ecXfVBNws945syZPHv2bO9tRJKPPvpoN3ZmkjjUmbDcyXR1Xc6f//mfMxQKMRqN5ojTT8RiMZ46dYrl5eU92pYi5oxzf7qiShoAXLx4cWYaob29nXv37pUx39TF5dkMqgOAf/M3f5NbWDcARKNRfu1rX7OtHOlL2zjbU2QeRld798mMaGpq4t13302fzydvkI3wXU7xZ5omH3300Rxp+oFUKsV9+/Z1W0o7ENJAkTIzZsxgdXV15u1Ckh999JG8iNrXH6ikEUwWEszj8fD111/PEacPIMnTp0/z05/+tE0FDZQ0apybr3zlK31vk1AoxC996UvSlsmGelKDDqp/y8rKpCjMkefiSCaTbG5u5l/91V8ROD8IK1TLQEmj5lLoV0eFJE+dOkXDMFhQUGB7oIFIGlGEihIP6ff7uW7dOobD4RxxLoJkMslHHnlE1qNIrYwsqSePx8Pp06f3vw3C4TBXrVpl67oNhDTiHMuypL1UWloqo2jrus7Vq1czGAxmJbPraEMikeDTTz9Nj8cjAzcKdZ8N9SS2/+xnP+t/rL1oNMq9e/eysLBQjgEMhDQul0u+rKZptsiUlmVJO2fBggU8cOBALtx6F0iyvb2dTz75pC39DrrqTpgQAyWNaZqsqqoaeHDGSCTCn/70p1nrcqsJHQoKCqTEUdWUqJR///d/Z0dHx5iWOiS5f/9+/sVf/IWsQ9GTRVcdAvbYNAORNOvXr89O4IbGxkZWVVV1C9UlWF9UVJQV9YUunap2/1avXs1du3aNSSM5FArxxRdflL2kvpIiXVGTgzkDUN96661saWnJTh2T5ObNmwmAgUBAEsTv98uxl2zE7leNupKSEimRJk2axL/9279lW1vbmCCPUEfr169nSUkJAbCwsDArpFEH75wZ8Pbt25fduiXJNWvW2EQiFH0qphAGKmmcWdWErjVNkxMmTOA3vvENfvzxx6OSOCR5/PhxPvXUU7z++utlHD01NP1A61b8LwgjzIO//uu/zn6dRqNRnjp1ildffXW3BxDszUbvSj1P0zTm5+fLFxNqcNq0afzRj37EtrY2JhKJER99kiQbGxv5/PPPc8WKFbbuL5Q6Hihp1PlD8b/P5+PcuXNZX19vi62XNSSTSf7xj3+UjSjUSbbyEalde5/PZ3tJNV2fGCQsLi7mmjVruH37dkYiEYZCoRETLFmo2bNnz/IHP/gBr732Whm+XpW0bre7372jdEUN9+p2u1lSUsLnn39+cCU3SX73u98l0L3bly31pIplkTLPNE1bNhJ1Rl3XdZaWlvLRRx/lH/7wB2n7DMqXMwCQZDAYZG1tLTdu3Mjbb7+dFRUV9Hq9NqkCRwOLusi2IQyA//zP/9wnwvR7gTVJfvGLX8SvfvUrGUXL7XbbAgR2Hden6/r9fgSDQflbjeCkda3eFIGXYrGYvL5lWTAMA9FoFCUlJZg3bx6WLFmCJUuWYNasWcjPzwdJeDweWJY1ZAvLU6kUU6kUQqEQgsEgdu7cib1792L37t2oq6vD6dOnbXUknPlTqZRcWy88H8XyWHF8fwSDMyf3zTffjBdeeAFFRUUZ5+Tud+V1dHTQ4/HgyiuvRF1dnVzv5Awn2p8Xc7lcME1TkkKs1EwkEnC73bYgScKt1LmmR9d1ubTYMAwsXLgQ119/Pa644gosWLAA8+bNg9vtli6tmqYhlUqJ//tUL86vlCQ6Ojpw8uRJHDx4EO+88w7eeOMNfPjhh2lXdIilPup7iQ/E+S4i4qa4T3+gtlNNTQ1mzpzZp3ce0BfXNdOKpUuXoq6uDm63W8beE9JAPJzL5UIikbBVxmCo0N7eXSzkCwQCKC0tRUVFBSoqKlBeXo68vDxUVlaivLwcxcXF3SJICQKK9UStra1oaGhAfX09zp07h+bmZhw6dAihUAitra1obW1FOBy2NX6mC9YGAo/HI4MQ+Xw+SVQhueLxOMrLy/HDH/4Qn/3sZ/v8kQwY9fX1bG1tlctd0GUUp9PPYiY2G5OdPRWnTZWJjSVWSqjOZiKhhBoKV6yqsCxLGqeGYci/AKRtImwycV/V52UwSzoPPTGuJjLGAeDPf/7zSztk0dnZyTNnzvCyyy6TBrF4YL/fbxtAutSkEc/QUyh4QQjVJ1rMiV3M3zbdOw0lWdIVMbYlfguj+t133x0e+Smbm5tZU1PDuXPndvMl9ng8LCwslA9+qUkjeiKCDJZl2aSFs6irMcS5ooiejXgvpx/0YLxjJsXpq11ZWUmXy8XnnntueA2KitHMGTNmEACnTJkiv1gx3XCpSZPpNQQZBEl6Wo3hvG5PZBGEHYx3dhahjkQRanfz5s3DizACJNnS0sL7779fPrSwd7I1znCx0htpnFJHjAN5vV76/f6LqhRN0+SSnJ7UkfP3UEscVYValiVNg//5n/8ZnoQRIMnOzk4++eST3RyFhgtpejpfSJV0x1xMUohGcqrAvi40HGhRJ499Ph9nz57Nw4cPs729ffgSRgVJ/vGPf+RNN91EALL3MRzUk7Nx06kgIYlUsqjXEOc5z7mU6kl9nltvvZW1tbXDblS8V5Dkxx9/zC996UsEYMu56LTsAdimCcSXC3R3MBpM4l3Kor6Ts/fjzHqjaZqtPoUqKioq4ne/+12SHDHzcN0gZnD/67/+i1VVVdKtQtMuuDxYlmX72kVPBL1IEuf+0VCc5BA9PdWzsaioyDbpKIzf5cuX88MPPxze9ktfQJK1tbV87LHHOG3atLRfl/jtHCB0GtGjmTSiCLdYYRc5VZ/qdTdz5kw+9dRTPHfu3OghjAqS3L17N1euXCldLESlOEc0BYFUtTWaSXOxgUcAtnEl4LyUueeee7hnz57R74Qv3BlfeeUVrlq1ioFAwOZmoTqfA+f1u/AdHs2kAez+QsD5IYvCwkJb/Xg8Ht5222186623GI1Gh8cI71BBdM83btzIFStWcPz48TZdraY/xBiQNGpR7RjgghRauXIlX3nlFba1tY1+6XIxCC+2/fv38+///u9lxAp0EUUdfBvNpFEDLoiJUl3XWVlZyZtuuonbtm1je3v76LRb+guSjMVibG5u5o4dO7hmzRpp7GVjtcNIKG63W/YcL7/8cq5bt47V1dVMJpPDgizDOjUKSSYSCdTV1eG1117Drl27sGvXLjQ3N6Ozs9MWYFnTNOk1KJJkCaclNdS7iCNHR/h+rSuUrdOJrKfjxTmiiN/O88V+8Qyqf4vH44GmaQiHwwDs4VdvueUWLFu2DNdccw3Gjx8vMuMMi/YaFg+RCVKpFKPRqPSE2759O959910cP34cALqRo6uS5W/V801tbLFdjbmrEkQ9Tt0uriPOFxCOaOo11esIUnk8HiQSCfl7zpw5WLBgAT772c/i8ssvx6xZswSphl0bDbsHygTJZJKCJGfPnsWHH36IXbt2Yf/+/di2bZtMfygaVdM06SbqlBaurrxWPUkmJ9Lt1zRN5pQQUsMpYcRvy7KQSCRQWlqKRYsWYcWKFVi8eDEmTpwIy7IQDocRCASGdbsM64fLFCQZj8fR3t6OxsZGnDhxAi0tLThz5gyqq6tx7tw5tLa24uTJk+js7EQ4HEYwGExLDsuyZArGi0HNdCKSvarbTdOEz+dDcXExKisrMWXKFJSVlWHhwoUoLy9HZWUlSkpKRCLZEdUOI+ph+wqSDIfDMnvv2bNncejQIUmoc+fOoaWlBZ2dnQiFQojFYjhw4ICMfSxS16gawuv1IhKJSImSn5+PCRMmSBJ0dHRgwoQJmD17NubMmYMpU6Zg3Lhx8Pv9AIBIJAKv1zui631EP/xAkEqlKFSXSgqRGE2VNGK/sGmESnOmOFLtoK6/Y7Z+c8jBhv8HBxAAvyvOYPIAAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"},{"index":12,"position":{"x":2,"y":299,"width":151,"height":178},"scaled_width":27,"scaled_height":31.83,"actual_filled_area":262.03,"bounding_box_area":859,"exact_perimeter":158.9,"approximate_perimeter":140.21,"convex_hull_perimeter":95.11,"perimeter_pixels":888.6072144624379,"original_contour_points":385,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.18,"compactness":0.1304,"perimeter_to_area_ratio":0.6064},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":15,"position":{"x":434,"y":2,"width":108,"height":172},"scaled_width":19.31,"scaled_height":30.76,"actual_filled_area":171.51,"bounding_box_area":593,"exact_perimeter":99.3,"approximate_perimeter":98.71,"convex_hull_perimeter":88,"perimeter_pixels":555.3137084989849,"original_contour_points":16,"approximation_points":6,"shape_analysis":{"aspect_ratio":1.59,"compactness":0.2186,"perimeter_to_area_ratio":0.579},"image_base64":"data:image/png;base64,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405/+FPS9DQKJiYmBJEnsuXEc162GocIB/PjHrz0G+J8hvY8AAKIowuFwsINOp1O3BSp17+ibePLkCU6fPo2f/OQnUBRF5TjO0DI6QdedgF9YurMOQMcWov0xjuPYMeG5q3VGu0rnOA4cx+HmzZs4evQofv7znxumKcoIucAAfg3m8XjAcRwkSYLdbseZM2eQnp6O9PT0vngLBjrRJwJDFYjX62WR5JaWFhw6dAhTp06FzWZT4+PjDS0TBYRcYDiOC1g8u1wuiKIInudRUVGBTZs2ITk52TBNUULIQ6+C8KNMyrIMwL/XQTl9+jROnTqFxsbGUL8VAx0IuYZh7pggBPj/dE3T2tqKwsJCjBkzBm1tbarZbDa0TAQTcg3j8/kgiiJ8Ph8cDgcEQWA/K4oCURRx9epVHDt2DHV1dXC5XMbWQQQTcoEhhLCoIw1Ve71eFlH0eDxITEzE/v378a9//YuFtQ0ikz7xkrqDBg1PnTqFqVOnGqYpggm7wGi9qJs3b2L37t0YO3as4TVFKGFPUKFxGcAf4Dt37hwOHDjQo7C2Qd8Tdg2j3RwjhKCpqQlFRUXIzMyEw+FQY2JiDC0TQYRdw9B9JpPJBLvdDgCoqqrC+vXrUVVVxfJUDSKDsAsMDexpBcfpdKK4uBh79uxBXV1dON+eQTvCLjB0Xet2uxETE8OSj3mex44dO3D58mXY7XZDy0QIfZLe0BXafSaHw8HiM62trWhtbcXu3buNNIgIIuwapjvOnDmDjRs3wmKxhPutGCACvKTuePLkCQ4dOoRp06bB5XKpJpPJ0DJhJOIFRpIkNDQ0YOfOnXj11Vfh8/lUnucNoQkTES8wbrcbHo8Hp06dwsSJEzFmzJhwv6UBTcQLDOBfOFutVuzZswevvfaasQAOIxEvMJIkwePxgOd53L59G1u2bMHo0aPhdrtVSZIMoeljIt5L8ng8UFUVXq8XkiThf//7Hw4fPtyjmm4D/Qm5hmlfFNUdHV1Ly23dbjeePn2KwsJCDBs2zDBNYSDiNQyAgCYBhBDcvn0b586dw5UrV+D1eo0ocB8ScoHpTLu07yLQGdr0B9qrxul04sKFC9ixYweampr0eaMGPSKsi96emCvtebvdzjYrHz16hEOHDuGnP/0pnE6nKsuyYZr6gD7J6W2vSXqz7KAbkdqfJUmCoiiorq7G1q1bcePGDcM09REhFxiO455rUqNtJdETfD4fOI6DIAhQFAVut5sdKy0txbZt24zk8T6iT7wkSnsB6W1uVEcdJdra2lBUVISf/exnsFgs6ksvvWSYphASVoHp6e/TxkY0FcJkMgHwl90SQlBdXY0NGzZgxIgRhqsdYnQ1SYQQiKLIfo6Li8PKlSuxfv16JCYmQlVVth6h12lNVkd0JGQul4t1h1RVFSaTCdevX8eBAwfQ0NCg50cyaIcuAtORFiGEgOd5TJo0CbNnz8bSpUtBCEFcXByAH3vJ6gGtMPjmm2/wzTffGHnAIUQ3DUMfPn14tBeMKIoYNWoUFi5ciDFjxsBqtQac0wPaLbKqqgqbNm1CcXExPB6PITQhIGQaRuvVJCQkkGnTpiEnJ4etR3ie16WHHuAXUkIIOI7DyZMn8cUXXximKUSE1K3W1lWPGDEC+fn5WLp0KWRZ1k1YKD6fj3V6/Prrr/HVV1+hubnZ0DI6o4vAdBZX0Xo2giCQcePG4Y9//CPGjh3LWpsHi7b/jM1mg9lshs1mw9atW3Hv3j1jPaMzurjV2meidYO9Xm/AkAtJkojdblcXL16Mu3fvwmazBd2tU1EUCILANJkoinC5XCgvL8fOnTuRkpIS1P0NAtHdJGnXMz6fj1Uzas+vWbMGM2fO1KW1K+0xA/g3J61WK+ult23bNhw+fBiPHz82tIxOBP3EqIDQh089Fp/PB0EQAvaBACAmJoa88sor+N3vfoehQ4cGFN3LsszuR4Nz3cVpALABGjTZihDC5id88cUXKC0tNYrhdCLke0nafnaUuLg48u677+Ivf/kLhg0bBkEQwHEcnE4nVFWFJEmseWKw1NTUYN++fYbXpBNhS6Aym81k1qxZmDNnDhu3QrUI1Up6mCyr1YojR47g9OnTcLvdhpYJkrBm3L3yyitYsWIFW5hSr8ntdrPFa7DwPI+GhgZs2bIFxcXFhtcUJCEXGLoW6Qiz2UzeeustvP/++0hKSoLNZgPwfA5MMNB1zdmzZ7Fx40Z8//33utx3oNInXTS7+qtOSkrCxx9/zEwTIQSCILA83mBRVZWZtqKiIhw9etRItgqCkKc30FlMncFxHFFVVc3Pz0d1dTVu3rwZ0Ns32NZlNEZjNpvR1NSEgwcPIjMz00iDeEFCrmESExMDorEdQQghc+fOxXvvvRcwHEoP6Gvb7XbIsoxz585h//79AACr1Wpoml4ScoF5luTU7V+yyWTCkiVLMHv2bAD+xaosy8xM0WOUjlxu7RYF/dKWqDidTgiCgIKCAnz22We6bE0MNCKmVNZkMhGXy6Xm5uaisbERJSUlaG1thSzLUBSFxXN4nofP5+swvtMRdNAU1Voejwf19fW4fPkyCgsLjZLbXhIxAgP4hebJkyfqo0ePUFdXh4aGBni9XqYtfD4feJ5nQkDnMHWFNvGcjuVVFAU3btzA/v37kZmZ2Rcfrd8QcZWPQ4YMIfPnz8f8+fMD0iOoOdK2ae2J600XzTRfhpqypqYmNhr5yZMnxlqmh0ScwADAq6++igULFmD48OEA/A89JiaGndc2UuwO7frH4/HA4/FAEASoqooffvgBmzZtwqVLl4yAXg+JSIGJiYkh06dPx8qVKzFo0CC2eG2/0fkiQzBpOgQ9d+TIEXz11Ve4efOmzp+ifxKRAgMAw4cPx0cffYSFCxc+52pTIeiJSWq/hiGEsEgyraA8efIkjhw5AovFYmiZbohYgZEkiaSlpSEvLw9paWkB64+uhni3h25N0OHtAFjl5LPXQVVVFc6ePYvq6mojCtwNESswgD+gN3nyZCxbtoyVp1CGDBnCprp1lS9DTZnP52MxGe2sJrfbjSFDhqCoqAjbtm3TPde4vxHRAgP4k8ffffddTJkyBW63m010a25uDlgIB4PVaoUgCCgsLMT69euN5PEuiKg4TEcQQoiiKOpvfvMbNDU1oaKigo3/08ux8Xg8MJlMuHfvHrZv344pU6YYe02dEPEaBvBvUGZnZ2Pt2rUYPHgwW7TqtaPN8zxcLhd4nkd9fT0OHDhgTLnthKgQGMBfppKVlYU333wThJCA/N9gkCSJLYBFUURraytOnjyJo0ePGrGZDogagQGA9PR0LF26FCNHjkRbW5suKZxUJmjjRa/Xi9raWvzf//0fTp8+DZ/PZwiNhqgSGEEQyJw5c5CTk4PExMSAbYIXhe5FaXe/PR4PLl68iA0bNuDWrVtBv0Z/IqoEBvDnAf/2t7/FggULus2z6Sk8z7P00JiYGJald/nyZVy9ehVNTU2GlnlG1AkMz/Nk6NChWLt2LcaOHQtFURAfH89Mi9bVpuUrHbVK05b2ajUVjdt4vV7cv38fBQUFaGxsNAJ6z4g6gQEAWZbJhAkTkJ2dDbPZDKvVyoJxDocDkiTBZDLpkrl34sQJbNiwwZjX9IyoFBjAb5qys7MxY8YMAD82MAJ+TJrSA5fLhe3bt2Pfvn1oaWkZ8Fom4gN3nUEIIS0tLepHH32E5uZmlJaWMi2jjc8E6xnHxcWhubkZmzZtQnp6OjwejyqK4oAN6EWtwADAoEGDiMvlUqurq1FdXQ2LxQKTyQSXywWO41g6Z2ctXnvSWLq1tRUcx+H777/H8ePHkZGREaqPExVErUmimEwmsmDBAkybNg0AWLUkTd/sqnV9T6F9bg4dOjTge+hFvcAAwPjx4/H+++8jIyODpWJqd52DERq6LvJ6vfjhhx+wefNmnDlzZsB2g4hqk0QxmUykvr5evXjxIurr62G321nqQ2emqKdQl5smn586dQrJyckYP368bu8/mugXGgbwp0F89tlnWLFiBdt9pll2oiiC5/mA1Eye5zv0pDqK08iyzEpbeJ7HtWvXsGPHjgFpmvqNwBBCyMsvv4y5c+fi9ddfh8vlYmWyHo8HPp+PzScA0KttBep1SZIEQgju3r2LCxcuDMhuEP3CJFFkWSYWi0UtKyvDrVu3YLfbmVmiX1TLKIrSo3iN9hqqlXw+Hy5fvowtW7Zg2LBhIf9ckUS/0TCU5ORkzJs3D2+//TY7Jooiy+fVFr71tK6JaiWHw8HM1JMnT3Dw4EHs3r17QGmZficwhBAyceJErFu3DpmZmcwl1m5UaveWekL7eU2xsbFQVRUNDQ0oKChAaWnpgCns73cCAwBJSUlk/vz5WLFiBRITEwH4KwXaF/X3dK+JelzUvNntdni9XhBCcOfOHWzevFm3rYhIp18KDAAkJCSQ+fPnIysrC6IoslasWnriXmu1Uft0CkmS4Ha7UVhYiMOHD8PhcPR7LdNvBQYAUlNTsWjRIrYwpXtN2thKd2gFhq5/6HANGhysra3F559/juLiYrhcrn4tNP1aYOLi4si8efOwbt06mM1meDwexMbGMvfa6/V2W9ekNTV0zUPXRVSIRFFEcXEx/vnPf+Lhw4d98tnCRb8WGAAYNmwYli9fjoULF4LnedaZvH2B/4siCAJb41y5cgXHjx/v115Tv4rDdATP80RVVXXVqlW4f/8+Ll26BMBvVhwOhy6J5IBfcCorK1FQUIA33nij39Y19XsNA/hd7ZkzZ+KDDz7AyJEjAXTc8uxF8Hg8MJvNbF1UUlKCjRs34u7du7rcP9Lo9xqGMmTIEHLz5k21rKwM+/btg9VqhSiKulUe0Ps8ffoUBw4cwMsvvwy73a7Gxsb2Ky0zIDQMJS0tDatXr2ZpnXrETqi3ROM0oiji0aNH2L9/P0pLS/vdembAaBjA30LE7Xar2dnZKC8vR11dXdBrGG0wkAbzfD4fKisrsXfvXqSmpurwziOHAaVhAL/QzJo1C/PmzYMsy0Hfz+VyQZZllt3ncrnYzvjhw4dx8eLFftVDb0BpGEpaWhry8/NRVlaGkpISCIIAn8/HIsI0X0Y7YYXSkYXRJp3T6+12O+7du4e//vWvcLvd8Hq9qiAIUb+eGXAaBvC72hkZGVi7di3GjRvHTAkVFlmWdfOiysvLcezYMdy5cweKokS9phmQGgYAhg0bRh4+fKiWl5fTVmXsHMdxz40efFE8Hg/OnDmDtLQ0fPLJJ7rcM5wMSA1DSUlJwbJlyzBlyhR2TBRFtkekVzsRi8WCPXv29AuvacBqGMAf0HO5XGpOTg4ePHiA+vp61lwI0KeCkqZVVFVVYefOnRgxYgR8Pp/K83xUrmcGtIYB/BUHixYtwty5cxETE8PmTnaWJN5baLEcIQQHDx7EwYMHdXjX4WPACwwAjB07Fnl5eZg5cyYzQ4qi6GKSTCYTi9E4HA4cO3YMJ06ciNo6bUNg4G9UNHfuXGRlZSElJYVl1ukRp3E6ncxdlyQJV65cwd///nc0NjbC4/FEndAYAvMMQgjJzs7GBx98wI7Z7faAuIs2KtxZM6OO6pqcTifTMhzH4bvvvsPGjRt1m2vZlxgCo2HEiBGYN28eZsyYAUIITCYTa0pE1yG9zQcWRZH9Pk28amhowKVLl7Bt27ao85oGtJfUHpPJRGw2m1pZWYnq6mo8ePAgoB8wzQum3hONBncF7SmsXQ8pioLvvvsOu3btwvTp00P6mfTG0DDtiI+PJ1lZWayHHtUs2orJjkYKdobW06LzDmhPvevXr2Pv3r14/Phx1GgZQ2A6ID09HatWrcLrr78OwP+gY2Nj2XkqPL2ZS0DNkrYFicViwf79+3HmzJmoMU2GSeoAnueJ1+tVly9fjrt376KhoYEOOw2Yg90TqPnSVh9ov6+oqMDmzZuRlpYWFWmdhobpBEEQyIIFC7BkyRIkJiYGaAb6b08EpyMvi66D6KTbM2fOoKCgICoaLxoC0wVpaWlYs2YN0tPTIYric/OaeusWa9dB1GMC/G3RTpw4gStXrkR853FDYLqA53kyZcoUfPrppwHzmWhvYNovRtsLuD1aD4sKWvtaJ0VRUFxcjC+//BIVFRWh/2BBYAhMN8iyTGbMmIH33nsPJpOJudOtra26Bd7oeOQrV67gv//9b0Rn6BkC0wPS0tKQm5uLyZMns2O9Xfx2hlYz1dXVYc+ePfj2228j1msyvKQeQAghNptNzc3NRX19Pe7fv8+6WwUrNHSAO73frVu3sHv3bowcOTIivSZDYHpIfHw8qa2tVSsrK/Gf//wHDodD99egPYa//fZbpKenR2RPYMMk9YJRo0YhJycHU6dO1fW+dGOSxnosFgvOnj2LoqKiiDNNhobpBYQQYrVa1RUrVqCmpga1tbWheA0W0Nu2bRvGjx8fUabJEJhekpCQQKqqqtQLFy6wzclgoRuYJpOJxWgsFgsuXLiAwsJCjBo1KujX0AvDJL0AI0eOxB/+8AdkZmayBWt7BUCDfLT3TFc9aCi0CI5e+/TpUxw5cgTnz5+H0+ns1jTRnXWaXhoKpWQIzAsgSRIZP3488vPzMWrUKLjd7oBum5Ik6TYi+fLly9i5c2fEdIMwBOYFSUxMJL/85S+xcOFCdoxm4dGiONrqNRgIITh37hy+/vprPHz4MOwLYENggiAlJQV5eXl44403APjD/9q6Jj0ERhRFNDY2YtOmTbh48WLYvSZj0RsEPM8Tt9utrly5Eg8fPkRNTU1ALi+tbwoG2mO4oqICBQUFGDNmTND3DAZDYIJEkiRSVVWllpeXY+vWrSzhm+M4eDyeoBeeNEuP4zgcO3YMGRkZsNlsanx8fFjcbMMk6UBqaipycnIwZ84cmEymgNauwUIbSXs8HjQ3N+P48eMoLi4O27wmQ8PoAMdxxO12q6WlpSgvL2fxGVpJGeS9QQhhu+Tnz5/H+vXrkZKSEpaAnqFhdEKSJLJkyRK8/fbbTFjoMIuOZk7KstxhbVP7uiY6PYWe43keFy9exL///e/nfpfGYVRVhSiKLB20p3GgnmAIjI6MHj0aH3/8MbKyslhLV1EUWWCP53mWQ+NyuXpU29R+MIbX60VzczOuXbuGffv2BVRPiqLIktW1U1v0xDBJOiLLMlFVVc3Ozsb169fR2NjIzqmqytxuba1Td3SkFXw+H65evYrNmzdj0qRJ7DjVRtoZUXpjaBidIYSQGTNmYMWKFRAEgYXoqabQek6dldtqoVqo/e/YbDaUlJSgqKgItbW1KuAXmLa2NmaSQoEhMCFg3LhxyMnJweTJk9mD1hb2v8gYQYqiKEwYWlpasHPnTly4cAGKoqiJiYlsPmVPS3l7iyEwIUCWZZKRkYEPP/wQKSkp8Pl8Ad5Sb+uagB81jKIobIfc7XbjypUrKCoqwtWrVyGKIgYPHsyuC4UDZaxhQkRiYiK5f/++euPGDezatQtWq5Wd09Y1dadlaJVCV9eePXsWr7zyCmbNmoWGhgYA/m0J2uRRTwwNE0JeeuklrFq1qtO6pp5AH7i2vpuOVabf19XV4dixYygqKsK1a9cAgFU46I2hYUKIJEnEbrerv/71r/H73/8ebW1tLKMuLi4Ora2tAcPYO9IGVKto67i15o26z1evXsXVq1fZcZvN1uk9g8HQMCEmNjaWTJ8+HStXrgyIk9ARydFG9L3jKOS1117D6tWr8Ytf/IJpjGgdKmoITB9ACCGTJk3Chx9+iEGDBtFjIfFiQo0hMH1EQkICWbx4MRYtWgSz2RzQ9iOaMASmDxk8eDDWrVuHiRMnAuidtxQpGF5SHyLLMrHb7Wp+fj6amppQWVkZ7rfUawyB6WNiY2OJxWJRS0pKUFtbG7Jd5VBhmKQwkJycjE8++QTTpk1je0PtF8EmkwlA7+qa+gJDYMIAIYSkpqZi2bJlSE1NZXVNFD2qDUKFITBhYvjw4WTZsmXIyspix7TpDi6XK2QpCsFgCEwYGT58OHJycpCZmcmOybLMvKdIjAQbi94wQgghXq9XXb16NSwWC6qqqgIy5SIxGmwITJgRBIHcu3dPvXbtGmpqaph2EUVRl7omvYk8nTcAGTVqFJYvX47Zs2czAYlUd9vQMBGAIAjE6/Wqt27dwr1791BfXw+PxwOTydSr9vR9gaFhIgRBEEh2djaWLl3KjnXUfZwSLg/KEJgIIjk5Ge+88w7mzJkDwB+0EwQBPM+zygPqeofLZBkmKYIwm82kqalJffDgASoqKlBfXx8wyIL2nKFzmmj2Xl9iaJgIIykpibzzzjuYP39+wPQUrWbpTV2T3hgCE4GkpqYiNzcXb731FivGp3VNWo0SjvQIwyRFIKIoktbWVjUvLw+VlZV48OBBh3VN4WhGZWiYCCUuLo7MmzcPixYtQlxcXIA2oYISjqm0hsBEMKNHj0ZeXh7Gjx/POkEAP5aehCMKbAhMBMNxHJk9ezY+/fRTjBw5ks1nUhQFsiyzJkNdzWvS/T31yasYvDCEEPLmm29i4cKFrNBeFEXWS6+vMQQmCsjIyEBeXh6bcqstn+1rDC8pCiCEEJfLpebm5qKmpgZ1dXXgOC4sbrWhYaIEk8lEFi9ejMWLF0OSpIC2H511mzJmDQxwRo0ahfz8fEyfPp0lhXcWiwmVuTJMUhTBcRzxeDzqmjVr0NzcjLKysi572YVir8kQmChDFEXS2NiolpSUoKysrMNrQrkY5gB/hjrtCQsgoGdJtzfgOHY9bZqjzeEwmUwBrUENgmfo0KFYu3YtFixYwP7/KdoOmrRtWVdfwPO1T+3PaRfXHOBPNpYkCbGxseyB013S7l6QThCjv6PdSRVFEVarNeKyxqIdQggZN24ccnNzMXjwYPaHTtvW8zzPCuF6cC/2RYWvI6GhCAAQFxcHRVFgt9ufu1lvMte9Xm9AMElVVcTExLAmOgb6kZSURCwWi1pWVoZdu3ahrq4OPp/vuW2DnlgK+oeuvZZ+LwgCax8LPNMwXq+XHZAkCXFxcUxYutMw7VWiFu0HMNCf5ORk/OpXv8KUKVPYMfrsejNTu71p0h6jjRXpPpYAALGxsUhISADg76WmzSXtbgFFX6Qj4VIUBTabLSQzng38psntdquLFy9GRUUF7ty5g9bWVna+J1sH3VmQ2NhYDB06FGazGYDGJE2YMAFTp05FTU1NwIt2pyHar3Voa3SaJTZhwoSIrODrL0iSRBoaGtT6+nps3boVT58+BSEEbW1trLapK6jAtFcMVGEMGjQISUlJiIuL81+nuUBtbm6GLMtwu92QJKlHHQPojild+IqiGDBW12KxYOjQoZFVjdXPoGP9GhsbIcsyYmNj2TKju+qC7gSGDjx9lohuPEeD3vH/THtpB6qhB2cAAAAASUVORK5CYII="},{"id":"bc34367e-4306-4143-9580-fc3d9e47a1aa","height":30.76,"width":28.61,"perimeter":118.18,"area":347.88,"image":"data:image/png;base64,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"},{"id":"e7bb27a7-7164-48f6-978f-30b72e84c3a5","height":30.76,"width":29.5,"perimeter":251.9,"area":419.2,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKkAAACwCAYAAAB0DE58AAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1dWVMb2dl+WurWxr7vizAYSawCLGzH9niyTq5TlcqPyUXyQ3KRm1ylKhepqalKzdTnmRrbGLODBEhsAsQuEKt29XehOcenGwEtQKDtqaLYJPXp7qff9z3vCuSRR5qDA4BwOCzyPA+/3w8AUKlU0Gq1CIVC0Gg093KgaDQq+V0URcl3QRBwenoKg8EAtVoNjuO4ezlwHreGKIqi3++HXq9HJBKR/E9+e9Rq9Z2OFQ6HIQgCgsEgRFGEIAjgeZ4DAJ684O9//zv+9a9/we/3Q6fTQafTIRwO0wXJF5ks5CdByElwenqK6upq/PGPf8Rf//rXOx0rj7vj4uJC/Pe//42//e1v2NraQmVlpeT/8vsnF0JyyF8vRywWg1arhSAI6OnpwZ///GeIoihyHMdRkmo0GqytrSEWiwGIS1PyZuDyk5MsblqkWq3G8fEx1Go13r59e6dj5XF3HBwcYGxsDE6nE+FwGD6fD8DV9/Emftx0/+XHNpvN+OabbwD8IkkjkQhisZiEkLFYDBqNBqFQCCqVKqmD3AbRaBTRaBSrq6uYnp6mT1FKD5rHldjY2MDHjx8RDoehVqsRi8XuxAElt5IcJxaL4ejoiJqfPBAnyPn5OTiOo4QkXxzHUdLeBUQyX7VotVoNlUqF8/NzTE1N4fDw8E7Hy+P2uLi4EP/xj39gdnYWKpUKBoOB8oNATtj7EGKRSAQqlYoKTZ7nAfxCUkJIjUaDYDBI30Rs0mg0emfDOJHNwp50NBoFz/OIRqPweDyYnp6+0/HyuD2Ojo4wMzODo6MjAPH9wk24Kz+0Wi0uLi4Qi8UQiUSgVqulJAUAnufp7oq8KRgMguM4qNXqO2+clIBI24ODA3z69AknJydicXFxXuU/MJaXlzEzMwMAKCoqukRSIlzkQuYuuLi4ABDngEqlkmhuFTmYKIo4Pz+nLyRkFUUxZQRlzQq1Wo1QKAQAWF9fx/T0NNbX11Ny3Dyuhs/nEycnJ7GysgIgLkV1Oh01+wgxRVGk9uNdTUECnuclG3dCfNV1b3pIsP5Sv98Pl8sFl8v1yKvKPWxsbODnn3/GyckJgLgACwQCj7qmtCFpLBajEh2IS9OlpSVEIpHUuhXykMDj8eDTp09Uq2m12kdeURqRFPhiWnAch5OTE7hcLni93sdeVs7g9PRUdLvd2N/fp38jwuMxkTYkZV1UxMswPj6OycnJR1xVbmFzcxMfP35EIBCAKIpQqVTUT/6YSBuSEjVP/KUA4HQ6MTExATHVkYQ8AAB2ux0//fQTvRckb+O+Nka3RVqRlKgV8vT6/X7Mzc3lHfsPgJOTE9HhcGB1dZXeh8cmJ0HakFSlUoHjOBoeNRgM4DgOi4uLWFhYQCwWy0vTFGJnZwfr6+sQRRFarRYcxz1YSPwmpBVJ2VAYiT7s7u7if//7352dxXlcDVEURbfbjenpaajVamqTsn5L1qf90KRNG5KSE2edxdFoFCcnJ1hdXcXq6upjLi+rcXh4iJ9//hlutzuhMBAE4RFW9QVpQ9KrUgJPT08xPz8Ph8PxGMvKCbjdboyMjNBYPdFmRHA8tm2aNiSVZ+qrVCqo1WqIooiNjQ04nc78Lj9FcLvdWFpaonnFcpI+tqmVNiQlIE9tLBajrqjDw0MsLi5iZ2fnMZeWlQgEAqLD4cDW1haAuGeFzYR7bB8pkEYkJdkv5KllE1tCoRDsdjsmJibyYdJ7xvz8PD59+kTTMgGpVsuTlEGiXSPZYQKAy+XCyMiI5GLmcXdMT09jfHwcHMdBo9FQVyCQ+J48BtKSpOzTKwgCVCoVvF4vVldX0+KiZQsuLi7EjY0NeDwehMNhmhEP3L2m7T7B3/wSZVCr1RIDW6PRgOM4mjgtLz1gySa/IGz0iaSJGQwGOJ1OjIyM3NeScx7j4+OYnp6GRqNBOByWXPdEmya2tAiI32NRFBEOhxPew/vCvUlSebZMOByWlERf5whWckJ+vx+Hh4eYnZ2Fz+fLi9M74ujoSFxfX4fL5aJpecmCvcepxL2RVE5Akrktt29ua+eIooi9vT18+PAhv8u/B+zv72N2dhZLS0uK30MqRuXSNtWmQUps0l86kIDjOAiCkNAZnOyJqVQqnJycYH5+Hm63+76WmrM4ODjA5OQkzs/Pk44osZsr4IvzP1W4V5KShcs3Puz/Er1eCUjamNfrxfz8PEKhUF7l3wFbW1uw2+0Akg97yoVOqp3990ZSUrMPfFHtarUa5eXlMBgM4Hn+Xnxup6enmJqawubm5p0/K1fh9XpFh8NBM/CVFFomur8PldJ3rzap3FYxGAxob29Hb28veJ6X1GazjSeUgBjoJycnmJ6ezmfs3wGzs7P48ccf6a5cCUnl94vjOBgMBuj1+lQvN7V+0sLCQrS2tqK7u5vaqbdFNBqlamlzcxMLCwv56NMtIIqiODU1hY8fP0pC0ErAklQQBBQWFqKwsPDeOi9ehXsjqVarpZ0nSIhTpVKhpqYGb9++RXNzM3V16HQ6APGLQ14v3/1f5w3Y39+H2+2mZbd5KMfk5CSx6enGNlH3EbbOnuM48DyPSCRCq0cFQcDQ0BB+97vf3dqFpRT3RlJ5zD0Wi0Gn06GpqQlWqxUDAwN0FxgIBKhUZKMcN4F9ktkuG3kox9nZGVwuFyKRCHXEK3EJkteQPqJdXV3405/+hJ6eHhQUFKR0zfdqkwKQlBtEo1EUFhaipaUFb9++RVVVFVUNt3FbsFLV6XTi48ePODw8zKt8hdjf3xedTifd1QPKI0PkdZFIBBqNBi0tLXjz5g1qamoyZ3dPW6IwO/hIJIJIJILCwkKut7cXJpOJSkI2UqHEBULUDRCXqF6vF3a7Hbu7u/d1ClmP7e1t/Pjjj9jd3YVWq6X3Sslegb2vPM+jvr4eZWVlAJDyqNO9b5yI60kQBAiCQC9AY2Mj+vr6EAwGaXs/QNr/5zpEo1H6NPM8j4uLCywtLWFjY+O+TyFrsbu7i/fv3wP4UlOmFMRuFQQBtbW1sNlsKCoqgiAIdI+RKtwbScmTFolEqFSNRqPUqC4rK0NPTw+0Wq0kQYFUiN6ERObE2toa7HZ7fpevALFYTFxdXaUPdbLSj20k1tnZiefPn0Oj0XDhcDhzNk7sLh2In1QoFKJZTHq9nnv69Cn6+vokvrZkLxbr1zs8PMSnT5/y3fcUYHNzU5JBxvpGlUjUcDgMlUoFQRBgsVjQ1NQEIL4Ryxh1Hw6HJSdLamVYW6ampgaDg4PUBiVPoBI/G/GzEqlLJmI4HA4sLCwgGo3mpek1cDqdGB8flzjfiZpWunkqKytDQUEBWltbJfuIkpKS+12sDClLMPH7/ZciSo2NjbDZbKitrQUAesHYaMZVUSiS7kcuDnkoNjc38eHDh7Qoc0hXnJ+fi58+fcLKygpOTk6ofcmaWfJ0SraEhNwfr9eLgYEBvHnzho4wisViKW8N+aB31mAwcDU1NaiqqgLw5SIpURfyalLyPRAIYHt7mxaS5XEZBwcHWFlZkeT3AlKPjFyaklg9efh5nkdVVRX6+/tRXV1NX8fzfGam6l0Hi8UCq9VKs/aV+kvl5CSmxcXFBVwuFxYXF1Oz4CzA2toaZmZmqGeFgN0MJSIp+3MkEkFjYyNevHhBXU/kfxnjJ1WKuro6DA8Po7W1FYBypz7b7gWQXsTV1VWMjo7i7Owsb5fKcHBwII6MjGB5eZmqbSUbJbbdOHmf0WhEV1cX1Go1vfjJurJugwcnqVar5SwWC7q7u6HX65PK0mc7QbOq6ODgAOPj41hbW0vFkjMabrcbP/zwA46PjwF8IR/w5UFPRDJ5zkRdXR36+/vR0NAged1D7AVSm1J9BZqbm9HU1EQbYwmCoHh4RKICvmAwiO3t7XyOaQK43W64XK4rM56USFaO4/D06VPYbDbodDqJAUr84qm0Sx9lS1xVVYX29nYUFRUBUK7y2cx/0tCMPMlbW1twOBwIBoN5lf8LvF6v6HK5cHh4KCER2d2zfQ0AJPSs8DwPrVaL1tZW9Pb2XjoGyaZKJR6FpFqtluvv70dvby84jqPj+ZSCVfvkwq6srGBqagoHBwepWHJGYmtrC/Pz81TVE7DEvE5ds+HtyspK1NXVXXoNmeidSjyac/HZs2d49uwZbdpKWrqwDbMISOEXa/izP5M5qBMTEzQ2nUc8A/+///0vrY8nDzQbxiR9n8j1Za89CWu3tLTgV7/6VUJ/aDQapel+qepf+mgkLSwsREdHB+rr6yWpfaFQSOI3VapKQqEQdnd3SZeTnFf5e3t74traGs7PzxXF1uWuPSJh9Xo92tvb0dnZCb1ef+lmXJU0fZ94NJJyHMe1tbXBaDQiFApRpzDLL/k485twdHQEh8OBs7OzlKw5k3BwcACHw5FUXJ1MSSY/A0BFRQWeP3+Otra2hO/RaDTZ54Ji0dXVhWfPntGUPpKkIp8WrQSCICAajWJxcTGfsY+4A9/hcFBTSAl4nr/kh25ubobNZoNWq02o0ti0y1ThUUna2NiI4eFhPH36FOFwmLoykiUoAFoOsbGxgf/7v//D+fl5zqr8jY0NcWpqijrwlV5H1rSKxWIoLS2FxWLB06dPU7VURXhUknIcx5lMJvT39wO4HOVgXnfjZ5GNwcnJCcbGxi7taHMJGxsbGB0dpddAadhSnr7X1NSEoaEhmmuRCGwpe6rw6KlDT548gc1mowY4++QnU5dPEAgEsLq6mtOx/OXlZdqXQG7nXwc5SVtbWzEwMHClqgceptHuo5O0uLiYa2hoQElJCfR6vaTuhnU93QRC8HA4TDcNuZhjur+/L66vr8PtdktMp2RA7kF1dTVaWlqufS0bZk0VHp2kANDe3o6vvvoKZ2dntFc+iSix0ZHrvliVtru7i/Hx8ZwcqzM2Nob//Oc/0Gq10Gq1iEaj0Ol0l64X0VJsDgRxysdiMTQ2NqKtre3GhGY26pcqpAVJq6ur0dnZiYqKCgC41I4nGZCq0rGxsZzb5QeDQXFrawsbGxsIBoPUUX/d7ps1rdiGxxaLBa9fv4YgCI/e8jktSFpVVQWbzUZVC6vylZKUvIcQfGFhAXa7Pacc+2T8Ohsa5nn+xo0Ta1fyPA+NRoPu7m7YbLaUrlcp0oKkgiBwnZ2dMBqNAKRRD6X2DlutKggCwuEwNjY2cqoVz8bGBmZmZijpiN8zmQ4lsVgM5eXlMBqNKY/JK0VakBSIRzY6OjpQVFQkUU/J7kyj0SidUbq4uIixsbGckKY+n0+cm5vD9PQ07WXA2uryGrKrYu2xWAxdXV2kkcejq3ogjUiq0+nQ19eH9vZ2SSw/GZDICiHq/Pw8fvrpp0ef6PYQOD4+xvj4ODwez6VkZiUSkZC3qKgIr169SpiW91hIG5IWFxdzg4OD6Ovru9TuWilI9xTyXjIIIhe6nGxubmJ8fBxAXKuQDDESW7/pepIdP/Fbs8V2j420ISkQd+wbjUao1Wq6AVLq0Fer1TS0ypJ1d3cXKysrqV76oyIajYrr6+s0gMH2ciXXBbg+ckeIbDQa0dzcnDaqHkgzkgaDQRiNRhiNRnpB5bmQV32xTSPIjYlEIvB4PBgbG0MsFstau3Rrawvv37/H+fk5gLjpFAqFoFKp4Pf7qWaSh5tJRxKCoqIi1NXVoaur68HP4TqkFUkNBgNnNpthNBrp0x8MBhV33QPiUoRIU1EUcXh4CIfDkdXS1O12Y25uDhcXFwC+dIZJVJYjL2kmdiupq3/+/PkDrDg5pBVJAcBsNuPZs2fQ6XRU5SuJaBDJy7aHBOK+w6mpKUxNTaVoxY+LYDAoulwuTE9PA0icExqLxWj0Th4mJVqK53kYjUa8ffs2rVQ9kIYkLSgowPDwMNra2uhunR1tfRXYTtOAVJWtr69jfn4+K1X+0dERxsfHcXR0BAASW17uY5bH2dmEHpVKBbPZjMbGxodbvEKkHUk5juM6OzvR2dlJw3RKIK8lZ6XF6ekp1tbW6I3MJszMzOD9+/c0Bk80iVqtvqRVgC/XiSSaE0lKmsmlo0s57UgKxMOkZrOZRkyU1tCwnoBYLEZdMZFIBCsrK5idnU3lsh8cOzs74vT0NNxuN7U/2U4v8u7b7HVkBxbr9XrYbDYMDAxApVKllaoH0pSkBoMBNpsNZrOZqiQlIOqMHYpFbozT6cT79+9xdHSUfqLilvB6vXA4HPD7/ZcCFuR3Qka5RmIjTbW1tfjqq6+urGN6bKQlSbVaLdfb2wur1Zp0oRexr4hUJRLG4/Fgbm4uq4r0dnd34XK5KEmJf5lN0CF2udweJQTVarVUcxkMhrSTokCakhQAGhoa8Pz584Sd34ijnkgDuYuKjf2zdq3H48ma6NPx8bHocDgwNjYGrVZLzRr5JGX2/OXDGYB4202r1YrXr18//EkoRNqSVKvVcg0NDejo6AAgtbXks5+UVCuqVCqsra1hYmIiK4bnrq+v4/379wgEAoqTjhOZTeXl5WhoaEh5ndJdkLYkBYDOzk68ePGC1uTLLyQbSbkJHMfRETHb29upWvKDYXNzE2NjYwCSzxRjfzYajejt7ZW0c0w3pDVJW1paMDQ0hIKCAroJYneoyTz9ZLdrt9sxPj6OQCCQsdJUFEVxfX0dXq8XABS1A2evFc/zCIfD0Ov16O7uhtVqTdla7wNpTVKtVss9efIEtbW1lGRsgV6yBWAqlQq7u7uYmppK+dDWVILUcJG5BEogT9gRRRGVlZXo7e2lk0TSFWlNUiA+seQXdXTJHiVqTmnryEgkgrOzM7jd7ozd5Z+fn4vj4+MYGRmhySNKbFI2IkfyIpqbm/H06dO0C4PKkfYkraysxOvXr1FTUyNJ3mV9oUpA7kM4HMba2ho+fPiAcDiccSrf6/Xi3bt3tBJWpVIpCnbIr5PBYEBPTw8sFktK1nmfSHuS1tXVcb29vairq0NhYSH9e6IBBdeBDZdubm7i3bt3Ke9hlApsb29jamqKZjyxkvEmkA2oWq1GdXU1LBYLnV2Qzkh7kgKAyWTC119/Da/XSxu7hsNhap+ShF32S45IJEJ9rcvLyxnZvlwURdHpdGJubk5SeKjEvpb3de3q6sJvf/vbtFf1QIaQ1GAwoKKiAsXFxZLw321q8gnW19czbtzjwcEBnE4n/H6/RHsokaSEpKSKtK6uTjLqJp2RESQtLi7mTCYTzGbzvX3m6uoq7HZ7RvXYX1pawqdPn3B2diaJxydTsqxWq1FRUQGr1Yry8vKUrve+kBEkBYD+/n4MDg4CkI55TKbFC8lYV6lU2NnZwadPn+B2u1Oy3vtGOBymyc1sOp7SiXSs68liseDNmzfXNiJLJ2QMSZuamtDV1UXr8pNtOcjugAVBQCAQwOTkZMak7wWDQSwvL2N/f//S/5Q2dCOE7u/vz4hdPUHGkJTnea61tVWSTiZvVHYdEhGazNzMhIz9zc1NUl1AtUc0GlXsoSC9CMrLy2EymTJqYHDmrBTxMOnAwAA0Gs2l0oebII9b8zyPi4sLOBwOHB4epnLZd8b5+bk4MTGBqakpSSpeMiAeEKvVCovFkhG7eoKMImlNTQ3MZjOKi4uh0WgSpqBdB0EQoNPpaEXp2dkZpqamMDc3l9bSNBgMwm63Y2lpCYC0E568LPkq8DxPk8k7OztTut77RkaRtKqqinv+/Dm6u7sleaaJVJ6815FKpaK+VZ7naThxf38fP/74Y8pntt8FMzMz+P7776HX62k/UOIfJqFitjmZvH6JJDw3NTVheHgYpaWlj31KSSGjSArEN1BtbW0IBoP04ut0OsXvJ00jiI3m9XoxPz+fto79QCAg7uzsYGdnh04OlGfZk4Rn8jM5N+BL2JTjODQ3N6O7uzst65iuQ8aRtLa2FgMDA3QuKaAsLCo3Ccjvfr8fdrs9bXuZbmxs4PPnz9jd3b3yPOWdSdhOeuTvOp0OPT09aZ/xlAgZR1K9Xs8NDQ1hcHCQqm0lE99YyULi18SW297exvj4eFpmRi0uLuLdu3cIBAKSmi0C+ZQW+VAMYn8bjUa8fv06LUuWb0LGkRSIZ+y/evUKQLwcVwnYUdrylD8yVifdWvFEIhGRnaRC7E5Sqi3PfkpUwwTECdvd3Y1Xr16ldQb+VchIkhYXF8NkMsFgMCSVyUS8AUTikNBiKBTC3NwcRkdH02piydHREVZWVmgHF7lfmPUiydtlsl2yy8rK0NTUlHEbJoKMJKlareaamprQ39+PYDCoKJ+S3REnKvk9ODjA2NgY7UyXDnA6nZiampI8XARsZQLb/4mAqHWNRkM3TKkeZZMqZCRJgXjJ88uXLwEoq3UiTbvYTnLse2OxWFpl7J+cnIhOpxPz8/M0y4nneUkTN/lEZXlbcSBeV19XV4fh4eGMVPVABpO0uroaVqsVZrOZqnw20+cq+4y8jpAzFArRn7e2tvD999+nxS5/b28PIyMj2Nvbo+sNBAI0csSaOeFwmA4ANhgMAL50bzEYDPj6668ffT7oXZCxJC0uLuZaWlrQ0dEhacWTqC5fSXw/FAphb28PDocjYRLHQ8Pj8WBhYUHxbpxIW5a80WgUDQ0NsNlsGecbZZGxJAXiKr+jo+PK+H0y+ZZAXHqNj49jYWHhXteZLKLRqOhyueByuSQq/iYIgkDdcUSSdnR0ZLQUBTKcpBUVFTCbzSgtLYUoitRvyiKZkt9YLIbV1VUygvvRVL7H48HU1BSOj48lrdavg0qloq8jm8H6+noMDw9LasMyERlNUoPBwA0ODmJoaChh2l4yPCPkPj4+xvLy8qPu8h0OBz5//gy/368oUAFId/uCICAWi6GjowNv375FcXFxxqp6IMNJCgCtra2w2WzULk3kilGiLoktd3Fxgbm5uUdLhhZFUbTb7XA6nZJ+9greByDuciLnQvIcMh0ZT9KioiJ0dHSgurpaUjWZbM4lucmBQACzs7MYGRlBJBJ5cJW/vLyMmZkZ+Hw+AEhowiQCO3YxFAqhvLwcnZ2dSSXfpCsynqQ8z3MNDQ2ora1FQUEB/TsrPZXadMT+IzORHtr5HQqFxMnJSSwuLtLNoEajUaTyCUmJFDWZTOjp6YFOp8toVQ9kAUkBoLu7G9988w18Ph9NrAiHwxIJdFNdPtv5WKvVYnNzE8vLyw92DkDcDWa32zEyMkLXSJpAyHHV+XAcB71eD6vVip6engdZd6qRFSQ1GAywWCwwGo0Joy5Kw6YEZ2dn8Hg8cDqdD9qKZ2trCx6PB0DyPQWAuD1KIkxv3rxJq9GLd0FWkLS4uJjr6uqik9zkyRZKw6bsXNKNjQ18+PBBMjs+lYhEIuLc3BwWFhYSxuqVgGiD1tZWvHz5Mm3biyeLrCApANTV1VGnNenSQaDEJmWzooD4WJ3R0VGsra2lZL1ynJ2dYWJiAouLi1SqJ7P5Y8tjurq6MqbxgxJkDUlLSkpgsVhQW1tLk0kIkpFIJEtKFEWsrKxgZWXlQRz7Ho8H09PT2Nvbk2Rpsd+vA3Hg19XV4fXr1xmb8ZQIWUNSg8HA9fX1ob+/H4C0pESJRJJ3kBZFET6fDw6H48rNy31iYWGBVoMSJPNskNh9V1cXbDYbioqKskLVA1lEUgBob2/H8PCwpI+p0o7QpAqT/ByJROD3+zE2NpZyx/7x8bE4Pz9Pe/kTLUAynpSQNRaLoaCgAP39/airq0vpeh8aWUXSkpIStLe3w2AwSOrRlao+1o4lfT8dDgemp6dTWpd/enqKra0tnJ2dSR4qpd1ZgPjOvqysDG1tbYrq8DMJWUVSjuO4vr4+vH37lo5tvMr9JK/LJ2UkbFKxKIrY39/H5OSk4ka1t8FPP/2Eb7/9Fnq9XlJIR9ZJQr6CIEj6CLCN20KhEHp7ezOyZPkmZBVJgXjJc29vL2prawEo3yFf1Q0lGo1iZ2eH+i/vG8fHx+Ly8jJ8Pp/E9k20WWIlKzEFSIZ+ZWUlBgcHs07VA1lI0urqas5qtaKxsVESRVIK4mNlw4xLS0sYGxtLyS7f7XZjZmYGp6enkoG1LEmJ5CQuMrI+9nXNzc14+/YtfTizCVlHUiA+QIuVKEr7dwKQqFIiVYljnyR93BfOz89Fh8OBubk5iZpngwqA1KaWl8YQiWo0GmEymSAIQlapeiBLSVpbWwuTyURtPKUjdADQ3qcEHMfh+PgYc3Nz996Kh1Sout1uqrrJA5KoWBCQSllSVFhWVobe3t6MLVm+CVlJ0pKSEgwODtIiPSWbHjbVjZ0TRQjh8XjgcDjuNZbv8XgwMTFBe+CTIIS8RkvemYRdn1qtRltbG54/f57Uw5hJyEqSCoIgcewrAVGbwJeWiqxE29/fx+jo6L3G8jc3N+FwOG40R9i1kTURL4RWq4XFYkF/f3/GtBdPFllJUiC+kWhvb4dGo1Gc+EskERv7J9LK5/Nhfn7+3kjq8/nEvb097OzsAPhia7IPilzNA9KeVkDcP9rU1JQ1GU+JkLUkLSgo4FpaWlBaWnppJqm8fz4BMQui0ShN1mBHy0xMTNxbXf7S0hK+++476kJiO+MR9c4ehvR/IsQlyc0tLS0YHBzMyEZkSpG1JAUAs9lMVT5LBjYESm7+TQiFQjg4OIDH47lzl5NgMCjOz89jdnZWorqvA9u/ipgier0eHR0daGpqyjoHPousJqnJZMLr169RWFgocduwxXlKd/+ka8jS0hJ2d3fvtC6SgU+GnSmtqwfi6p7UclVWVuLFixd48uTJndaT7shqkhoMBq63txf19fVUYrJkTWaILiEyGZt4l+5729vbcDqdEml+E1hTgDj9m5ub8ezZM5SXl2etFAWynKRAvKy3vb2dqnoihcLhMCWeEpKQPIDV1VW8f//+1ir//PxcHB0dxdzcXNIJMGRzRdZusVjQ0dFxq3VkErKepNXV1ejr66OVpLdNhiZmgd/vx/j4+K0d+2QU+NLSEl0Lm1p4HVgt0NzcjMHBQVRWVt5qHYxc4bIAAAsCSURBVJmErCdpRUUFbDYbTCYTgC/TmgHlEgyAJHa+traGubm5W63Hbrfj48ePkt280iSYcDhMiW02m2G1WsHzfFareiAHSKrX6zmTyYTOzk66Q5arWSUkIRsnjUaDw8NDOJ1O7O7uJmWX+v1+cXZ2FktLS3QqiFqtplNFlEKj0aClpQXNzc1JvS9TkfUkBeKteH71q1/RXTQrQXmepxEd9kueb0pcP6FQCD6fD9PT00kPz93c3MTW1haCwSBisRiVjIl29/L1sB6I6upq1NbWoqam5pZXJLOQEyTleZ5ra2ujmww28z0ZF5QoitR+nJ6ehsPhQCAQUCxNd3Z2MDMzQ38nrjAlGfjEO0Hai2d6z9FkkBMkBYAnT57g2bNn4HleQgpC1JsgrzVaXl7G0tKS4k3PwcGBODc3h8+fP0v+nkzZMsdxKCoqQnd3N54/f674fZmOnCEpcXxXV1dTYhAJqkSSEU9AIBCgJsLGxobirtAnJyeYmJjA6ekpgC/kVFrHRPqnFhUVwWq1oqSkRNH7sgE5Q9Ly8nJucHAQnZ2d1AYkbWmUgvUKcBwHh8OBjx8/KlL529vbkqpT4q9lp6HcdGyVSoWmpiYMDg5m1JTluyJnSArEkzEsFgslaTLFddFolEpeYtMuLy/j8+fPN1Zn+nw+cWpqCuvr6zQjS54aqOT4lZWVsNlsMJvNitedDcgpkpaWlqKrqwsVFRUA4iRV2kkZAH0tCa+enp5iaWkJx8fH177P4/Hg559/xsnJCYLBIPUSJKPyY7EYWltbaS5CLiGnSKrVarm2tjbU19fTAbpXDYWQQ16TD8TJtbW1BZfLdW363tbWFux2Oy1NIZ9FdutKUV9fD5PJlFOqHsgxkgLA0NAQ/vCHP9DyYaUlFyS+z262VCoV1tbW8O2339LRinKEw2FxaWkJc3NzCAaDtEaefCY7LYR8lye+kLS8yspKGI3G25x2RiPnSFpaWor6+nqq8pWSNFGnu0gkAp/Ph5WVFbhcroTv83g8mJ+fT+oYrFuMfG9ra0Nvb29SkjdbkHMk5Xmea21tpXPfEw2DSAR5ZxGCk5MTOByOK2c/LSws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"},{"id":"a4a63cc6-a393-459e-a69e-8fa11e026663","height":30.76,"width":25.39,"perimeter":102.78,"area":700.37,"image":"data:image/png;base64,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"},{"id":"6ef990de-d30f-47c4-aac4-fdd8b8df886c","height":30.76,"width":28.61,"perimeter":118.28,"area":347.87,"image":"data:image/png;base64,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"},{"id":"fec91517-6e24-4c27-851b-83d88531339d","height":30.76,"width":28.61,"perimeter":118.18,"area":347.92,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKQAAACwCAYAAACB8sXMAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1deZAU5dn/9TXXXrDLLJcsl3J6EFARwyXKlSgSkWgKymhhUip/plJJWRVNxEoqJvoZjeWRwiCiIofcpweniBQQQCXcshFYWFjYa84+nu+P3fele3Z2p2end3d2t39Vb83s7PQ7PdNPP/cBuHCRRRDa+gSyCURE4XAYgUAAmqZBFEXL/wUhvZ8rEolAEASIogiv14srV66gW7dubC/3t08Cua1PIJtw9uxZPPvss/jmm2+gqipisRj/XyL92KEnQRAQCARw7do1yLIMTdPw8MMP4+WXX3b83F10MKiqSq+//joBIAAkyzJ/nskSRZEkSeLPCwoKKBQKUet+OxftDmfPnqXBgweTIAgkiiIBIEEQmlywSZAwEbksy/TPf/6TYrGYS5RJIKZ+S8dHOBymzz//HBcuXAARQRRFSJKU8b6iKMIwDACA1+sFEUHTNGzatAmapmW8v4sOinA4TOPHj7dwNEVRMuaQZu6Yk5PDj/F6vbR//36KRqMul3TREOfOneMi2u/3EwCSJMkRkc0WO4bpps8++ywRkUuQCej0IltVVVq9ejWAOhEbj8cBALquO/o5iarA6tWrcfz4cei67hKli+uorKyk4cOHU5cuXTg383q9jhg17D2M2zLuKEkSSZJEv/vd76impsYlSBd1iMVitGbNGgJAPp+P63xerzclMaZDkGxfsytJEATq27cvnTp1yiVIEzq1yFYUBZs3b4YkSYhGo8jNzYUgCIjFYpDlzGMGRARBELilTUTIyckBUGd1l5aWory8HJFIxCXKzg4iov3791PPnj0t1jB77vF4HHGMI4FjJq7Zs2dTVVWVS5D16LQcUtd1rF27FlevXuXxZgazcdOSICLs2rUL4XC4xT/LRZaDiGj48OHcyEiMqMBh7ohGOCQAWrx4McXjcZdLdlYYhkEnT54kRVFIFMUGBoqiKK1CkKg3oEaNGkWXLl1yCRKdVGSrqoqFCxdC13Ue0gOuZ/Doup52qllzIcsyDhw4gM2bN8N1lHdSlJaWUt++fUkURW68iKJIsixbRLfTK5FDMtVAEASaOHEiuU7yTggiosWLFzewqhOt63RDg3ZWYwSZm5tLfr+ftm3bRoZhdGqi7HQiu7KyEps2bbK8ZvYVMjiR7ZMKmqYhLy8PtbW1iEQiYCFMF50EqqrS119/TYWFhSTLcsrIC0usTYy4mJ+zrCD2fru5lIIg8P1ZQkd+fn6nT7joVBxSlmVs3rwZsVgsrXxElhjB/JWMo/bq1Qs33HAD56a6rnNOa4fDMuMpEokAAKLRKDZs2NCpjZtORZCRSAQrVqywTYyGYXDCYoRodqKPHz8eY8eORTL6sWulK4rCn6uqinfeeQehUMjWsS7aMYiINm/ezK3pZPmOSGKIMJ8kO4aVIXTt2pWWL19OH3/8MRfh5n3s5lMyw8br9ZIkSZSbm0tbtmzp9KK7w4OIaO7cuZwQPB6PLYJkBMMIjhVtTZgwgS5fvkylpaUkCAJPWTPrmakI0mzhK4rCdcqnnnqq01vbHR6HDh2ibt26WQjHDkEm+iUZIS1YsICIiKLRKI0ePbpZBGn2gZqPGTJkCH377bed0i/ZKXRIwzBo3bp1uHLlCk+aSHTzNHGsJfGC6Yb33XcfgDrj5cknn+SvM53Tjg7JdFmzdBYEAadPn8bSpUttnZ+LdgjDMGjq1KmcI3k8Hls6pDneDBN3FEWRampqiIhIVVWqrKyk3NxciwsnmUqQ7PM8Hk/SKNEtt9zSKTlkhwcR0d69eykYDDbI4rHjKzSXHTCCGThwIBmGQZqmERFRKBSiO++8kxMje7RDkEggdPP/du3a1emMm04hst977z3U1NRYfIM+ny/lcURkEadMzA8ZMoS7gAAgEAhg7NixiEQiPJcysS9Qc7Bu3bpO5wLq8AQZjUaxcuVKaJoGXdfTLk0wlx8AgN/vx/jx4/n/mR44depUyLIMr9ebdrYQI/xEZrhixQqcOXMmrfNt7+jQBGkYBu3evRvl5eUAYOloFo1Gbe3BojSMWLp3746xY8cCuN6ZQtd1jBgxAmPHjuWEaNdoagyCIODMmTPYtm1bp4rcdGiC1HUdb7zxBn/OHj0eT7P3HDp0KIYOHcoJlO1VXFyMhx9+mHdMS1dkJ+OQALBq1SpcvXq12efrIotQVlaWtFjLnDRh1/BgBscf//hHIiLSNI1UVSUzDh061KSfs6n9kWBoMSPH6/XSsmXLSNO0TsElOyyHjEQitHbtWsTjcW7MMEPGblcKM5eTJAlerxd33nkngOt+RlVV+XtuuOEG3HzzzQCaL7JZ6Sx7HovFsHDhwk5j3HRYgoxGo1i0aBE8Hk8DwwSwJ1LNhokoivB4PBg4cCD/W5ZlC0Hm5uZi9OjRvPY6EwiCACJCbm4utmzZgtra2oz3dNFGICJavXp1A79eUyuZOPX5fBYR/8gjj3DxzHyQRES6rvPn33//Pe+C0Vg5hN2qRvY+j8dDL7zwQqfwSXZYDrlo0aKM92CWOHMVTZo0if9PSOhIwdw/BQUFuP3222EYBrxeLwDwHuOMK9tNf2OqRTwex7Zt23D58uWMv5OLNsDFixcpEAhkzCHZ/1gKWmlpKem6zjkiM2o0TaNYLEZERIZh0EsvvUQej8diUJkzy+2ek3kpikLLly/v8FlAHY5DEhGtWbOGZ2FnAkVRIEkSVFVF//79UVJSAsMwOGc0Gx/mpIrJkyejpKTEwgk1TeM6rCzLtjLK2f6KokBVVXzyySetVp7rwiEQEY0YMYLHnp3QIQHQr3/9awtHZLqjrusWfVLTNIpEIjRnzhyuBwYCAYvemE4jAvN7+/TpQ4cPHyZVVTssl+xwHPLcuXM4dOhQUidzumBO7qKiIjzwwAPcomYRGqZHmrldPB6Hz+fDvffeC6COM5otcUmS0jo3pr9KkoTLly/jzTffdKQzm4tWQCwWo7///e/cMe2UDjlhwgS6ePGihRMahmHhjvF4nIiIIpEIERGdPHmSgsFgo07vVOdjPoY9lySJiouL6cSJEy6HbA+ora1t4HvMBGbfYzAY5H0kgetWNrOcWeIvK9oaOHAgbr31VhQVFfH3s5i4YRi2uJyiKLynpCiK0HUd5eXl2Lt3Lzq6cdPuoes6LVy4kPsMkYTrIYH7sCRd9rfX6+W6nrmj7u7duy3+RrPfMRGGYfC1c+dOHkpkCbzsc4CGhWHJFnsvWz6fj0aOHNnhre12D1VV6a677uIEabeIy1y8xY6BiZj79etHZ8+e5SLZ7O5JRZBXrlyhvLw8Xj+T6AZKRZDmm4u1mQZAvXr1ov3791M4HO5wRNlhRPbVq1exd+9eLgrNhkRTYJMRWBoZMzioPvtmypQp6NOnj8WFY9coKSoqwtSpU+H3+xGPxxGPx7lIt3N+ibU8VB/nLi8vx/Llyy013S6yCERECxcu5IZMY+1MkIQLmbkiTMYQc2SvX7/e4upJR2QTEW3dupW6du3K9/f7/Q1Ka5sS2YIgWFw/OTk5BICGDh1KFy5c6HAcskOgvLycRowYwf2GTATbIcjEyQhMTEqSRH369KHKykouopllnUigTRFkdXU1TZw4kTcZYPvbiSSx180EmZ+fz4n5b3/7m6tLZhuIiLZs2WLhOKgnNDsEadYZzRdeFEWaO3cuERHV1tZyImSEZocgmd75/vvvcz2QcbicnJyUBGk2aFjHDLMeOmzYsA43nq7d65DxeBzr16/nzmqW+mU3gYHpg+YyBUEQ0K1bN8ycORMALBnmQkL9dVNg5/CTn/wEXbt2RSwW4z2C7OQ3mvM2qb6UgrmXPB4Pjh8/3uFKHNo9QR47dgxbtmzhmTXpdDVjxAHUJdSyY3Nzc9G7d2/cfffdAOr8gdFolL/X7mewhOBAIIAf/ehHEAQBNTU1/FxTQdM0SJIERVGg67plMgQzupYsWWIZNO+iDaFpGv3jH//gIhYJrhwkEYPmxfQ5cyMAJrYXLFjQQB9sDpj+uXHjRgJABQUFXASnE0li52deoihSIBCgH374weWQ2YLt27cDqBOljPOk0yYFuC4aiQiqqqJnz56cO2YKxtXGjx+P7t27o7a2Fl6v15FIEgCEw2GsWbOmQ4ntdgmiuqIqxnFEUeQdI+wuM2cyW9uzZ8+mUCiUMYdkOZIMTz/9tIU7Z8oh2TnffffdVFtb6xJkW0LXdfrNb37DfXtIIopTrcRICOux8/777xNRQxdOc6FpGlVVVdHXX3/NQ4gsNJkJQZrT5JYuXUpELpdsM5w7d45KSkoaEKQkSbbzDZNlhRcVFdH58+e5iydTgjQ3pYpEIjR9+nQKBAL8BsiEIGHi7JMmTXIJsq2gqirvXGuOegDpT+FicWb295QpU4ioLp0sU4I0x78ZXn755QbGVyYEyWZvS5JE58+fb/cE2S6NmosXL2LZsmUQBIG7YMzN6NMBmTpG9OjRA4899hgAZ8aCMHeM2WUzYcIE5OfnZ7w3AO4OkiQJuq5j4cKFblpaW2Dfvn1UUFDARbU5bSydlZgoO2bMGIrFYhQOhy3cMRORzaI8RMQTeh9//HHeF9IJowb1nLKkpITOnTvnEmRrQlVVWrBgQaMirKnVWFa4z+cjSZLo7bff5oRD5IxRw0S/mUDrM765qsDCiebX7CzmP2WPsizTe++9R0TtV5dsdyJblmWsW7fOkboS5reMx+MQBAEjR47kvR3Tifg0Bl3XoSgKVy00TUMgEEAwGMRNN93ExTjLQvf5fJbQYCqwFDZ2jK7r2L17t9vlorWgqip98803nKtlyiEVReFib+zYsRSLxXhNTCwWy5hDmhMwEn2Sv//97/n3YOdn9hbYNc7M3BWoq0z86quv2i2XbFccUpZlvPXWWwDSi1k3BlVVOZd86qmn4PF4uKHgRAdcZhipqso5HuOGM2fORDAYhGEY/H+sllwURdsJxoKpTlsQBPzwww9Yt25dxufuwgbOnTtH3bt3TysBF01wSNTrXcFgkKqrqzn3ikajpOu6Y45xVVX5HqFQiHRdp5qaGpo1axbXAdl3Mpcq2Flmw4bpn0OGDKFQKORyyJYEEdHmzZtRWVnJa6IzBdMV77nnHuTl5XEXkN1snFRgXE6WZcRiMRiGAb/fD0EQ4Pf78dOf/hRAnXuIcUlVVUFEtnVklhEE1HFkURRx7NgxfPbZZ2iPPSXbDUHW1tZi1apVvI7ECT+hJEkoKCjA448/DlVVG/g1nQQR8d7jTCWYMGEC+vfvDwDcmGpO0gWZ6oDY8W+//TauXbvm3BdwcR26rtPevXupuLi4yUlZaIbIHjp0qMUAicVilpIFJ9LPzCNEiKy+yV/84hfcmEksp7Dzfczj6ZjIZmUOX375JV2+fLldccl2wSFFUcRHH32Eq1evpiWuGZfz+/0A6kQnE8us4ejPf/5znsnN3iPLMv8ctpoLJnpZRjoRwe/3c042f/583uWXNeX3er2WkciNfb6ZIxqGwbl8TU0NBEHA4sWLHWme2ppoFwTJ+iNqmgaPx8MvViqYL5YZsixDEAR06dIFo0ePhtfrtYhSwHmR3RgGDRqEG2+8kZ8jE9tOfP727dvbXU/JrCdIIqLPPvsMR44cAXCdUNLhkkwvZMcoigJN0zB58mSMGTOGv9cJQykd6LqOYDCIyZMn85uMte0jB9yIx48fd5N3nQYR0aRJkxq0PUm3zJVNNDC/tn37diKiBl0pGqsobC4S4+KsjV80GiUiop07d1IwGGwQCnQiG2jUqFHkEqSDuHLlCr9IiX1u0iFISZIsceJu3boR0fVuZSx+HYvFmmwE4CRBMmNHVVWaPXs2P0+2nCBIj8dDx44dazdjRbJaZBMRbdy4EUCdr07TNN7VNo09+CN7LkkS799ojoiwXo/Ndb+kC6a3yrKMGTNmAKiLYac7mq4pxONxvPHGG464yTo9Ll68SFOnTm0Q42Vx3lQckrlFErOre/ToQRs2bKBwOJyUm5kfW5JDEtVFhQzDoNLSUrr11lstXNyJEgegLgt+3759RJT9ojtrOaSu63TmzBns3r0bkUgEeXl5AOw3kWIgU9SD9WUsKirC5MmTOReqqKiwvB9oHQOH6ptHCYKAkpISTJo0CbquIzc317H9JUlCRUUFVq5caXu+o4sk0HWdHnzwQV5VaJ5iYLfu2rwCgQB//uqrr1ri1W0NZlTt37/fovua9ch0vqt5D9Tr3yNHjqTS0lKXQzYXlZWVOHToEKqqqgDUcTcy6YBkQ/owzigIAsLhMHw+H7p3745Ro0Y5Fq/OBIl66i233ILhw4dDlmVHspmYzh2LxXD69Gns27cv6+PbWUmQuq7Tpk2bcO7cOQDWlifpiFIyGTTsceLEiRg5cqTDZ9w8mP2i4XAYHo8Hs2bNcoQYGdhNWVVVhdWrV7vGTXNARDRmzBju/jC3Vwbsj2YDrqdkMZG9bNkyIqrzN2aDyGbiOhwOU21tLR09epQKCgrI6/VmLLJZEjLq3UnBYJDKysqymkNmHeLxOCtUavRCMEJN9r9k7wWuz4spKyvjBJBNBKlpGs/J/OUvf0mKomRMkObFMtP/+te/ElH2W9tZAyKi5557jkRRbNDAPjHTBzYvBjvuoYcesvR3zAaCJKpzzpujQ6zfpRMEaa7fVhSFBgwY4LZdSQeXLl2iQYMGUW5uLm/QyTqFsUbxSPOiKIpC3bp1ow0bNhDRdR9jthBkNBrlBBkOh6m8vJz69u2bMUEm3tAs0vXhhx+SrusuUaZCNBqlZcuW8QuBeh3QTIQspm33IrGe4WPGjOEXneUjtjVBsjF0DJWVlURUJ8bnzZvnmNvH4/Fw4iwoKKBp06ZRJBJxCTIViOoSVoHrtSWZJOCyCyIIAr3yyiuc+FhSg1M1M80Fu0EMw6BwOMz1yaqqKjp27FiDG9Lsm0z1W8CkqpiPF0WR8vPzafPmzVk5MzGr3D7//e9/cfjwYYii6EhXWE3TUFBQgJycHNx11118kquT/RkzAetLKQgCr3gEgPz8fNxwww244447ePIuAF4GYTdfMjGZWRRFiKKI6upqbNmyJStnJmYNQRIRffLJJzh69KijvrJ4PI5JkybhtttugyRJnNBbO/cxGczfk83KoXoDOCcnB4888giA5OdqN4GXZb8D4KFKAFi/fr3bUKApEBHdcsstFr0vU5HN9Kb169db0svMorItRXYiWMs+lgJ34sQJ6t+/f4PfBLDfA9OcrGFOa5Mkqd23XWkxENV1w4XJaHGCIIG6zJ5oNMr1M3MuYjYQZDLDypxxZNap2XdMp+WgmYAZEbPsqdGjR2fdeLqsENlEhI8//hgAePaLUzrenDlz4PV6edkC07/SzRpqSVACkxJMY+QmTZpk0XmpPoMnnb0lSYIsy1zMM931wIEDbLZ4VhFlm+Pbb7+lwYMHN+CEmXLIvLw8OnTokEVEMwvbiYakTkLTNO6sV1WVotEoqapKp0+fpgkTJlgs63SbsrIoTWJzV0mSaP78+VnV5aLNOSQR0eHDh3H8+HFLNaETgyW7devGjRk2Z4Yp9dlgYZqlAJkaCciyDI/HA0mSMGDAANx+++0ArL2C7BhlrBsGey+rqhTqZ3cDwJIlS3D+/HlHv1e7BhHRlClTmuX8Nd/p5keWSPHcc89RVVUVEVljxu0F7Fy///57rvcx7u+Ejs045gsvvEBE2SG225RDGoZBX375Jc6cOcO5Yzplrol111Svd4XDYQwYMAAzZsxo0D6Z7WueipWtYK6g7t27Y/DgwVy3BOzP4mkKTJf89NNPHU15ywRtSpCCIGDJkiU4ffo0/zvdvEfWjYIdwwj6/vvvx6hRowDA4m8zF+S3B+i6Dr/fjxkzZnAx7hQzYwVte/fuxeHDhxGPx9ucS7bpVamursbWrVu5JZg4QD0dMCuS3fVscKamaRAEgeukjBNkgw6ZCqwKEgBmz56NHj168P/Z6bBrB5IkQVVVLFq0yDLss9NB0zT64osvuG6TrOYaaeiRgUCA65ADBgyg6upqXvNsButkmw2WdSqYqxOJiObMmcN1ZVZjlKmflmVQFRUVsd7nbYo245CapmHt2rUA6np9J96ddkQq07GA61YqAEyZMgV5eXmW0gf2HsZZskVnagqJ9eE/+9nPEAgEIAiCY35U9jtXVFR0uFHHaeHw4cM0aNCgpOEtwF6Zgjl8xp4XFxfTzp07+QiOeDxOqqo26EjRHjgkkTVqU15eTlOnTnXMT5s49WzixIl05syZNiXINuGQtbW1tGvXLpw4ccLSDEqWZUtmSyqYDRTmw+vZsyfGjRtn0R2ZX49xA7t+vLYGy9aJRCIQBAHBYBD33HMPAGd0SFmWOaf1eDzYvn079uzZg06XvEtENGrUqLQ7MyQuMxfNy8sjAPTiiy/y+YJ2uE82L/O8HKK6Uofjx49zieBURrk5CjR69Og2LXFodQ4ZjUZp586dOHXqVMZ7sbpjURQRjUbRp08fTJgwAbm5ubhw4QLPf2xsZTsYR4/FYlBVFT6fD/3798fIkSMd9UMahsE7g5SXl1s6ebQ2Wt334fV68e9//xtVVVUZ+wKZo5gRmM/nQ3V1NQCguLgYFy5cSHl8NoPdcOwxPz8fNTU16N69uyO+SLOjneH777/HBx98gHg8Th6PJ7t/ICcQj8cpLy+vWbP+Epe58IuFC+3mCbaXJYoiHxJlft3v9zsmshMNyZ49exI5QfHNQKtySCKi9evXo6amxpFWJiyVzDAMhMNhAHX9xFlYMJVrp41+c9vweDyIxWKIRqPweDzIyclBdXU1RFFEJBLJOLPeXEIB1I22C4VCKCsrw/79+6FpGsmy3HG5JBHRjBkzuKshUw6JBMNGkqQGDvaOsPx+v8XwYBzTic4WZi4piiLJskxer5dmzpzZJkVgrcohDx48iN27d1vcDZmCuXdYjJfVzAQCAT6qrTFkuw7JHP+qqnIjhoU8neDubDIE+6x4PM6DB+vXr8eOHTtARCRk+w/VHMRiMXrxxRe5E9wJHRKwpuYzR29zmglk82K/mdmpzepinGi1YtZRzb2QHnvsMaqqqmp1LtkquHDhAt11111cTCRGDTL9Ud2V+Uq8Hl26dKHKyspWJchW8UOGQiHavXs3zwpns2ZcZDfC4TA+/PDDjhffJiJ6+OGH+Z2Ym5ub9I5EK3MEdzXNIQHQHXfc0WYuoBZDOBymrl27EnDdfwaXILNuJbsegUCATpw40WrNqVpcZBMRLV++HNeuXeNWXadOBG1HEEUR8XgcixcvbjcZ9imhaRrdcccdltEerlGTnSvZNRFFkfr3708nTpxoFdHdomRvGAZt3LiRFaPz1yVJynofoAvwYVMsvt3uQUT06KOPWowYpNBZ3JU9HBK43pRg2LBhFIvFWpxDtihCoRDPCk9cZhFuZ+Xk5PBH5vhOJmI6E4EnDgMw12sDzoRmgesh2TVr1lBNTU2LEmWLhQ41TaOFCxfi0qVLANCgtiVVWI9BkiR4vV6EQiEAQCgU4kkFqcR+h1HEG0E0GuWD6NlYY1EUeSVhpvD7/YhEItB1HbquY9GiRXwmY7sDywpH/V2W2JYZNu7MxBBgr169yO/38wkFdvboDEtRFAoEApYkjMSWhs3d1/y3x+OhaDTaPjlkeXk5/vOf/1iSaBlYDXYqEBG8Xi9isRi8Xq8l4dZOTUlH8+cmQpZlxONxqKpq4YiSJPHUtUygqir//RVFQTwex6JFi9pfwgUR0WuvvUaAdcYgW+lwt8Sh6127duVDhezu0ZGX3++ngoIC/vvIsuyoDmnunOb1eunmm29u0ZqbFuGQly9fxltvvWVJbzLrc6xCMBUHCwQCCIfDEASBJ9teu3YN/fr14zUgTaE93cTNRSwWgyiK8Hg8iEQiuHLlCsLhMGRZ5knLzQWrVQLqrpmmaTh27Bg2bNjQYlzScYIkIlq6dCmOHj3KPf3A9ZYdiqLwTO9UYpv9oDk5OaitrYUsyxg7diyef/55TJw4EZWVlU0e39GNGjYj0e/3IxAIIBqNYsWKFXjzzTexZ88eR2qWGNj1UhQF77//Ph544IFMT791oKoqzZ8/3zJOGLDOTDE/plpm8RwIBNy+2CkQjUZpwYIFjolsZtiw6+Xz+cjj8dDevXvJMIzsvg6xWIzKysqoqKioWT9IMj8ic6oDdUN/XGJMjZMnT1r0P7O+rShKWsNLzZY28wUXFBTQ3LlzW8RR7qhMUxQFb7/9NqqqqhAIBDLejxUdMUybNs1NzLCBwsJCjB8/HtFolKtIrKhOVVVe9mEHZrHPLPmqqirs27cPNTU1zp+8kyAiuvHGG/ldmSmHZHe21+slj8dDq1evzn4xkQUgIvrXv/5lEbWJXgm714RN/0I9t2THSZJEGzZsyN7rQVQ32oMNzIRDIjsQCHB3Q3l5eXZ++SzE2bNnqU+fPg30dUVRbOvviUsQBPJ4PPz4uXPnkqZpjl4Tx0S2YRh49913+egNp+D3+xGLxTBp0iQEg0HH9u3o6N27N58EZq7fTqeNjDn4wFx48Xicu+C2bt2KI0eOICu5ZHl5uSWRggX+M+WQTNSw0cJt8uXaITRNo23btnHDBgkGip3RIubQrdfrTRr+/e1vf5t914WI6JNPPrHEUp3QIdnrP/7xj+nKlSvZ9aXbAS5dusT7SZp1csC+240tJupZ2TE7/qabbnK0p6QjIpuIsHbtWkQiEYiiiPz8fEesYTaVYebMmSgqKnLgTDsXiouL8eCDD/IMIObYNgcsUkFRFN6xV1VVXoLCjj958iR27dqVPT0lNU2jr7/+moLBIL8TE2eqNJWvaM6LZK+Z51wHg8E27+rannHy5EkutVihHfud080fTXYN/X4/9e7dO3usbSKip59+2kJEwPUgfyqCZGLE4/FQIBAgQbA2wJ8+fTpdu3YtO75sO0QsFqP777+/gSsHDhAkcL1byIEDBxwhyoxFNmMvZwAAAAlTSURBVBFh1apV3PJijlQ76WGKonDRzmLdRMT3kiQJ06ZNQ5cuXTI9zU4Lj8eDxx9/3DJmTjDN88kETA1QVRUrV67MeL+MQUT01VdfJVWWk42tSFbRBjTsWibLMsmyTAMGDKCDBw+63DFDVFRU0KhRoxqEEjPlkOxay7JMN954I5WWlrYth9Q0DW+88YYlDJXO+F/mDxMEgSvJrDk9EWHq1KkYNmxYJqfoAnWhxGnTpvGEXTaEM1PE43HOcU+dOoWNGze2bduVsrIyysnJaTRYn4pDmpNJUe/rMif0fv7559nn42qHICLasWOHRQp5PB5HdEiWcAGA7r33Xmqz8XS6rtO7775rEQGJzlY7BJnYiJP9PWjQoI7bCq4NcO3aNXrggQcsPkknCNLr9XLxnZ+fT8uWLWuTRqfQdZ3uu+++BinzaMKKa+wHYATNdJz8/Hx65plnsseV0AFARLRkyRJORHBAh0zGiGbNmtVqfYA4qqqqaOvWreTz+RptEJpO01BGwOYIwNGjR12CdBixWIxzRsCZBF5zjTzqVYH6fMxmoVmabV5eHtasWQPDMBqti7Gj+rEcPU3TkJeXx42boUOHYuDAgRBFseMXxbQiFEXBM888Y5n5mAmYQcOeA3U5k+vWrWtd40ZVVRo8eHCjLYXt3nVmLsrcRJIk0fPPP+8aMy2AeDzO3GhcsmXCIc2uOzMd3H777a2n/xuGQZs3b7ZYV6l0xFSL6SBer5dKSkro0KFDFAqFXIJsAdTW1lK/fv2alfySbJmPZ9dRlmX69NNPm8VU0hbZqqri//7v/yylBck+1865mAP3jOUPHz4cAwYMQE5OjiuuWwA5OTmYM2eOoyXCiXtpmoYVK1a0TrlJ/ZDvBkZLczgj6i1qmO6uV199te18WZ0AREQHDx6k7t27O8YhE2nB4/FQnz59aM+ePS2rehERvfLKKwTAkviZyTJ3MyssLMzIQnNhD6FQiJ544gnHCBKwDrBizOVXv/pVyxLk1atXady4cbyUMpMvAlz38suyTJIk0axZs1xjphVARPT555871q4PuD4e2uyTDAaDLdd2JRwO05YtWzhLBpxJXzIft2PHDldctxJ0Xaf8/Hwu6cwVhc0dPJXs+m7cuDGt+m3bRo2iKPjiiy/4CDInlGKv1wsiQlFREXJyctCvXz90ipG4WYInnngC0WiUG5aSJGU80DMRL7/8csvMJj937hwNHjyYs2QnYqHsTszPz6cpU6a0fsipE0PXdTpy5Agf8Yx6Lmmn+KuxlXh9Gfc9evSosxySiOjTTz/F8ePHHTXlWUeFSCSCJ598ssM3h8omSJIkDB06FLfddhu/ppqm8bRBJzglu54rV650NnITCoV49RpMimumHNLn85Hf76dRo0ZRJBJxuWMrg4joL3/5C+/9CNN1ak7/zWT04PP5aNiwYXT27Flnrq+u67Rnzx7KycmxZIM3dgLpnDD7EV566SXXum4jfPfddzRkyBBL9n4mnS0aS1F77bXXbF3jlDKytrYWa9euRSgUgq7r8Pl8UFXVEfEai8WQm5uL+++/H4KToQMXttG/f3/MmDHDkr3vFMwJHB9++KEzzalKS0tpzJgx/A7q0qULp3on8unuuecelzu2ISKRCH322WcWd08myRaJ9MDmegOgb775JjO3nmEY9M477/C8R/ah6fipEjPCE49ftWqV63tsY1y7do0GDx7MrwuzjpubLGNe5ka18+bNy+xaa5pGDz30EN/crOg2Z7RHojM8GAy6ocIsADNuzMnWfr/fEYL0er3cVigsLKT//e9/zb/ep06dom7dulk2Z8/tEmTiFzFnLI8bN871PWYJzp49SwUFBZaW204QJGAtc3733XebbOHXqGViGAZ99NFHuHLlCnw+HwBY5p7Y9b4nTmFQFAVEBJ/Ph+nTp7u+xyxB7969cdtttwEAj8ZlCkVRANSV3RIRZFnGxx9/3DxftqZpNGDAgKRiN7FasKllTt40u3oGDhzo9uzJIhiGQW+99Rb5fD6e9OIEh2StVlCvmxYUFNCOHTvSa3RKRHTs2DELMbLsnnRDS+bKNPMXmzNnjmtdZxnKyspo8ODBjfZlQjNFttlIAkCPPfZYo9c+qbysrq7GBx98AEmSuEhlM67TpSF2PJu9TEQoLCzEzJkzWybo7qLZ6NGjB2bMmMF7K2UKFn6MRqPw+/2cFjZu3IjS0lL7Gx05coRuuummBhQOpB9WMvd/YXfIoEGD3H7hWQhN0+jLL7/k3UOc4JCsIgAJhvDrr79uz6A1DIP+/Oc/W5I3m3tC5mPY865du9Kf/vQnV1xnKSoqKmjy5MmWa2a2GRLbLtpZZj0SqJs91LdvX3uViUREI0aMcOwOMXNI1pz04MGDLkFmKYiI3nnnnQYcDSZ6AOwl8TbmtxZFkfLy8uijjz5qOqlG0zRiRVxO+aHMRo0sy1RYWOgSY5ajoqKCSkpKLLmSANKaAAZYyxnMIUS2HnnkkQbZ5BajRpIkPsXVCf+gecCmUD/Rdd68eRnv66JlUVhYiHHjxvHWiom0IMv2ZrYmGq2Je+3ZswelpaVotAZfVVUqKiri8wUz5ZAsKsOm2xcXF9PJkyfd3Mcsh67rtHz58gax7cSmYKmWmWYYDZgTawDQH/7wh+QSk4ho3bp1Fr3PCZFt1jXmzZvniut2gkuXLtHIkSMtotqcdAub158xpET6YXTRr18/C01w/lldXY2lS5fC6/UiHo/bZsupwNi2KIqYPn26I3u6aHkUFxfj0UcfhSiKlp7vANLKh22M/7DylbNnz2LTpk2wZAEZhkGHDx+mkpISi+KZKYdkVrXP56NgMEjffvutyx3bEb777juLH9HMGdM1cJhRk6yef8qUKVbJSUT0xBNPWNop5+bmcrnf2EoWXkokYFZAPn/+fKqoqHAJsh3BMAyaMWNGA4u5uSUOicu8z9atWwkAZAAIh8O4fPkydF1Hly5dIEkSrl69mrKHYKp0d0VREIlEEAwGMW7cOBQWFqb/q7hoMwiCgLlz56KsrAwHDhxAIBDgY0CKi4tRVVWV0f5MnVMUBeXl5XWfCdRxyHA4DFmWUVFRAZ/Ph/z8/JQxzVQESURQFAU1NTXIzc2FLMtu3Uw7AxFRTU0Nampq0KtXLwDA+fPnUVhYmLFr0DAMSJKE2tpaFBYWunVVLrIP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"},{"id":"69329c57-b76d-451a-8852-6594483d136c","height":31.83,"width":24.5,"perimeter":180.24,"area":301.86,"image":"data:image/png;base64,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"},{"id":"2f660972-eef0-4fee-85fc-9cf689c4f1bb","height":31.83,"width":27,"perimeter":158.9,"area":262.03,"image":"data:image/png;base64,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"},{"id":"eb80906d-f82c-44a1-9674-614200ecba5a","height":30.76,"width":22.89,"perimeter":176.17,"area":299.04,"image":"data:image/png;base64,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"},{"id":"7a708a55-9836-4640-a01d-230f85b10885","height":31.29,"width":24.14,"perimeter":153.75,"area":272.73,"image":"data:image/png;base64,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09:18:54"} 
[2026-04-07 09:18:55] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"203.67","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1415,"no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":107.46,"width_of_line_2":204.3,"width_of_line_3":164.52,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":31.5,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":17,"perimeter_of_sign":205.58,"nested_area":91.4,"occupied_area":39.17,"avg_char_height":"Greater than 24 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\"},{\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\"},{\"id\":\"08b21cfc-2fc4-4708-ba90-fde0124c3ebf\",\"height\":31.83,\"width\":27.18,\"perimeter\":159.51,\"area\":261.95,\"image\":\"data:image\\/png;base64,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\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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"203.67","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":107.46,"width_of_line_2":204.3,"width_of_line_3":164.52,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":31.5,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":17,"perimeter_of_sign":205.58,"nested_area":91.4,"occupied_area":39.17,"avg_char_height":"Greater than 24 inches","width_of_sign":"203.67","width_of_smaller_line":107.46,"other_dimension_of_sign":139.3,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1415}},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"24.63793"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"403.852728"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"6.47577"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"45.5955882"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":34.27375},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":355.68127200000004},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"7.312"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"349.2394"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"2.295"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"11.8405"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.018656692291600004},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":18.656692291600002},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.001481775414166667},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":1.4817754141666668},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.01413385779666667},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":14.13385779666667},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.029048507106667"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"29.048507106667"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.01409816254"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"14.09816254"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0188768228"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"18.8768228"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.0015061821866667"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"1.5061821866667"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":19.56040002715341},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":68.55000000000001},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"69.464"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"9.5603347221737"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":1403.7618883629204,"totalDenseWeight_before_formula":155.59458672230946},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1544.1380771992126},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":17,"totalDenseWeight":171.15404539454042},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":17,"sign_depth":"1"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":24.32,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":28.61,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":24.5,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":19.31,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":24.32,"height":31.29,"depth":"1"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":29.5,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":22.89,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":25.39,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":28.61,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":28.61,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":27.18,"height":31.83,"depth":"1"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":24.5,"height":31.83,"depth":"1"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":27,"height":31.83,"depth":"1"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":22.89,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-15","width":24.14,"height":31.29,"depth":"1"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-16","width":19.31,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-17","width":23.25,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 09:18:55"} 
[2026-04-07 09:18:56] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775553536_f626d6570e4b26707425460b62c1951f","bins_packed":[{"bin_data":{"w":22.1,"h":32.13,"d":29.8,"id":"unique","used_space":82.627,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":32.13,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/e2c7cbe072920d007c871346a9c71d00/1775553536-5059-2699925.svg","items":[{"id":"item-6","w":29.8,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/e2c7cbe072920d007c871346a9c71d00/1775553536-5044-3879361.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":28.91,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/e2c7cbe072920d007c871346a9c71d00/1775553536-5046-3958209.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-9","w":28.91,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/e2c7cbe072920d007c871346a9c71d00/1775553536-5048-2966533.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-10","w":28.91,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/e2c7cbe072920d007c871346a9c71d00/1775553536-5049-6475305.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-11","w":27.48,"h":32.13,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/e2c7cbe072920d007c871346a9c71d00/1775553536-505-2835544.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-13","w":27.3,"h":32.13,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/e2c7cbe072920d007c871346a9c71d00/1775553536-505-6570509.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":25.69,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/e2c7cbe072920d007c871346a9c71d00/1775553536-5051-4307414.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-12","w":24.8,"h":32.13,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/e2c7cbe072920d007c871346a9c71d00/1775553536-5052-3085665.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":24.8,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/e2c7cbe072920d007c871346a9c71d00/1775553536-5052-2808286.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":24.62,"h":31.59,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/e2c7cbe072920d007c871346a9c71d00/1775553536-5053-6220826.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":24.62,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/e2c7cbe072920d007c871346a9c71d00/1775553536-5054-7332112.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-15","w":24.44,"h":31.59,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/e2c7cbe072920d007c871346a9c71d00/1775553536-5054-3019583.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-17","w":23.55,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/e2c7cbe072920d007c871346a9c71d00/1775553536-5055-6084044.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":23.19,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/e2c7cbe072920d007c871346a9c71d00/1775553536-5056-9104535.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-14","w":23.19,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/e2c7cbe072920d007c871346a9c71d00/1775553536-5056-6191067.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":19.61,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/e2c7cbe072920d007c871346a9c71d00/1775553536-5057-5183182.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-16","w":19.61,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/e2c7cbe072920d007c871346a9c71d00/1775553536-5058-7746406.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-07 09:18:56"} 
[2026-04-07 09:18:56] local.INFO: Box added from packed bin {"data":{"length":29.8,"width":22.1,"height":32.13,"denseWeight":171.15404539454042},"timestamp":"2026-04-07 09:18:56"} 
[2026-04-07 09:18:56] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":31.8,"width":24.1,"height":34.38},"quantity":1,"denseWeight":171.15404539454042}],"cheapestShippingCost":1795.902725774387,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":31.8,"width":24.1,"height":34.38},"denseWeight":171.15404539454042,"volumetricWeight":86.5,"higherWeight":171.15404539454042,"quantity":1}],"totalHigherWeight":171.15404539454042,"DS":0,"rate":2243.761858753988,"tariffAndDS":2243.761858753988,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3803.26762105493,"totalShipmentCostFormula":"((tariffAndDS (2243.761858754) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 3803.27","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":31.8,"width":24.1,"height":34.38},"denseWeight":171.15404539454042,"volumetricWeight":86.5,"higherWeight":171.15404539454042,"quantity":1}],"totalHigherWeight":171.15404539454042,"DS":0,"rate":1252.957612288036,"tariffAndDS":1252.957612288036,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2205.6948540532294,"totalShipmentCostFormula":"((tariffAndDS (1252.957612288) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2205.69","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":31.8,"width":24.1,"height":34.38},"denseWeight":171.15404539454042,"volumetricWeight":86.5,"higherWeight":171.15404539454042,"quantity":1}],"totalHigherWeight":171.15404539454042,"DS":0,"rate":1680.902725774387,"tariffAndDS":1680.902725774387,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1795.902725774387,"totalShipmentCostFormula":"(((tariffAndDS (1680.9027257744) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1795.9027257744","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":31.8,"width":24.1,"height":34.38},"denseWeight":171.15404539454042,"volumetricWeight":86.5,"higherWeight":171.15404539454042,"quantity":1}],"totalHigherWeight":171.15404539454042,"DS":0,"rate":1112.5012950645128,"tariffAndDS":1112.5012950645128,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1979.2230881620203,"totalShipmentCostFormula":"((tariffAndDS (1112.5012950645) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1979.22","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":31.8,"width":24.1,"height":34.38},"denseWeight":171.15404539454042,"volumetricWeight":86.5,"higherWeight":171.15404539454042,"quantity":1}],"totalHigherWeight":171.15404539454042,"DS":0,"rate":1742.3481821164214,"tariffAndDS":1742.3481821164214,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2971.0521201449214,"totalShipmentCostFormula":"(( tariffAndDS (1742.3481821164) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 2971.0521201449","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":31.8,"width":24.1,"height":34.38},"denseWeight":171.15404539454042,"volumetricWeight":86.5,"higherWeight":171.15404539454042,"quantity":1}],"totalHigherWeight":171.15404539454042,"DS":0,"rate":1904.8093858535935,"tariffAndDS":1904.8093858535935,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1904.8093858535935,"totalShipmentCostFormula":"((tariffAndDS (1904.8093858536) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1904.8093858536","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-04-07 09:18:56"} 
[2026-04-07 09:18:56] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 09:18:56"} 
[2026-04-07 09:18:56] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 09:18:56"} 
[2026-04-07 09:18:56] local.INFO: Final API Response {"data":{"sign_width":"203.67","sign_height":139.3,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud mounted","combined_production_cost_usd":1550.0,"total_production_cost":2570.0,"totalDenseWeight":171.15404539454042,"totalVolumetricWeight":86.5,"bin_packing_result":{"response":{"id":"1775553536_f626d6570e4b26707425460b62c1951f","bins_packed":[{"bin_data":{"w":22.1,"h":32.13,"d":29.8,"id":"unique","used_space":82.627,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":32.13,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/e2c7cbe072920d007c871346a9c71d00/1775553536-5059-2699925.svg","items":[{"id":"item-6","w":29.8,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/e2c7cbe072920d007c871346a9c71d00/1775553536-5044-3879361.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting 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Light","boxWeights":[{"size":{"length":31.8,"width":24.1,"height":34.38},"denseWeight":171.15404539454042,"volumetricWeight":86.5,"higherWeight":171.15404539454042,"quantity":1}],"totalHigherWeight":171.15404539454042,"DS":0,"rate":2243.761858753988,"tariffAndDS":2243.761858753988,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3803.26762105493,"totalShipmentCostFormula":"((tariffAndDS (2243.761858754) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 3803.27","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":31.8,"width":24.1,"height":34.38},"denseWeight":171.15404539454042,"volumetricWeight":86.5,"higherWeight":171.15404539454042,"quantity":1}],"totalHigherWeight":171.15404539454042,"DS":0,"rate":1252.957612288036,"tariffAndDS":1252.957612288036,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2205.6948540532294,"totalShipmentCostFormula":"((tariffAndDS (1252.957612288) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2205.69","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL 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Special","boxWeights":[{"size":{"length":31.8,"width":24.1,"height":34.38},"denseWeight":171.15404539454042,"volumetricWeight":86.5,"higherWeight":171.15404539454042,"quantity":1}],"totalHigherWeight":171.15404539454042,"DS":0,"rate":1112.5012950645128,"tariffAndDS":1112.5012950645128,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1979.2230881620203,"totalShipmentCostFormula":"((tariffAndDS (1112.5012950645) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1979.22","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":31.8,"width":24.1,"height":34.38},"denseWeight":171.15404539454042,"volumetricWeight":86.5,"higherWeight":171.15404539454042,"quantity":1}],"totalHigherWeight":171.15404539454042,"DS":0,"rate":1742.3481821164214,"tariffAndDS":1742.3481821164214,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2971.0521201449214,"totalShipmentCostFormula":"(( tariffAndDS (1742.3481821164) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 2971.0521201449","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":31.8,"width":24.1,"height":34.38},"denseWeight":171.15404539454042,"volumetricWeight":86.5,"higherWeight":171.15404539454042,"quantity":1}],"totalHigherWeight":171.15404539454042,"DS":0,"rate":1904.8093858535935,"tariffAndDS":1904.8093858535935,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1904.8093858535935,"totalShipmentCostFormula":"((tariffAndDS (1904.8093858536) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1904.8093858536","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"}}},"cheapest_shipping_cost_usd":1800.0,"totalCost":4370.0,"productionResults":[{"material_id":1,"dense_weight_expression":24.63793,"result":"403.852728","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},{"material_id":2,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":null,"sequence_no":2},{"material_id":3,"dense_weight_expression":6.47577,"result":"45.5955882","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"0.074 inch Aluminium - Durable for Sign Returns.","sequence_no":3},{"material_id":4,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":5,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":6,"dense_weight_expression":34.27375,"result":355.68127200000004,"sign_material":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","description":"0.315 inch Frosted Acrylic - for Ideally Diffiused Halo Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":7.312,"result":"349.2394","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC & IP65.","sequence_no":7},{"material_id":8,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":9,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":10,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":10},{"variable_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":13,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":13},{"material_id":14,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":14},{"variable_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":15},{"variable_id":22,"dense_weight_expression":1.478,"result":"50.64","sign_material":"Power Supply 20A-(10A+10A)","description":"Power Supply 20A–(10A+10A) UL Certified","sequence_no":16},{"material_id":17,"dense_weight_expression":2.295,"result":"11.8405","sign_material":"Wire 18g UL UL Certified Red & White China","description":"18 AWG Wire Gauge (Red & White) - UL Certified","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.018656692291600004,"result":18.656692291600002,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.001481775414166667,"result":1.4817754141666668,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.01413385779666667,"result":14.13385779666667,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":28,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":29,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":30,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":31,"dense_weight_expression":0.029048507106667,"result":"29.048507106667","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.01409816254,"result":"14.09816254","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.0188768228,"result":"18.8768228","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.0015061821866667,"result":"1.5061821866667","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":19.56040002715341,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":68.55000000000001,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":69.464,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":9.5603347221737,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":171.15404539454042,"result":1544.1380771992126,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"203.67","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":107.46,"width_of_line_2":204.3,"width_of_line_3":164.52,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":31.5,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":17,"perimeter_of_sign":205.58,"nested_area":91.4,"occupied_area":39.17,"avg_char_height":"Greater than 24 inches","width_of_sign":"203.67","width_of_smaller_line":107.46,"other_dimension_of_sign":139.3,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1415},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1415},"timestamp":"2026-04-07 09:18:56"} 
[2026-04-07 09:18:56] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 09:18:56"} 
[2026-04-07 09:18:57] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 09:18:57"} 
[2026-04-07 09:18:57] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":139.3,"sign_width":"203.67","dimensions":[{"id":"cfa3aacb-3b5e-4b85-9d1c-041d90b5b9ef","height":30.76,"width":24.32},{"id":"bc34367e-4306-4143-9580-fc3d9e47a1aa","height":30.76,"width":28.61},{"id":"04ee03fb-3c0a-4139-b3a8-4f5adf2b3c09","height":30.76,"width":24.5},{"id":"6c933b04-f1a0-4785-be3b-cb6efbf3c9bf","height":30.76,"width":19.31},{"id":"69b96716-63bf-4af1-b763-ca3ce9059006","height":31.29,"width":24.32},{"id":"e7bb27a7-7164-48f6-978f-30b72e84c3a5","height":30.76,"width":29.5},{"id":"96df4423-9f49-4b15-9adc-1d4605a14e14","height":30.76,"width":22.89},{"id":"a4a63cc6-a393-459e-a69e-8fa11e026663","height":30.76,"width":25.39},{"id":"6ef990de-d30f-47c4-aac4-fdd8b8df886c","height":30.76,"width":28.61},{"id":"fec91517-6e24-4c27-851b-83d88531339d","height":30.76,"width":28.61},{"id":"08b21cfc-2fc4-4708-ba90-fde0124c3ebf","height":31.83,"width":27.18},{"id":"69329c57-b76d-451a-8852-6594483d136c","height":31.83,"width":24.5},{"id":"2f660972-eef0-4fee-85fc-9cf689c4f1bb","height":31.83,"width":27},{"id":"eb80906d-f82c-44a1-9674-614200ecba5a","height":30.76,"width":22.89},{"id":"7a708a55-9836-4640-a01d-230f85b10885","height":31.29,"width":24.14},{"id":"2374696c-8fc8-4fa9-989c-cbb327e81e17","height":30.76,"width":19.31},{"id":"074b6d92-fb62-40b0-af48-b216c4c70f4d","height":30.76,"width":23.25}]},"timestamp":"2026-04-07 09:18:57"} 
[2026-04-07 09:18:57] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 09:18:57"} 
[2026-04-07 09:18:57] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":139.3,"sign_width":"203.67","dimensions":[{"id":"cfa3aacb-3b5e-4b85-9d1c-041d90b5b9ef","height":30.76,"width":24.32},{"id":"bc34367e-4306-4143-9580-fc3d9e47a1aa","height":30.76,"width":28.61},{"id":"04ee03fb-3c0a-4139-b3a8-4f5adf2b3c09","height":30.76,"width":24.5},{"id":"6c933b04-f1a0-4785-be3b-cb6efbf3c9bf","height":30.76,"width":19.31},{"id":"69b96716-63bf-4af1-b763-ca3ce9059006","height":31.29,"width":24.32},{"id":"e7bb27a7-7164-48f6-978f-30b72e84c3a5","height":30.76,"width":29.5},{"id":"96df4423-9f49-4b15-9adc-1d4605a14e14","height":30.76,"width":22.89},{"id":"a4a63cc6-a393-459e-a69e-8fa11e026663","height":30.76,"width":25.39},{"id":"6ef990de-d30f-47c4-aac4-fdd8b8df886c","height":30.76,"width":28.61},{"id":"fec91517-6e24-4c27-851b-83d88531339d","height":30.76,"width":28.61},{"id":"08b21cfc-2fc4-4708-ba90-fde0124c3ebf","height":31.83,"width":27.18},{"id":"69329c57-b76d-451a-8852-6594483d136c","height":31.83,"width":24.5},{"id":"2f660972-eef0-4fee-85fc-9cf689c4f1bb","height":31.83,"width":27},{"id":"eb80906d-f82c-44a1-9674-614200ecba5a","height":30.76,"width":22.89},{"id":"7a708a55-9836-4640-a01d-230f85b10885","height":31.29,"width":24.14},{"id":"2374696c-8fc8-4fa9-989c-cbb327e81e17","height":30.76,"width":19.31},{"id":"074b6d92-fb62-40b0-af48-b216c4c70f4d","height":30.76,"width":23.25}]}},"timestamp":"2026-04-07 09:18:57"} 
[2026-04-07 09:18:57] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 09:18:57"} 
[2026-04-07 09:18:57] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 09:18:57"} 
[2026-04-07 09:18:57] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 09:18:57"} 
[2026-04-07 09:18:58] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"cfa3aacb-3b5e-4b85-9d1c-041d90b5b9ef","height":30.76,"width":24.32},{"id":"bc34367e-4306-4143-9580-fc3d9e47a1aa","height":30.76,"width":28.61},{"id":"04ee03fb-3c0a-4139-b3a8-4f5adf2b3c09","height":30.76,"width":24.5},{"id":"6c933b04-f1a0-4785-be3b-cb6efbf3c9bf","height":30.76,"width":19.31},{"id":"69b96716-63bf-4af1-b763-ca3ce9059006","height":31.29,"width":24.32},{"id":"e7bb27a7-7164-48f6-978f-30b72e84c3a5","height":30.76,"width":29.5},{"id":"96df4423-9f49-4b15-9adc-1d4605a14e14","height":30.76,"width":22.89},{"id":"a4a63cc6-a393-459e-a69e-8fa11e026663","height":30.76,"width":25.39},{"id":"6ef990de-d30f-47c4-aac4-fdd8b8df886c","height":30.76,"width":28.61},{"id":"fec91517-6e24-4c27-851b-83d88531339d","height":30.76,"width":28.61},{"id":"08b21cfc-2fc4-4708-ba90-fde0124c3ebf","height":31.83,"width":27.18},{"id":"69329c57-b76d-451a-8852-6594483d136c","height":31.83,"width":24.5},{"id":"2f660972-eef0-4fee-85fc-9cf689c4f1bb","height":31.83,"width":27},{"id":"eb80906d-f82c-44a1-9674-614200ecba5a","height":30.76,"width":22.89},{"id":"7a708a55-9836-4640-a01d-230f85b10885","height":31.29,"width":24.14},{"id":"2374696c-8fc8-4fa9-989c-cbb327e81e17","height":30.76,"width":19.31},{"id":"074b6d92-fb62-40b0-af48-b216c4c70f4d","height":30.76,"width":23.25}],"sign_height_raw":139.3,"sign_width_raw":"203.67"},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":140.0,"sign_width":204.0,"tax_factor":0.0887},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"cfa3aacb-3b5e-4b85-9d1c-041d90b5b9ef","height":30.76,"width":24.32,"ceilHeight":31.0,"ceilWidth":25.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"bc34367e-4306-4143-9580-fc3d9e47a1aa","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"04ee03fb-3c0a-4139-b3a8-4f5adf2b3c09","height":30.76,"width":24.5,"ceilHeight":31.0,"ceilWidth":25.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"6c933b04-f1a0-4785-be3b-cb6efbf3c9bf","height":30.76,"width":19.31,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"69b96716-63bf-4af1-b763-ca3ce9059006","height":31.29,"width":24.32,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"e7bb27a7-7164-48f6-978f-30b72e84c3a5","height":30.76,"width":29.5,"ceilHeight":31.0,"ceilWidth":30.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"96df4423-9f49-4b15-9adc-1d4605a14e14","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"a4a63cc6-a393-459e-a69e-8fa11e026663","height":30.76,"width":25.39,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"6ef990de-d30f-47c4-aac4-fdd8b8df886c","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"fec91517-6e24-4c27-851b-83d88531339d","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"08b21cfc-2fc4-4708-ba90-fde0124c3ebf","height":31.83,"width":27.18,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"69329c57-b76d-451a-8852-6594483d136c","height":31.83,"width":24.5,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"2f660972-eef0-4fee-85fc-9cf689c4f1bb","height":31.83,"width":27,"ceilHeight":32.0,"ceilWidth":27.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"eb80906d-f82c-44a1-9674-614200ecba5a","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"7a708a55-9836-4640-a01d-230f85b10885","height":31.29,"width":24.14,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"2374696c-8fc8-4fa9-989c-cbb327e81e17","height":30.76,"width":19.31,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"074b6d92-fb62-40b0-af48-b216c4c70f4d","height":30.76,"width":23.25,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":17,"baseProductionCost":6749,"result":[{"id":"cfa3aacb-3b5e-4b85-9d1c-041d90b5b9ef","height":30.76,"width":24.32,"depth":2,"price":392},{"id":"bc34367e-4306-4143-9580-fc3d9e47a1aa","height":30.76,"width":28.61,"depth":2,"price":392},{"id":"04ee03fb-3c0a-4139-b3a8-4f5adf2b3c09","height":30.76,"width":24.5,"depth":2,"price":392},{"id":"6c933b04-f1a0-4785-be3b-cb6efbf3c9bf","height":30.76,"width":19.31,"depth":2,"price":392},{"id":"69b96716-63bf-4af1-b763-ca3ce9059006","height":31.29,"width":24.32,"depth":2,"price":409},{"id":"e7bb27a7-7164-48f6-978f-30b72e84c3a5","height":30.76,"width":29.5,"depth":2,"price":392},{"id":"96df4423-9f49-4b15-9adc-1d4605a14e14","height":30.76,"width":22.89,"depth":2,"price":392},{"id":"a4a63cc6-a393-459e-a69e-8fa11e026663","height":30.76,"width":25.39,"depth":2,"price":392},{"id":"6ef990de-d30f-47c4-aac4-fdd8b8df886c","height":30.76,"width":28.61,"depth":2,"price":392},{"id":"fec91517-6e24-4c27-851b-83d88531339d","height":30.76,"width":28.61,"depth":2,"price":392},{"id":"08b21cfc-2fc4-4708-ba90-fde0124c3ebf","height":31.83,"width":27.18,"depth":2,"price":409},{"id":"69329c57-b76d-451a-8852-6594483d136c","height":31.83,"width":24.5,"depth":2,"price":409},{"id":"2f660972-eef0-4fee-85fc-9cf689c4f1bb","height":31.83,"width":27,"depth":2,"price":409},{"id":"eb80906d-f82c-44a1-9674-614200ecba5a","height":30.76,"width":22.89,"depth":2,"price":392},{"id":"7a708a55-9836-4640-a01d-230f85b10885","height":31.29,"width":24.14,"depth":2,"price":409},{"id":"2374696c-8fc8-4fa9-989c-cbb327e81e17","height":30.76,"width":19.31,"depth":2,"price":392},{"id":"074b6d92-fb62-40b0-af48-b216c4c70f4d","height":30.76,"width":23.25,"depth":2,"price":392}]},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":140.0},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":4.0,"PSUCost":197.96},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Total Production Cost and Tax {"data":{"productionCost":6946.96,"taxFactor":0.0887,"tax":616.195352},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Box Calculation Details {"data":{"breadth":146.0,"boxDepth":8,"oneBoxCapacity":-149.0,"noOfBoxes":-1.0,"noOfFullBoxes":-2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-149.0,"widthOfHalfBox":-94.0},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":1663.7697841726622,"shippingWeightInKG":754.544119806196},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":754.544119806196,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":17,"min":"701","max":"1000","rate":"525","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":525,"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":6749,"PSUCost":197.96,"tax":616.195352,"shippingRate":525,"miscellaenous":0,"signPrice":8088.155352},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"203.67","sign_height":139.3,"sign_depth":2,"totalCost":8088.155352,"TATDays":7,"baseProductionCost":6749,"productionCost":6946.96,"PSUCost":197.96,"tax":616.195352,"shippingCost":525,"uniqueReturns_count":2,"objects_count":17},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"cfa3aacb-3b5e-4b85-9d1c-041d90b5b9ef","height":30.76,"width":24.32},{"id":"bc34367e-4306-4143-9580-fc3d9e47a1aa","height":30.76,"width":28.61},{"id":"04ee03fb-3c0a-4139-b3a8-4f5adf2b3c09","height":30.76,"width":24.5},{"id":"6c933b04-f1a0-4785-be3b-cb6efbf3c9bf","height":30.76,"width":19.31},{"id":"69b96716-63bf-4af1-b763-ca3ce9059006","height":31.29,"width":24.32},{"id":"e7bb27a7-7164-48f6-978f-30b72e84c3a5","height":30.76,"width":29.5},{"id":"96df4423-9f49-4b15-9adc-1d4605a14e14","height":30.76,"width":22.89},{"id":"a4a63cc6-a393-459e-a69e-8fa11e026663","height":30.76,"width":25.39},{"id":"6ef990de-d30f-47c4-aac4-fdd8b8df886c","height":30.76,"width":28.61},{"id":"fec91517-6e24-4c27-851b-83d88531339d","height":30.76,"width":28.61},{"id":"08b21cfc-2fc4-4708-ba90-fde0124c3ebf","height":31.83,"width":27.18},{"id":"69329c57-b76d-451a-8852-6594483d136c","height":31.83,"width":24.5},{"id":"2f660972-eef0-4fee-85fc-9cf689c4f1bb","height":31.83,"width":27},{"id":"eb80906d-f82c-44a1-9674-614200ecba5a","height":30.76,"width":22.89},{"id":"7a708a55-9836-4640-a01d-230f85b10885","height":31.29,"width":24.14},{"id":"2374696c-8fc8-4fa9-989c-cbb327e81e17","height":30.76,"width":19.31},{"id":"074b6d92-fb62-40b0-af48-b216c4c70f4d","height":30.76,"width":23.25}],"sign_height_raw":139.3,"sign_width_raw":"203.67"},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":140.0,"sign_width":204.0,"tax_factor":0.0887},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"cfa3aacb-3b5e-4b85-9d1c-041d90b5b9ef","height":30.76,"width":24.32,"ceilHeight":31.0,"ceilWidth":25.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"bc34367e-4306-4143-9580-fc3d9e47a1aa","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"04ee03fb-3c0a-4139-b3a8-4f5adf2b3c09","height":30.76,"width":24.5,"ceilHeight":31.0,"ceilWidth":25.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"6c933b04-f1a0-4785-be3b-cb6efbf3c9bf","height":30.76,"width":19.31,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"69b96716-63bf-4af1-b763-ca3ce9059006","height":31.29,"width":24.32,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"e7bb27a7-7164-48f6-978f-30b72e84c3a5","height":30.76,"width":29.5,"ceilHeight":31.0,"ceilWidth":30.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"96df4423-9f49-4b15-9adc-1d4605a14e14","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"a4a63cc6-a393-459e-a69e-8fa11e026663","height":30.76,"width":25.39,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"6ef990de-d30f-47c4-aac4-fdd8b8df886c","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"fec91517-6e24-4c27-851b-83d88531339d","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"08b21cfc-2fc4-4708-ba90-fde0124c3ebf","height":31.83,"width":27.18,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"69329c57-b76d-451a-8852-6594483d136c","height":31.83,"width":24.5,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"2f660972-eef0-4fee-85fc-9cf689c4f1bb","height":31.83,"width":27,"ceilHeight":32.0,"ceilWidth":27.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"eb80906d-f82c-44a1-9674-614200ecba5a","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"7a708a55-9836-4640-a01d-230f85b10885","height":31.29,"width":24.14,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"2374696c-8fc8-4fa9-989c-cbb327e81e17","height":30.76,"width":19.31,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Dimension Calculation {"data":{"dim_id":"074b6d92-fb62-40b0-af48-b216c4c70f4d","height":30.76,"width":23.25,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":17,"baseProductionCost":7089,"result":[{"id":"cfa3aacb-3b5e-4b85-9d1c-041d90b5b9ef","height":30.76,"width":24.32,"depth":3,"price":412},{"id":"bc34367e-4306-4143-9580-fc3d9e47a1aa","height":30.76,"width":28.61,"depth":3,"price":412},{"id":"04ee03fb-3c0a-4139-b3a8-4f5adf2b3c09","height":30.76,"width":24.5,"depth":3,"price":412},{"id":"6c933b04-f1a0-4785-be3b-cb6efbf3c9bf","height":30.76,"width":19.31,"depth":3,"price":412},{"id":"69b96716-63bf-4af1-b763-ca3ce9059006","height":31.29,"width":24.32,"depth":3,"price":429},{"id":"e7bb27a7-7164-48f6-978f-30b72e84c3a5","height":30.76,"width":29.5,"depth":3,"price":412},{"id":"96df4423-9f49-4b15-9adc-1d4605a14e14","height":30.76,"width":22.89,"depth":3,"price":412},{"id":"a4a63cc6-a393-459e-a69e-8fa11e026663","height":30.76,"width":25.39,"depth":3,"price":412},{"id":"6ef990de-d30f-47c4-aac4-fdd8b8df886c","height":30.76,"width":28.61,"depth":3,"price":412},{"id":"fec91517-6e24-4c27-851b-83d88531339d","height":30.76,"width":28.61,"depth":3,"price":412},{"id":"08b21cfc-2fc4-4708-ba90-fde0124c3ebf","height":31.83,"width":27.18,"depth":3,"price":429},{"id":"69329c57-b76d-451a-8852-6594483d136c","height":31.83,"width":24.5,"depth":3,"price":429},{"id":"2f660972-eef0-4fee-85fc-9cf689c4f1bb","height":31.83,"width":27,"depth":3,"price":429},{"id":"eb80906d-f82c-44a1-9674-614200ecba5a","height":30.76,"width":22.89,"depth":3,"price":412},{"id":"7a708a55-9836-4640-a01d-230f85b10885","height":31.29,"width":24.14,"depth":3,"price":429},{"id":"2374696c-8fc8-4fa9-989c-cbb327e81e17","height":30.76,"width":19.31,"depth":3,"price":412},{"id":"074b6d92-fb62-40b0-af48-b216c4c70f4d","height":30.76,"width":23.25,"depth":3,"price":412}]},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":140.0},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":4.0,"PSUCost":197.96},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Total Production Cost and Tax {"data":{"productionCost":7286.96,"taxFactor":0.0887,"tax":646.353352},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Box Calculation Details {"data":{"breadth":146.0,"boxDepth":8,"oneBoxCapacity":-149.0,"noOfBoxes":-1.0,"noOfFullBoxes":-2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-149.0,"widthOfHalfBox":-94.0},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":1663.7697841726622,"shippingWeightInKG":754.544119806196},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":754.544119806196,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":17,"min":"701","max":"1000","rate":"525","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":525,"defaultShippingRate":null},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":7089,"PSUCost":197.96,"tax":646.353352,"shippingRate":525,"miscellaenous":0,"signPrice":8458.313352000001},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"203.67","sign_height":139.3,"sign_depth":3,"totalCost":8458.313352000001,"TATDays":7,"baseProductionCost":7089,"productionCost":7286.96,"PSUCost":197.96,"tax":646.353352,"shippingCost":525,"uniqueReturns_count":2,"objects_count":17},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":139.3,"sign_width":"203.67","shipping_weight":171.15404539454042,"shape":"rectangular","dimensions":[{"id":"cfa3aacb-3b5e-4b85-9d1c-041d90b5b9ef","height":30.76,"width":24.32},{"id":"bc34367e-4306-4143-9580-fc3d9e47a1aa","height":30.76,"width":28.61},{"id":"04ee03fb-3c0a-4139-b3a8-4f5adf2b3c09","height":30.76,"width":24.5},{"id":"6c933b04-f1a0-4785-be3b-cb6efbf3c9bf","height":30.76,"width":19.31},{"id":"69b96716-63bf-4af1-b763-ca3ce9059006","height":31.29,"width":24.32},{"id":"e7bb27a7-7164-48f6-978f-30b72e84c3a5","height":30.76,"width":29.5},{"id":"96df4423-9f49-4b15-9adc-1d4605a14e14","height":30.76,"width":22.89},{"id":"a4a63cc6-a393-459e-a69e-8fa11e026663","height":30.76,"width":25.39},{"id":"6ef990de-d30f-47c4-aac4-fdd8b8df886c","height":30.76,"width":28.61},{"id":"fec91517-6e24-4c27-851b-83d88531339d","height":30.76,"width":28.61},{"id":"08b21cfc-2fc4-4708-ba90-fde0124c3ebf","height":31.83,"width":27.18},{"id":"69329c57-b76d-451a-8852-6594483d136c","height":31.83,"width":24.5},{"id":"2f660972-eef0-4fee-85fc-9cf689c4f1bb","height":31.83,"width":27},{"id":"eb80906d-f82c-44a1-9674-614200ecba5a","height":30.76,"width":22.89},{"id":"7a708a55-9836-4640-a01d-230f85b10885","height":31.29,"width":24.14},{"id":"2374696c-8fc8-4fa9-989c-cbb327e81e17","height":30.76,"width":19.31},{"id":"074b6d92-fb62-40b0-af48-b216c4c70f4d","height":30.76,"width":23.25}]}},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Input Parameters {"data":{"dimensions_count":17,"shape":"rectangular"},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:18:58] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":3690.3300000000004,"dimensions_count":17},"timestamp":"2026-04-07 09:18:58"} 
[2026-04-07 09:20:35] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"203.67","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpE9E4.tmp"}},"file_present":true},"timestamp":"2026-04-07 09:20:35"} 
[2026-04-07 09:20:35] local.INFO: Validation Passed {"data":{"sign_width_or_height":"203.67","user_input_dimension":"width"},"timestamp":"2026-04-07 09:20:35"} 
[2026-04-07 09:20:39] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":17},"timestamp":"2026-04-07 09:20:39"} 
[2026-04-07 09:20:39] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":17},"timestamp":"2026-04-07 09:20:39"} 
[2026-04-07 09:20:39] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":17},"timestamp":"2026-04-07 09:20:39"} 
[2026-04-07 09:20:39] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":17},"timestamp":"2026-04-07 09:20:39"} 
[2026-04-07 09:20:39] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"203.67"},"timestamp":"2026-04-07 09:20:39"} 
[2026-04-07 09:20:39] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"203.67","file_size":60923},"timestamp":"2026-04-07 09:20:39"} 
[2026-04-07 09:20:39] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":712,"y":602,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.88,"bounding_box_area":880,"exact_perimeter":118.18,"approximate_perimeter":111.03,"convex_hull_perimeter":98.52,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.313,"perimeter_to_area_ratio":0.3397},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":112,"y":602,"width":165,"height":172},"scaled_width":29.5,"scaled_height":30.76,"actual_filled_area":419.2,"bounding_box_area":907,"exact_perimeter":251.9,"approximate_perimeter":229.91,"convex_hull_perimeter":119.56,"perimeter_pixels":1408.742207411233,"original_contour_points":410,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.04,"compactness":0.083,"perimeter_to_area_ratio":0.6009},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":657,"y":302,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.87,"bounding_box_area":880,"exact_perimeter":118.28,"approximate_perimeter":111.25,"convex_hull_perimeter":98.52,"perimeter_pixels":661.4873734152932,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3125,"perimeter_to_area_ratio":0.34},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":9,"position":{"x":163,"y":302,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.92,"bounding_box_area":880,"exact_perimeter":118.18,"approximate_perimeter":111.03,"convex_hull_perimeter":98.52,"perimeter_pixels":660.9015869776663,"original_contour_points":352,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.313,"perimeter_to_area_ratio":0.3397},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":10,"position":{"x":495,"y":299,"width":152,"height":178},"scaled_width":27.18,"scaled_height":31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","detection_approach":"prominent_color_detection"},{"index":11,"position":{"x":334,"y":299,"width":137,"height":178},"scaled_width":24.5,"scaled_height":31.83,"actual_filled_area":301.86,"bounding_box_area":779,"exact_perimeter":180.24,"approximate_perimeter":156.33,"co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","detection_approach":"prominent_color_detection"},{"index":12,"position":{"x":2,"y":299,"width":151,"height":178},"scaled_width":27,"scaled_height":31.83,"actual_filled_area":262.03,"bounding_box_area":859,"exact_perimeter":158.9,"approximate_perimeter":140.21,"convex_hull_perimeter":95.11,"perimeter_pixels":888.6072144624379,"original_contour_points":385,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.18,"compactness":0.1304,"perimeter_to_area_ratio":0.6064},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":15,"position":{"x":434,"y":2,"width":108,"height":172},"scaled_width":19.31,"scaled_height":30.76,"actual_filled_area":171.51,"bounding_box_area":593,"exact_perimeter":99.3,"approximate_perimeter":98.71,"convex_hull_perimeter":88,"perimeter_pixels":555.3137084989849,"original_contour_points":16,"approximation_points":6,"shape_analysis":{"aspect_ratio":1.59,"compactness":0.2186,"perimeter_to_area_ratio":0.579},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":16,"position":{"x":274,"y":2,"width":130,"height":172},"scaled_width":23.25,"scaled_height":30.76,"actual_filled_area":633.9,"bounding_box_area":715,"exact_perimeter":105.25,"approximate_perimeter":100.91,"convex_hull_perimeter":98.77,"perimeter_pixels":588.5929291125641,"original_contour_points":125,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.32,"compactness":0.7191,"perimeter_to_area_ratio":0.166},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-07 09:20:39"} 
[2026-04-07 09:20:39] local.INFO: Nested area calculated {"data":{"nestedArea":13162.2622},"timestamp":"2026-04-07 09:20:39"} 
[2026-04-07 09:20:39] local.INFO: Mapped objects from Image-to-Text API 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iWBMdA/0YNmwYsVqtamlpKfbt24fa2lrIsvzctkFvLAX9Q9deS78XBIG1jwWeahiv18sOSJKEmJgYJiw9aZiOKlGL9gMY6E9CQgJ+9atfYfr06ewYfXZ9mand0TRpj9HGinQfSwCA6OhoxMXFAfD1UtPmkva0gKIv0plwKYoCu90elBnPBj7T5Ha71eXLl6O8vBx3795Fa2srO9+brYOeLEh0dDRGjBgBi8UCQGOSJk+ejBkzZqC6utrvRXvSEB3XOrQ1Os0Smzx5clhW8A0UJEki9fX1al1dHXbu3IknT56AEIK2tjZW29QdVGA6KgaqMIYMGYJhw4YhJibGd53mArW5uRlmsxlutxuSJPWqYwDdMaULX1EU/cbqWq1WjBgxIryqsQYYdKxfQ0MDzGYzoqOj2TKjp+qCngSGDjx9mohuPEeDvvH/nvxl5tN3qIsAAAAASUVORK5CYII="},{"id":"9e4870a5-8064-4032-8e21-9576c20dd98b","height":30.76,"width":28.61,"perimeter":118.18,"area":347.88,"image":"data:image/png;base64,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"},{"id":"96266826-5bdb-4812-8062-e054cb433e29","height":30.76,"width":29.5,"perimeter":251.9,"area":419.2,"image":"data:image/png;base64,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"},{"id":"c53175ae-8406-4780-9812-c3f24a5ae9bc","height":30.76,"width":22.89,"perimeter":176.19,"area":303.82,"image":"data:image/png;base64,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"},{"id":"a473ed81-d88a-40c1-869b-706dff477170","height":30.76,"width":25.39,"perimeter":102.78,"area":700.37,"image":"data:image/png;base64,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"},{"id":"ebaf123a-b849-479d-8c81-08030337eb3a","height":30.76,"width":28.61,"perimeter":118.28,"area":347.87,"image":"data:image/png;base64,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"},{"id":"c7fcf6b1-96fd-4b36-9476-280bd2f7445d","height":30.76,"width":28.61,"perimeter":118.18,"area":347.92,"image":"data:image/png;base64,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"},{"id":"3793bb74-953a-48d2-bc24-f05b1e89e5ef","height":31.83,"width":27.18,"perimeter":159.51,"area":261.92,"image":"data:image/png;base64,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"},{"id":"d8afa0af-7468-46cc-9703-191c0e17003c","height":31.83,"width":24.5,"perimeter":180.24,"area":301.86,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAI0AAAC2CAYAAADk4w7LAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1de5RV1Xn/nXse9zXvF8wwvJT3oAj4SIUSdGmJlLjEhLS1WYox2pVVo7E1dTW0mjQmakpXkrqMSUqCmLaJNisRi01QwaAiKKBYHRhmgALynPfMnft+/PoHszf7nLnD3Jm5M8zj/tbaa+ae99n7d77v23t/+/uAHHLoJ7RL/QDDiWg0SsuyAAAkkUqloGmaLJkgmUxC13VEIhHE43H4fD4YhjGu6nFMvmwymWQ8Hkc4HEZraytOnTqF48ePo7m5GWfOnEEwGERLSwuam5vR1taGYDCIWCwGknC73bZrOcm0dOlSFBUVIZVKwev1YsaMGZg4cSJKS0sxdepU+P1+WJYFwzCgZcrEUYZR/1IkGYlE0NbWhq6uLtTX1+P06dOoq6tDXV0djh8/jsbGRnR2diIajcLr9SKZTCKRSCCVSgE4TwzDMOByuRCPx23Xd7Z7MpmE2+1GNBoFAOTl5cHn8yEvLw+TJ0/GrFmzUFVVhZkzZ2LatGkoLy9HYWEhCgoK4PV6xwSRRt0LkKT4/9ixY3jttdfw3//933j//ffR0tKCSCQij9U0DS6XCwCQSqWgnCr3a5oGkmn3pfudSqVgWRbi8XiPc4qKitDZ2SnJCABlZWW46qqrsHTpUsybNw8rVqyAZVnQdR3JZBJer3fUtcGoeGCSbG1txblz57Blyxa8/fbb2LFjBzo6OmAYBjweD2KxGGKxGFwuV68kUItKpkQikfGzuFwuea64j0oSADBNE4ZhIJVKSbWnYvbs2bj55puxbNkyXHXVVZg8eTLcbjdcLteoaI8R+5CpVIrhcBjNzc344IMPsGXLFuzYsQNHjx5FMpkEAOi6bms0l8sljdt0EkZIlXQQZBDXFsc7YRgGYrGYbb+4l3puumsDFwxw8RyzZs3CypUrsXLlStTU1GDixIni+Uds24woxONxkmQikeDrr7/Oz372s/R4PLQsi3l5eQRATdNsBcCoK5qm0eVyyed3uVx0u930+/380pe+xB07dlBgCKp5bCCZTJIkz5w5w6997WucM2cOAdDj8bC0tFRWtmEYY5Y0pmnS4/GwuLiYfr+f8+fP53e/+10eP348Rx4VkUiEJNnc3MzHHnuM1dXV9Hg81HXdVsGGYdA0TZqmOSZII95LLbqu0zAM2zG6rvP666/nM888kyMPAJBkS0sLH330UV522WX0er2yAg3DoGVZNAyDLpeLuq7LL3MskUZ9J7G9qqqKLpeLAOj1euUHtHTpUm7YsIFNTU3jjzxCsqxfv54zZ86UotkwDOq6bpMyYp/4rev6mCEN0FNNiSIkq/N40zRZU1PDTZs2jR+bp6Ojg6+//jpvv/12FhUV0e12ywpR/y8sLGR5ebltm5A6Y5E0QrKIov4WH5S63TAMLlmyhC+//PLYJQ5JHj58mP/+7//OsrIyer1eWQkqMYqKimySBt0VBEdFj2bSOJ9ZSFdBCLfbbasD0XtUz/H7/bK+Hn/8cba2to4t8qRSKdbW1vK+++6TXw6UyoLyRaGbJB6PxyaeVXE92knjlCrCABaqFwAty+pVPYk683g88vi77rqL9fX1jEajo584JLlz505effXV8stIZ/yNhOJyuXpINVHUZxXqxEne3rYPxbOqH5DH4yEAXnXVVXzuueeYTCZHL3FI8je/+Q3Ly8tt4nW4SSN6X4ZhSImlGt3qFw5A7nOep6oQUQRZxHWGYxxJ13Xm5+fL336/Xz5XRUUF/+3f/o1i3CuLzTn0CAQC/Od//meapilfSFTqUJPmYtd2blfHgMRz9vVclmVJ9SHeJ939h/odxf+maUobUTzfqlWrmEgkRo/UicVi/MEPfmB7wfz8fClthkPSXOz6Qo2o6kTd73a75RiRKmnE797u1VvJ9ruJZ9B1vcdwRF5enrznZz/7WZJkMBgc2cRJJBLcuHGjFNt+v1++pNfr7aH3MUSkAS6oJXE/8VuMvgpJoQ4oCvvgYkVIGlXiiGsNh3oSc3DiWZySrri4WEqetWvXMhaLjVxVRZLPP/+8Td8WFBTIl0P3Cw+XpElngwB2G6evZ3AauJncdzh7d+IelmXZhi7UXtbnP//5kTkQSJI7duzgggULCIA+n09WmOiRlJeXy0Yb6gpVpYq6TUgGYbhalkWfz0efzyfntVSj1jRNqarEtdxut7yG2OaUZENNGrfbLSW32Cakp6h7VXWtXr06q6QZtM8GSaZSKSxZsgS7d+8GcN4JiSQSiQQMw4BpmgiHw8jLy0MoFJK+JENJfpfLBU3ToOs63G43/H4/PB4P5s2bB8MwUFhYiEmTJmHq1KkoLy+HaZpIJpNpnc2TySTi8TiSySR27tyJUCiE1tZWNDY2oqmpCa2trQgEAkgmkz18cIbyHTVNg2ma0r9HQLijer1ehMNh6LqO5557DnfccQd0Xb/0fjokeddddw148C3d8aZpSt2dzs7weDy2MRV1FNXtdnPBggV88MEH+Zvf/Ib19fXs7OxkIpFgKpWylf6K7e4PhE4EAgHW1tbytdde4/e+9z3edNNNcrJRfX7LsmyDmuogplAv6lycWke9qdt0RVzfMAy63W45BvXee+9d+h5VV1cXN2zYILuslmUNmjSqTaTrOn0+n1R5QoWIfYWFhayqquLixYu5bt06vv/++2xoaOCpU6cYCAQuSQWRZCgUYl1dHX/xi1/wvvvu46JFi1hYWGhTlc568Hq9NoKpqi9d1763Io5Xt4nfX/jCF9jS0nLp7JtwOMwTJ06wqKhIvqAY2h6spCkuLpb7/X6/7Tper5eGYbCkpIRr1qzh7373OwaDQSaTSXZ1dV3ar8gBIYna2tq4ceNG3nrrrSwsLKTb7ZZE8Hq9tsFPZ70JKZOpfZSOXOrUzUMPPcREInFp6ikej/Pee++VDSm6eYMljRCtTrcI4Zx12WWX8dlnn2U0GqVQF5ekAvoJQaD29nZ+73vfk96JAKR0dbvdcoKyt9Fn9FGfatF1XbaLKn1eeuml4Zc24XCYu3fvlmoDuDDzOljSiJdz9g6qq6u5adMmCm+/YX3hLIMkOzo6uG7dOlZWVsp39Pl8vU5vQLFV+ipq3Yv2AS7YTddccw2bm5vZ0tIyfPUYiUS4fPly2aiCMNmwaZzXBMC7776br7zyyqgni4pkMslgMMhXXnmFX/ziF1lWVpbWNumvdAEu2H/AhY6EaAvRwVi3bt3w1WcikeCmTZskSdS/AxncSne8GBScNGkSn3zySamKhuUFhxlCxW7cuFE6l6vzYJkMQjqLGPADLriaqIN/lmWxpKSEH3/8MSORyNDXa3NzM5ctW9Zj2F2olWyQBgArKyv5+uuvj1myOEGSb7zxBqdMmWKbKuivISzIoeu6rRuvdsPFtcTE5pC+WCwW47PPPislgeoADSCt45CzqIau8+UE8SZNmsTf/va344YwAsLDccWKFTbCiJFpYPAj6qq6Ki8v5549e4a2nuPxOFeuXCkbW7yIIILTLbG3Io4TZFHPq6io4GuvvTbuCCMQi8UYjUZ522232SQE0PsKhv4WlTj33HPP0KkokqytrbVJFadkydS6By5Y9eqYTE1NDbdu3cpYLDYuCSMQDofZ3NzM+fPny0FTdDd2NkhTVFQk/y8oKODOnTuH5iONRqN87LHHekgGdZIv04dWRa061P7cc8+NWwnjRDAYZH19vRzDUVckDJY0wkYSvbMHHnhgaKTN2bNnOXfuXNu6anRLnP4OPIkXVtXU7bffPvIdhoYZkUiEv/3tbwlcGIIYLGnU6QnLsujxeDht2jTW1dVlt+5jsRi3b98ub6yOLjoXt/X10OJ4lXhTpkxhbW1tTsqkQTKZ5Pr16wmAJSUlWZM0UAhkGEb2pXwsFuM3vvGNHowd6IilOE70wn7yk5/kCHMRnDp1in/yJ3+SNfWkjtmguz1uu+227Er6aDTKG264IW33WDxEpi+hjnK6XC7OnTt31MwfXSokEglu3749a70nKKaBWEOfn5/Po0ePZq8d9uzZw6qqKkmOwQ7eqUz/wQ9+kJMyGaC9vZ1//Md/LHuvovMgPt7+DnfA8bG73W4+/vjj2WkLMW3gXOg2UNKocyKLFy/moUOHcoTJACT58ssvE7gwTJGp77JanOvE1WusXLkyo+EOo68DUqkU3nnnHQSDQekKORioocaWL1+OWbNmDep64wWapmkkedVVV6GhoQGAPZRbphCCRNd1GclUuIW+8847tkCXvcHV1wG6ruPDDz/sNZ5cfxGPx2V0zMWLF2flmuMJ69atQzAYhGEYPdokkw9a1/Ue28R57e3tOH78eJ/X6FPSuFwunDlzBrqu94hiORCwO8BzLBbD9OnTx0Rc3eGCpmlaPB7nwoUL8cEHH6jbQRKGYfSIg9wb1KCUsVgMlmUhkUhg//79iEQi9Hg8vbZLn5ImHA4jEokMWi2pCAQCqKioQHFxcdauOZ7wN3/zNwB6RhfNpI1E+FutO+C2rusyELemaTh48GCfwqFPSdPa2opEIoFEIpFV4syYMQM+ny9r1xsvME1Ta2lpYX5+PkKhEJLJpJQamUoZ4LxNKaKvJ5NJGar2/fffRzAYvOi5fUqatrY223qgwULXdei6jsmTJ8Pr9Q76euMRHo8HU6ZMscVHFkG3+4LL5ZLR0oELhrFhnJcf7777Lk6fPn3xa/R1k1QqBdM05W+VOAPp0muaJiN599fyz+E8vF4vVq9eLdWIiI4uGl4QQ+te8CfUEHC+zdTg3UJdRaNRmKaJtrY2HDhw4KL3z6j3pEb/HixETgERXTyH/kPTNCxcuBBerxeGYcjkHqJenWH4E4mEJIrL5YJhGDAMo0eI/lgsBl3XcfbsWYTD4V4lQp82jWCvdpEQ8f2Fx+OBpmk90uTkkBk0TdPOnTvH4uJitLS02EiTSqV6fIxC0pC0hegX7SmWMItkIU1NTfB4PL3ev0/SiBsJFg8WQr01NTXZ1F4O/UNFRQUmTpyIM2fOSKmttpGQMgBkRwaAyEMlSZNKpWzjPeFwuM+xmj5ZoLIz3cBQf0ESkUgEhw4dQldX16CvN54xffp0W2IzIS1UW0dkhBEdkEQigXg8LgWBaqNalgWv19vnx9wnacQFxANlC83NzTh16lTWrjceMX/+/F73CVsmHo9Lm8YZ1cIpZVKpFMLhMMLh8EU7KX2SRqTX0zQtK1MJlmXBsiyQRG1trS3pVw6ZIx6P48orr4TP50M4HJZdbsuypIpSjWKtOyyJOMY0TanSTNOE1+tFKpVCRUUFJkyYIO2kdOjTpvH5fHC73Vkb2FMZXFdX168EXTlcgGVZ2p49e1hYWIhQKCRtFFG/Xq8XpaWlKC0tRUlJCUpKSlBQUICZM2eiuroa+fn5SCQSKCsrw9y5c1FaWopQKATTNKHrOkSC2HTokwkkKRJ9BgIB2yDSQISEmFEFgKuvvhr/+Z//iVmzZuXmnwaAZDLJd955B2+99Ra8Xi8WL16M5uZm5OXlobi4GPn5+fB4PDBNU9o2xcXFQz/fR5JXXnml9IPJhueYaZqcMGECAWTP8SeHYUNGfejFixdLl4bBQvhxnDt3Dl6vF1u3bkUoFBr0dXMYPmTU5b7uuuuydsPuDLHQNA3hcBh79+7Fyy+/jPb29py0GUvYtWsXJ0yYkLU4wM6wFz6fjydOnMipqbGEs2fPZnUJhSgi5AUAfvrTn2ZXV1eOOGMF8Xic//AP/5C1JRRitaBYzy2WiC5btoz/93//lyPOWABJPvfcc1lJiCGWXKhx5oALSzL+4i/+gs3NzTnijAWcOnWKU6dOJXAho4oacQmKrdKfkm5JzIoVKy5ZSNccsohoNMpHHnlELqkVKkaENwX6F2oEFyGNpmm88cYbeejQoTERmHHcgiQPHjxIv99vi0uLQRrDTtKoYb7Kysp411138ciRI4zH4znijEaQtIX2ci4kH0hJJ2nUpFeid/Xkk0+ytraW4XA4J3lGE8TSUHUaQG3gbKknEVpW3Q+Al112Ge+8805u27aNAsNdBzkMAF1dXfzKV75CwL4uWCVPf0o60ghCFhcXpyXixIkTeeedd/KNN95gIpFgPB5nbkR5BIMkDx06RLfb3SMiFrJEGvV6Ho+HBQUFMvOKavcA5+PH3Xrrrfz1r3/NZDLJRCKRk0AjEaFQiPfff780WEVPaiDSxkkakZwrXY9KjWsjfouEXT6fj5MnT+a9997Ln/70p6yvr5dpdoa/hnLoAZJsbm6WUSLFnBS6iZCXlyelQm+h1rJVnKQT95w1axa/+tWvcuvWrTx79iwjkQjj8XiORJcSHR0d3Lp1K4Hz0wGCHOl6VM6A09ks6QjjDA3vdru5dOlSPvDAA9y9ezfPnj0rDencAOIwo7W1levWrZOkyM/Pl7ZIYWGhzS4ZCsLgIjaRy+WS6ZLFNsMwWFhYyClTpvDTn/40v/71r3PLli08ffq0zDw3PDU3jkGSx44d4w033NAjm5kz6qdzf7ZKOknj3C+eQSWQmt969uzZvPfee/nMM89w//79PHnypExNnFNnQwCS/OSTTwicN4T9fr8t7Y6I4AlkHheuPyWdpHG5XPR4PLYUNuJYddJVzd0NhUxut5uzZs3iV77yFW7dupUdHR1SleW69lnIlgucn5fau3cv1q5di4aGBtuyCtM0MwrJNVA4faTVRe1iv2VZSKVSiMfj0ms/3TJjy7LkemaxjFXTNOTn52Py5MmorKzEZz7zGdTU1KCmpgZFRUVwuVxwu905x/iBgCRfeOEFOROuFhF2dDh6T8CFNHxer9eWLFUtQl2p4ePVRBPpEnQJ/x+3281rrrmGjzzyCF955RUePnyYLS0tDAQCw5utbSyAJN9//33ZFRfqSPjODId66s09QwwLiOSs6vnq/85BSmcETfEBOG2kyspK3nTTTdywYQM//vhjaQ/lJlozAElu3ryZs2fPlhUqRo6d9oMYyIOjgfoiwKUs6UiqFp/PR7fbzcrKSt5yyy38zne+w1dffZWnT5/OGdUXA0m+9dZbXLBggSQDlIovKCiwJeT0+Xw21TCaSQOcnwJRx6vy8/O5atUqPvHEE3zjjTd48OBBBoPBHImciEQijEQiXL16tRT7Xq/XNl+Vl5fXwx1iLJBGHKc6qImi6zqLioq4dOlSPvnkk/zwww8ZDoeZTCZ5sUBC4wahUIjRaJQbNmywJQMrLy9Pm2NB2AujmTR+v7/H1IlhGHS73dK2E9cRqQanTZvGtWvXcsOGDWxsbGQgEMhJoVgsxn379nHu3Lm2yszPz6fb7bYlGRvtpBHHicSwzh6jmizW+X75+flcsGABH3nkEW7bto3Hjh1jV1fX0CcnHaloa2vjuXPn+M1vfrNHt1zX9QEngx/u0hdp8vLyehAlXU4sTdPo8Xjo9XplpjfnHF1xcTEfeughHj58mCqy3zojGKILeuTIEX7xi1+UFaTm9x7tpBHHmKZpmzgVbhy9vZMgjSCd6nICgDNnzuTf//3f8+OPP2ZbW9v4I08ikWAgEOCvf/1rLlmyhJZlSRtntJPG+cxi3k3dLmwZtVfZ2wCkGKBE90c1e/ZsfuMb3+BHH33EeDw+/iZZhV/Oiy++KJf9qsth0lWqavuool7tqah5rOFobPRBiktd+iKkeP+SkhI++OCDrKurYywWYygUGl/kSSQSPHz4MLdt28brr7/e1i23LEuO5qq9Esuy5Bd4MUKo+cNHQ8lUiglVXl5ezoceeogffvihnFjNZtuMeJBkIpHgjh07eP/993PatGk9KlVIFJVALpeLfr+flmXR6/Wm7bUIm8J5vZFWMiGN+hGId6qurubDDz/MM2fOjE/HsmAwyFAoxLq6On77299mTU2N9AWGg0DC0Sqdv45QYaNBLanPfLGivqeYslDPv/baa7l58+bx2dMSiEQiTCQS3LdvHx9//HEuWrRITog6iWQYhs31NJ333kgvmUgap73n8XiYn59vI9Wdd97JY8eOjV/iCKRSKZ44cYKbNm3iPffcwyVLlrCyslJWZm9ee6JkY0XoUJdMemfqqo/S0lL5v3B4Ex/V1KlT+atf/YqpVGr89bKcSCaTFPbPvn37+E//9E+8+uqrCUCqKjGD7pxVxxA2eDZKX4RR7TIhQcX4jrpN/DUMgw8++CCbmppyUkcFSaZSKba3t/P3v/89H374Yc6YMUNWrpM8I7lkop7UqQjVaV9sFyPM4hjDMHj77bdz+/btWTGSx5ybYiAQoGmaaG9vx/79+/H2229j3759aGhoQFNTE2KxGKLRqAzZrzmykQAXUhSJnEnCfVQkrtC6XUzFeSJTTSKRsKUkcp6vZTGTTV9wvkthYSGKiorwk5/8BEuWLEF+fv6Ya/usIBqNyl7EkSNHuGXLFt5zzz28/vrrWVhYSOC8neP3+9NKInUAUUx3qAnQxRiQqvbcbnev1xoO9SiMZGevUcx1VVdX86233mJnZ2dOVWUCscKSJAOBAN99910+8cQTvPnmm1lZWSkNZeEW6vV6e1VrggRONZDuOKe6GMrifN50z19YWMgdO3YMeBR53IsoMZxRX1+Po0eP4sCBA9i/fz/eeecdHDt2DABkwqxYLGbLMCuSTmjdOSRFwhFnFtru+wz7u2ndqQgByOQZ4nmmTZuG9evXY+XKlfD5fP3iQZ8JNcY6NM2+BiYSiTCVSqGpqQkffPABtm3bhp07d6KhocGWbAuAXOYiGsTj8SCZTMoc5s6sNWrC0aGCmuRd2Ffqb5fLBcuycOzYMfzd3/0dfD5fn3m4c+gHVB+WxsZG1tbWcsOGDfz85z/P0tJSWpbF/Pz8jAcPh0NFqc75TtUklvaIZ8nLy2N+fj7ffPPNfnXHc+zqJ6LRKMPhMFpbW3H48GHs2rULO3fuxJEjRxAOhxGNRtHe3i7zZYsFeJciyavagxKqKh6PwzAMm8S84oor8NOf/hSf+tSnhj5Dy3iHut776NGj/NWvfsU77riDCxYskF+0c8kvhljSOA1z4SWgbgMuDIKKfXfddVdujdalAEkZwra1tZUvvfQS77jjDk6cONHWoKJHpTamGqBJdJnTzWZnw0kt3Yx/eXk5v/Od7+RGjS81SDIajfLQoUP85S9/yccee4zXX389q6qqpH+QuuIzXYwflTjFxcWDJo3Tsa24uFjeY8qUKdy9e3eOOCMFQo11dHRw586dfPjhhzl9+vQeakVErVCnCkR0C3HcYCWNcDdFN0HVe61ZsyanpkYigsEgI5EIo9Eo9+zZw6997Ws2hzNV0jh9hLNBGsMwbDPlLpeLPp9ProzYsmXL+HMfHU1IJBKMRqP83//9X27atInLli2TDVlVVSUbNlvLltVzhKoSahLdUuhTn/pUTkWNFqRSKcZiMf7whz/k4sWLbYQRPaFsksbj8Uh7RhBISLmNGzfmiDOaIPyF/uM//oPXXnutbMhsLVsW9pG6gkMsHUY3gaZMmZJbWz4aIbruTz75pJQI2bJpgAvrqgD70iAxk/+73/0uJ21GK5LJJDdu3CiTi6hjNqZp2no/YpxnoIRSZ+VvuOEGdnV15UgzWkGSJ06c4N133y2lhNrLEkt4BksatVRXV3Pz5s2MxWI54oxWkGQsFuPTTz9t89EpKCiQBBosaZyj1Pfee29ORY0FxONxPvHEE1JNiZ4VskgaYXQvWrQot5JhrIAkv/Wtb9kiS2RTPYluflFREffv358jzVhAMplkMpnkfffd1yNR22ANYcA+dfHEE08wGAzmiDMWQJ7PKzpjxgx6PB7bLPlg1JPqTA+Ay5cvH5oxG/aCrN8oBxui0Sh//vOf91iyOxj15FyJWlpaykgkItuyTx9h0fDsDvkeiURw5swZNDY2IhKJIBwOo7GxEU899RQ6OzsRDAZx/PhxTJgwAWvWrAFJ5rzBhg5ut1sjyR07duD555+3rcsSPsl5eXno6urKeN2V6tUHANFoFI2NjfK3AUCENQMA1NfXo7OzEx0dHQgEAnj22Wdx5swZtLe3I5FIIB6P48SJEzh69CiampoQCoUgzjUMA5ZlIRQKobCwEHV1dVi+fHlWKieHi+OOO+7Aq6++iqamJrhcLsRiMblP/J8paVRHdJKIRqM4efKk/aCuri4+8MADnDlzZo8FVsIlUHiSqctA02UwcU6IjdvIlMMMkvzCF75gy/HgbI9Mliar0cUMw5DG8M9+9jNpbrjETQ8cOICGhgZYlmXLbJJKpWSJx+NySatY6+NyueT/uq7D6/UCOJ/RxO1228RaDkOL1atXy7YC0EOqZOLcLtpeXQoDAIcOHbqwDBkAWltbZXod9cLpRJnP50MsFkM8HpdqSRwbi8WkKIzH43C5XDh37lwGr5vDYKFpmnb8+HHqum5LUSTa0DRNW3v1BnG8OD+ZTMKyLHzyySfo7OwE0C1pJk+ejDlz5sCyLOi6LlcI6rouJYhYDhEMBm02jMfjgdvtlvt1XYfb7YZhGIhEImhpaUFu7mJ4UFZWhvnz54OkbA+BTPsigjSq8NA0Dc3NzQgEAgC6SdPW1obS0lIkk0lEIhHE43Ekk0lZhMgjCa/XC7fbLZedRiIRuTxVWOvCYAaAbdu2yf05DC0sy8LNN98spYQgjqZpGUkZFYlEQi7pjcViCAQCUou4AKC4uBhTpkyROkzTNFlUiQMA4XD4wskKm4UoFDcCgKKiImzevBldXV0DqoQc+gfDMHDttdfCMIweIVHSSZ90UCWS2+2W50ej0QshWboP1CZNmiSNWnETodOEtBEQ253bUqmUZKiu62hvb8eBAwdw6tSpLFRJDn1B0zTtiiuuQElJCYDz0sKyLLk/E0NYtWPj8Th0XRfXtpMGAKZOnYqCggLZI1IepF8PblkWotEokskkNE2D3+/HyZMnc3bNMKG0tBT5+fmysZ22SV9QtUUikZDaR11aLNkxadIkGIYh1ZLanR7ogC5JBINB7N69e3ol+D0AAA4lSURBVMDXyKF/8Hq9tmETVXJkOqvjjKLl8XgQi8Xkdkma0tJS+P1+m9E7EMRiMWiaJmO6AMDu3btz4zXDBDEUooaH6y/UEWHgQgfHNM3z28WBLpcLl19+uSSMsFHUvn4mELovEolIA7q+vh5vv/02AoFATkUNMcQQiSBLf9UTcIE04jrRaFSqO0AhDQDMmzevx4X7SxpVwoibnj59Gtu3b0deXl7G18lhYDAMQ3ZEADtp1IbvDc7ZAK070GR5ebncJ0kTj8exYMECmKaZ0cV7gxgP0HUdsVhMsvbNN9+Ug0M5DB3EIJwaUVQgk49feDMA5yWO6KrPmTNHfvSSNJZlaVdccQVM04RhGBn16dMhkUjANE3Z1RM9qIMHD2Lbtm3I+ZsOHZLJJI8dO4bGxkYpYYQd0r0/o+uo43KapsHr9WLGjBkoKCgA4FBPNTU1uPHGGxGNRuXAjmma8gI+ny+jm8bjcYTDYSkmg8EgiouL8d3vfjej83MYGDRNw9atWy/0crpdJNSxlr7gDDApRpMrKythmqYGOEhjmib+6I/+CLquIxwOw+Px2IafQ6FQRg+ujiKLB21ra8ORI0ewfft26diVQ3aRSCRQW1srp23UINhAZupJjK8JiPBvM2fO7P2kd999V/pWiHj7A020pWlaj/P+9E//NOcGOkTo6OjgpEmTZJvB4b6ZqQuoM5g2ADY3N/feZh0dHTLqo7ixur4mk5s6HX9EbgKR6OKll17KESfLIMl9+/bZHOLE//1tP2dswMrKSpszXQ9rt6CgACtWrEA4HJYRKvsL4WIBQMaxVafcv/3tb/f7mjn0jc2bN8v/1bEWYWJk0pYiiLZqDN9www0XP4kkX3vttR7M6493u5qcXXUJVSXXD3/4w5y0yRJI8sMPP+ScOXN65GZQpUsmkkYNQyKiSrz44ot9h1SLx+NcuHDhRUVWpkWs+oMiJgsKClhWVsY9e/bk4rtlAdFolA888IAkhhpFVPX5RT9Uk/AznjVrFs+ePdt3G5Hko48+2oOdmSQOdSYsdzJdXZfzZ3/2ZwyFQoxGozniDBCxWIynTp1iRUVFr7aliDnj3J+uqJIGAJcuXZqZRujs7OTevXtlzDd1cXk2guqo5PvqV7+aW1g3CESjUX7961+3rRzpT9s421NkHkZ3e/fLjGhpaeHdd99Nn88nb5CN8F2CyWL9sWmafPTRR3OkGQBSqRT37dvXYyntYEgDRcrMnDmTtbW1mbcLSX788cfyImpff7CSRoz/CL1pWRbfeOONHHH6AZI8ffo0P/OZz9hU0GBJo8a5EVqgXw8WCoX45S9/WaqTbKgnoeqECBTEKS8v59NPP51TVRkgmUyytbWVf/mXfyk/QqFaBksaNZfCgDoqJHnq1CkahsHCwkLbAw1G0oiisho4n5z8W9/6FkUawUHU65hGMpnkI488IutRpFZGltSTx+PhjBkzBt4G4XCYa9assXXdsmHTqMtHJ0yYIKM5WZbFtWvXMhwO54iTBolEgs888ww9Ho8M3CikdjbUk9j+85//fOCx9qLRKPfu3cuioiI5BjAY0rhcLvmygD1dsGmaUn0tWrSIBw4cyIVb7wZJdnZ28qmnnrKl34FSd8iCpDFNkzU1NYMPzhiJRPizn/0sa11uNTKlmpktXc/qX/7lXxgIBLKST3q0giT379/PP//zP5d1KHqyAGTmX3UMbDCSZv369dkJ3NDc3MyampoeoboE64uLi7OivtAtfdTu35133sldu3aNSyM5FArxpZdekr2k/pIiXVGTgzkDUN9yyy1sa2vLTh2T5ObNm6V0QDdB/H6/lBDZiN2vGnWlpaVS7E6ePJl//dd/zY6OjnFBHqGO1q9fz9LSUgJgUVFRVkijDt45M+Dt27cvu3VLkmvXrrWJRCj6VEwhZEN9qfpa6FrTNFlVVcVvfvOb/OSTT8YkcUjy+PHjfPrpp3ndddfJOHpqaPrB1q34XxBGDOD+1V/9VfbrNBqN8tSpU1y0aFGPBxDsHSxpnOdpmsaCggL5YkINTp8+nT/+8Y/Z0dHBRCIx6qNPkmRzczNfeOEFrlq1ytb9hVLHgyWNOoUj/vf5fJw3bx4bGxttsfWyhmQyyT/84Q+yEYU6yVY+IrVr7/P5bC+ppusThnRJSQnXrl3L7du3MxKJMBQKjZpgyULNnj17lv/6r//Ka665RnYSVEnrdrsH3DtKV9Rwr263m6WlpXzhhReGVnKT5Pe//30CPbt92VJPqlgWKfPULrlQWeIeuq6zrKyMjz76KH//+99L22dIvpxBgCSDwSDr6+u5ceNG3nbbbaysrKTX67VJFTgaWNRFtg1hAPzHf/zHfhFmwAusSfJLX/oSfvnLX8ooWm632xYgsPu4fl3X7/cjGAzK32oEJ6179aYIvBSLxeT1LcuCYRiIRqMoLS3F/PnzsWzZMixbtgyzZ89GQUEBSMLj8cCyrGFbWJ5KpZhKpRAKhRAMBrFz507s3bsXu3fvRkNDA06fPm2rI+HMn0ql5Np64fkolseK4wciGJw5uW+66Sa8+OKLKC4uzjgn94ArLxAI0OPx4Morr0RDQ4Nc7+QMJzqQF3O5XDBNU5JCrNRMJBJwu922IEnCrdS5pkfXdbm02DAMLF68GNdddx2uuOIKLFy4EPPnz4fb7ZYurZqmIZVKif/7VS/Or5QkAoEATp48iYMHD+Ldd9/Fm2++iY8++ijtig6x1Ed9L/GBON9FRNwU9xkI1Haqq6vDrFmz+vXOg/riumdasXz5cjQ0NMDtdsvYe0IaiIdzuVxIJBK2yhgKFdrXu4uFfPn5+SgrK0NlZSUqKytRUVGBvLw8VFdXo6KiAiUlJT0iSAkCivVE7e3taGpqQmNjI86dO4fW1lYcOnQIoVAI7e3taG9vRzgctjV+pgvWBgOPxyODEPl8PklUIbni8TgqKirwox/9CJ/73Of6/ZEMGo2NjWxvb5fuDug2itPpZzETm43Jzt6K06bKxMYSKyXUkWmRUEINhStWVViWJY1TwzDkXwDSNhE2mbiv6vMylCWdh54YVxMZ4wDwF7/4xaUdsujq6uKZM2d42WWXSYNYPLDf77cNIF1q0ohn6C0UvCCE6hMtJlIv5m+b7p2GkyzpihjbEr+FUf3ee++NjPyUra2trKur47x583r4Ens8HhYVFckHv9SkET0RQQbLsmzSwlnU1RjiXFFEz0a8l9MPeijeMZPi9NWurq6my+Xi888/P7IGRcVo5syZMwmAU6dOlV+smG641KTJ9BqCDIIkva3GcF63N7IIwg7FOzuLUEeiCLW7efPmkUUYAZJsa2vj/fffLx9a2DvZGme4WOmLNE6pI8aBvF4v/X7/RVWKpmlySU5v6sj5e7gljqpCLcuSpsH//M//jEzCCJBkV1cXn3rqqR6OQiOFNL2dL6RKumMuJilEIzlVYH8XGg62qJPHPp+Pc+bM4eHDh9nZ2TlyCaOCJP/whz/wxhtvJADZ+xgJ6snZuOlUkJBEKlnUa4jznOdcSvWkPs8tt9zC+vr6ETcq3idI8pNPPuGXv/xlArDlXHRa9gBs0wTiywV6OhgNJfEuZVHfydn7cWa90TTNVp9CFRUXF/P73/8+SY6aebgeEDO4//Vf/8WamhrpVqFpF1weLMuyfe2iJ4I+JIlz/1goTnKInp7Y5vf7WVxcbJt0FMbvypUr+dFHH41s+6U/IMn6+no+/vjjnD59etqvS/x2DhA6jeixTBpRdF23DRI6VZ/qdTdr1iw+/fTTPHfu3NghjAqS3L17N1evXi1dLESlOEc0BYFUtTWWSXOxgUcAtnEl4LyUueeee7hnz56x74Qv3BlfffVVrlmzxuZgDuUrE79N05S+w2OZNIDdXwg4P2RRVFRkqx+Px8Nbb72Vb7/9NqPR6MgY4R0uiO75xo0buWrVKk6cONGmq9X0hxgHkkYtqh0DXJBCq1ev5quvvsqOjo6xL10uBuHFtn//fv7t3/6tjFiBbqKog29jmTRqwAUxUarrOqurq3njjTdy27Zt7OzsHJt2y0BBkrFYjK2trdyxYwfXrl0rjb1srHYYDcXtdsue4+WXX87HHnuMtbW1TCaTI4IsIzo1CkkmEgk0NDTg9ddfx65du7Br1y60traiq6vLFmBZ0zTpNSiSZAmnJTXUu4gjR0f4fq07lK3Tiay348U5oojfzvPFfvEMqn+Lx+OBpmkIh8MA7OFXb775ZqxYsQJXX301Jk6cKDLjjIj2GhEPkQlSqRSj0aj0hNu+fTvee+89HD9+HAB6kKO7kuVv1fNNbWyxXY25qxJEPU7dLq4jzhcQjmjqNdXrCFJ5PB4kEgn5e+7cuVi4cCE+97nP4fLLL8fs2bMFqUZcG424B8oEyWSSgiRnz57FRx99hF27dmH//v3Ytm2bTH8oGlXTNOkm6pQWru68Vr1JJifS7dc0TeaUEFLDKWHEb8uykEgkUFZWhiVLlmDVqlVYunQpJk2aBMuyEA6HkZ+fP6LbZUQ/XKYgyXg8js7OTjQ3N+PEiRNoa2vDmTNnUFtbi3PnzqG9vR0nT55EV1cXwuEwgsFgWnJYliVTMF4MaqYTkexV3W6aJnw+H0pKSlBdXY2pU6eivLwcixcvRkVFBaqrq1FaWioSyY6qdhhVD9tfkGQ4HJbZe8+ePYtDhw5JQp07dw5tbW3o6upCKBRCLBbDgQMHZOxjkbpG1RBerxeRSERKlIKCAlRVVUkSBAIBVFVVYc6cOZg7dy6mTp2KCRMmwO/3AwAikQi8Xu+orvdR/fCDQSqVolBdKilEYjRV0oj9wqYRKs2Z4ki1g7r/jtv6zSEHG/4fdM4A1I5tEN0AAAAASUVORK5CYII="},{"id":"8631cf85-e8aa-4684-ad11-cf6348cd8653","height":31.83,"width":27,"perimeter":158.9,"area":262.03,"image":"data:image/png;base64,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"},{"id":"0ddbe823-7bdf-4e7e-bf18-2eaa431cbcb6","height":30.76,"width":22.89,"perimeter":176.17,"area":299.04,"image":"data:image/png;base64,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"},{"id":"251c295f-6dcc-40a5-9c82-5c2a082ed732","height":31.29,"width":24.14,"perimeter":153.75,"area":272.73,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-07 09:20:39"} 
[2026-04-07 09:20:39] local.INFO: Number of letters detected {"data":{"noOfLetters":17},"timestamp":"2026-04-07 09:20:39"} 
[2026-04-07 09:20:39] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":2467.01,"perimeter_in_feet":205.58},"timestamp":"2026-04-07 09:20:39"} 
[2026-04-07 09:20:39] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[341.87,347.88,184.4,171.88,272.52,419.2,303.82,700.37,347.87,347.92,261.92,301.86,262.03,299.04,272.73,171.51,633.9],"actualFilledAreaSum":5640.719999999999},"timestamp":"2026-04-07 09:20:39"} 
[2026-04-07 09:20:39] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":39.17},"timestamp":"2026-04-07 09:20:39"} 
[2026-04-07 09:20:39] local.INFO: Average character height calculated {"data":{"avgCharHeight":31.011176470588232},"timestamp":"2026-04-07 09:20:39"} 
[2026-04-07 09:20:39] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":1139.0,"originalHeight":779.0,"ratio":1.4621309370988447},"timestamp":"2026-04-07 09:20:39"} 
[2026-04-07 09:20:39] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"203.67","otherDimensionOfSign":139.3},"timestamp":"2026-04-07 09:20:39"} 
[2026-04-07 09:20:41] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"19552\" height=\"13372.263388937663\" viewBox=\"0 0 1139 779\">
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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":712,"y":602,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.88,"bounding_box_area":880,"exact_perimeter":118.18,"approximate_perimeter":111.03,"convex_hull_perimeter":98.52,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.313,"perimeter_to_area_ratio":0.3397},"image_base64":"data:image/png;base64,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5wqDIaalzs5OtLe3Xz5OPIhGo2hpaQl8oAx+wfhNXD6fx/z8PDKZjFR9TP0Ui0Wk0+mKi1VGMOXbQsJFCYfDiEQi3nHeeikSiSAWi3knycyJ/oYSkXeuqqooFArs9G4w2WwWyWTSG+T1hEYEuq57vqxYuPhnHs/CmKYZeEOw3jlQLOls20YymUQ+n5eqh6mfXC6HdDoduMhlhVLu7AIXQy3t7e1obW29fJz/hPJdZRF4Ww9CMESERCKBZDK5rnqYtSkWiw1fkCKM4jiOt4yOxWLo7u5GW1ubd5ynhs7OTmzatAnA5Qif38SttpNdrmYhFBGfKZVKOHfuXEP/EFObpaUlFIvFYERWVeG6bl3xNF3Xkc/nvfCHGHNN0zAwMICurq7L9YoHoVAIbW1t3knCsqzXwvjJ5/O4cOECHMfhpXWTSafTJARTze+sx6WodsErigLTNEU+k1dJQDDd3d1oaWmB67qeWfJH+dZLMpnE7OxsU8THBFlaWsLMzAxyuVxVwdTjy1QTDHBRE9FoNPBeIA7T39/vrbn9kb5GSafT7MNsEEtLSzhz5owXuAMqV6314h9z13URCoUCoRbAJ5h4PK4MDQ2hp6fn4huq6pVGKRaLKBQKDdfDVLK4uIiZmZmAv+IXjEx4pNxIhMPhQJQXKEvR7OzsREdHh3dSs3aaiQiZTAaLi4sN18UEmZubw+zsLIDK/Nt6QyK1xBWLxTw9CAKCiUajXvCuWo7FeiEizM3NYXJysuG6mMukUik6f/48FhYWAASjtP7nayFWRf4VMVCHYMLhMFpaWqDrelNXSUSE+fl5nDhxgjchm0ixWMTS0hJWVlYAoMJvWU/GgRCMqqqB6L8goIZ4PI7BwUHYtg3XdWEYRl0WZq04jWVZmJycxNTUFG8TNJFcLodTp04BgBdVL89+lME0TbiuC9d1sXnzZmzfvj0QtAPKBNPR0aG0tbWhtbXVa0AzpqRCoQDbtnH27FnehGwi8/PzmJ6ebkpdYmUkZpRYLIbBwUGEw+GABaiYb/r7+zEyMlKx89kohmFgZmYGS0tLTavzemZlZYXefvttnDx5suG6hFVyHMeLFre3t2Pbtm0Vx1YIpq+vDyMjI55YZFI1ayGW54lEAlNTUyBO8m2Y8+fP4/XXX2/KyrPat0Xi8Tg2b95ccWyFYHp6ejA4ONhUwSiKgnw+j4WFBbz22mv8PaUmMDs7i4MHDyKXyzVcl9/vEUvrrq6uihUSUEUwnZ2dGBoa8oTSjC/SiyX6ysoKXn311aaY0esZIqK5uTmcOXOm6XW7rou2tjYMDw8HcnkFFYJpb29XhoaGEI/HPa+5WZRKJRw/fhxHjhzhjcgGuHDhAg4fPoxkMtm0sAdwebU7MjKC0dFRKFWWvFU/raurC62trVUTqtaLSDBPJBJ45513+BYgDTA5OYk333wT6XS6KS6DH0VR0Nvbi4GBgarvVxXMDTfcgDvuuAOpVKqur4j4txGqFdEQkZxz5MgRHDp0qIF/6/oll8vRG2+8gQMHDgCoz2Uoj5OVF7+VamlpwdjYGMbHx6vWVVUwvb29uPnmm9HR0dG0TUPbtmEYBlRVxRtvvIGXX34Z2WyWpyVJTpw4gUOHDnnxrGbce0fc/ElRFMRiMfT19dWcXaoKJh6PK+Pj41WXVevBv7llGAbm5+exd+9eTE5OIpfLsWjqxHVdOnDgAF5//XUvnaFZe31iH6mnpwejo6PQdb3qvkJNj2lgYABbtmxpuDEC0zThOI63NXD48GE8+eST3j4IszZvv/029u3bh9OnTwOA93XWRhFTUigUwtjYGLZv31772FpvdHd348Ybb0Q4HG64QUDwS/rRaBTZbBZ79+7Fiy++iHQ6zVZmDbLZLE1MTODf//6315f+HN5GEI5zZ2cnbrvttlUNRU3BbNq0CTt27EB/f39TGmXbtreuF/PvmTNn8Pjjj+PUqVO8zF6DkydPBqwL0JwYGQDPSg0PD2PHjh01pyNgFcGoqqqMj4/jlltuaUqjAHhfjBK4rov9+/fjqaeewrFjx5r2OdcaCwsL9Nxzz+Gtt94CgKYGVQWWZWHbtm0YHR1d9bhVoz5Ccc1A1/WKb9IREQqFAn7zm9/gpZdeQjKZZCtThuM4dOjQITz99NM4e/as97qYjqpFY2WxLAtdXV3YunUrent7G6ts3759dOuttxIAMk2TABAAMgyDAJBlWaSqKimKQoqieO+vVsSx/nP6+/vpkUceId6YvEwqlaJ//etfNDY2RrFYzOs/VVUrxmGtoigK6bpOACgSiQReB0Cf+cxn6MSJE2v2/Zpe08DAAG677TYcP34c2WwWkUgkkJhTKBQaDk8rioJEIoGnnnoKHR0dKBaLZJrmdX2fM9d16dixY3jooYdw/vx5ZLNZAJfvRSgc33oDd/5buYgleSgUQj6fx/DwMO644w7vi4wNkclk6C9/+Qvt3LnTU7SwNEKdjVoYcZ6iKHTrrbfS7373O7qepyciomeffZbuuuuugDVQVZV0XQ9YmHqLpmkVFknU/fnPf54OHz7cvP4+efIkPfDAA55QRINVVSXDMBoWjK7r3l9VVemGG26gn/70p7S8vHzdiYaI6NVXX6U777wzcDHqul51+pHpc1SZwoaHh+mXv/wlNTWAmkwm6U9/+hPdcsstBIB0XadQKNQ0CyP+CU3TvMfve9/76Ic//CG9884714VfQ0Tkui4988wzdPvttwcEous6mabpWQlc6sN6LU35hQnfRf+5z32Ojh071vz+PX78ON1///1eI6LRaMBUNur0WpblvS8sWWdnJ9199910+PBhSqVS16xoiIhOnDhB3/nOd6i3tzcwoC0tLVX7T9O0uvtbFOH04pKlGRgY2LiFxvLyMv35z3+m22+/PfAPiceNCiYej3uP/fM2ALrxxhvpe9/7Hk1PT5Nt29eMcC4lQtHjjz9OH/3oRykWi3liKO8D+PpuPT5Meens7KQHH3ywub5LOfl8nn70ox9RR0dH4MObNSXhkqURpldRFAqHwwSAwuEwffrTn6aJiQnK5/N0NUeGS6USEREdPHiQHnroIRocHPT6UfSFYRhkGAZpmkamaQYWBvD1ZT3Lar9FikajFAqFaGxsjF5++eWNn+7/97//0T333BOYW8vjM/5/rt44wVpFCAcA7d69m5555hnKZrNERFQsFq948dAlMpkMTUxM0Je+9CXq6+uraXHXUyzL8qZ2v/iERVIUhSzLot7eXvrJT37y3viGKysr9Pvf/57Gx8cJQGDlZJpmwFz6nbRmlVAoRLquUywWozvvvJMefvhhOnLkCM3Pz19xzrEQSSqVoueff56+9rWv0bZt2wJhiZaWloYFEwqFKl4TghEXsLDWpmnSV77yFTp9+vR711dnzpyh73//+9TW1lbVLAoT2Iy5FkBFlNNfr2ma1NfXR3fffTc9+eSTNDU1RZlMhhzHec+nrWQySYVCgYiIEokEPffcc/Td736XPvaxj9Ho6CiFw2HP6vod0EYF46+r1vJbXLy7d++ml156iVzXfW8vrsnJSbrvvvsC3np5EM7/jzRadF33/mlVVb25WDwXflQkEqGdO3fSgw8+SH/729/o9OnTlMvlyLZtccGT67rrcp5t2ybXdamcubk5mpqaohdeeIG+/e1v04c//GFqbW31+sC/AoRvAMV7zZqSarkIQkA33XQT7d27tyGxrDv8TkT02muv4cc//jGeffZZ7+f6MpmMt3Wg63rTk73L6wyFQoHtCdd1vVC4pmkgIgwODqKtrc1Lbu7r60NfXx82bdqE1tbWNfOWC4UClpeXMTc3h0QigYWFBSQSCe9mj4lEwrsxYa1bhwEXN/lUVUWpVFr1juvrmVn9v8sofizEcRwYhoFCoYCenh784Ac/wBe+8AVEIpH/n20XIqKJiQkv0ARcdqzgm0KwzitGlPIpKRQKVfWPxFUrLI5hGIH5XdO0Cosowu2rlXITb5qm5w8I36BWFNZv/fyfJa58UUcjFkZV1Yo4lr/fu7u7ac+ePTQ/P//eTkPVyGaz9PTTT9OuXbu8Bsbj8Yq5s9EinGp/h4rBCIfD3gDK1CkGSNSzWlltIMUx5UITflz5ANZqRyNTkv+CFReJoig0OjpKe/bsaVrgs+Ecv0gkohARFQoFEBH279/v3c/ObyYbQdM0OI7j/byL/5awmqYFvi6qXPoVMeDyPWc1TQv8zLLIkAcQuHP5aqiqGrhLtnit/Od9lEs3MfB/xUa0WyQ+iYRr8bhZidwCcc/e7du3495778U3vvENtLa2NmUaakpSqKIoSjqdJvGl+zfffBO2bQc61j9Y/gGyLKtCVOUd6E+n8A8YUHmbLSKqqK/8PinrGSRx35TVXltNeFT2u0MyGIYBx3Eq6heiEykPQvyKomBgYACf/exn8fWvf71pYmk6xWKR/vjHP9Lo6CgBF/dB/FOS8DHEsrJ8ddXoKuFaLpqmUTQa9eIq/tVP+bQ/PDxMjzzyCKVSqSsuNlWB2HHdvXu3J4pIJFLhX/hjESyY1UutvvOnLMRiMVJVlcbGxui3v/3tleHg1ovYJ7n33nsrnFT/Nr1w0Fgw9RXhWPtf8zu4n/zkJ+mvf/3r1bmzT0R09OhReuCBB6i9vd0TgmmagaVuM5aV10MROUhiBSYeA6CRkRH66le/SgcOHLjyp6DVKBQKtLi4SI899hh94hOfCHSAyNQDeEpaq9RKdYjH43TzzTfTH/7wB1pcXLy6xeKHiOjFF1+kL37xizQyMkKWZQVC/SyY+ophGF6ArqOjg7785S/TCy+8cO0IxQ8R0cLCAj322GNeqifAU1K9xR/J3b59O/3iF7+gRCJxbYrFDxHRzMwM/epXv/Ky94DK7Xj4Okssxcs38fzRXXF+uVMotgIaEWT5+eWlVjS72gZseRvEMdVSLjVNC/h7w8PD9K1vfYuOHz9+VSeQrQvXdem///0v/exnP6OtW7dWzNNCAP7EKeByxplw/rDKgPrD+hspGPgGWOwW+7P9xR6WP3YiirgI/GkPYg9MCHFgYIC++c1v0tGjR6lYLF5/YvFTKpVoZmaG9uzZQ1u2bPE60S+gaDTqBf2qbTyKzT//FV8t7WKjBeM/1v+8XCTluUL+i8JvRUdGRuiee+6hv//97zQ3N3ftTz8yiFTL//znP3T//fdTV1cXAaDW1tZA5/oHQ9f1wLcX4BsQf3BrowUjcnOEdfEH1YR4a9UtrJE/yLlr1y569NFH6d133/XyeN6bUVibK26P4VKCE44dO4aJiQns378f+/fvRyqVAhHBMAzYto1SqVSxmVhrQ1FpMN+k/PwqbQ489/8MjThX7PGYpultWIpNy1gshv7+fuzatQuf+tSn8IEPfADt7e1oaWm54sbnimuQH9u2KZ/P491338W+ffvw/PPP4+DBg0ilUgAublwql24aDVwcKDFAfhGV36Wp2YLxf29Z13XvBpDlm4WGYQTa8sEPfhDj4+O466678KEPfQjDw8Pi867YcbliG1ZOqVQi4GKqwMzMDA4dOoR//vOfeOWVV7yMN5FiUc5GWxixGy/qFX91XUcoFAIRIRQKYfPmzfjIRz6Cj3/849i5cyfa29u9tIcrWSR+ropGVsNxHCqVSlhaWsL09DQSiQSmp6dx8uRJnDt3zkulTKfT3i+WCTZiSjJNE7FYDG1tbejo6MDAwAC2bt2KoaEhbNmyBd3d3RgZGUFXV5cQyVXZ91dlo2vhdw4XFxdx6tQpzM7OYmpqysvDXV5eRi6X837pdnFxcc0bC4q8F13XEY/H0dPTg02bNiEWi8EwDLz//e9HZ2cn+vv70dfXh56eHnR1dXm5wleL9aiHa+YfWY1Tp05RoVBAqVSCqqowTdNLxi7/gfBqhEKhgJOq67qXYO44DgqFAnbs2HFd9CXDSPF/vRdEQVBEWK8AAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":112,"y":602,"width":165,"height":172},"scaled_width":29.5,"scaled_height":30.76,"actual_filled_area":419.2,"bounding_box_area":907,"exact_perimeter":251.9,"approximate_perimeter":229.91,"convex_hull_perimeter":119.56,"perimeter_pixels":1408.742207411233,"original_contour_points":410,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.04,"compactness":0.083,"perimeter_to_area_ratio":0.6009},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":657,"y":302,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.87,"bounding_box_area":880,"exact_perimeter":118.28,"approximate_perimeter":111.25,"convex_hull_perimeter":98.52,"perimeter_pixels":661.4873734152932,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3125,"perimeter_to_area_ratio":0.34},"image_base64":"data:image/png;base64,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","detection_approach":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","detection_approach":"prominent_color_detection"},{"index":12,"position":{"x":2,"y":299,"width":151,"height":178},"scaled_width":27,"scaled_height":31.83,"actual_filled_area":262.03,"bounding_box_area":859,"exact_perimeter":158.9,"approximate_perimeter":140.21,"convex_hull_perimeter":95.11,"perimeter_pixels":888.6072144624379,"original_contour_points":385,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.18,"compactness":0.1304,"perimeter_to_area_ratio":0.6064},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":15,"position":{"x":434,"y":2,"width":108,"height":172},"scaled_width":19.31,"scaled_height":30.76,"actual_filled_area":171.51,"bounding_box_area":593,"exact_perimeter":99.3,"approximate_perimeter":98.71,"convex_hull_perimeter":88,"perimeter_pixels":555.3137084989849,"original_contour_points":16,"approximation_points":6,"shape_analysis":{"aspect_ratio":1.59,"compactness":0.2186,"perimeter_to_area_ratio":0.579},"image_base64":"data:image/png;base64,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"},{"id":"9e4870a5-8064-4032-8e21-9576c20dd98b","height":30.76,"width":28.61,"perimeter":118.18,"area":347.88,"image":"data:image/png;base64,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"},{"id":"41050f44-9229-49a3-8618-6a2f563bbab3","height":30.76,"width":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"},{"id":"96266826-5bdb-4812-8062-e054cb433e29","height":30.76,"width":29.5,"perimeter":251.9,"area":419.2,"image":"data:image/png;base64,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"},{"id":"c53175ae-8406-4780-9812-c3f24a5ae9bc","height":30.76,"width":22.89,"perimeter":176.19,"area":303.82,"image":"data:image/png;base64,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"},{"id":"a473ed81-d88a-40c1-869b-706dff477170","height":30.76,"width":25.39,"perimeter":102.78,"area":700.37,"image":"data:image/png;base64,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"},{"id":"ebaf123a-b849-479d-8c81-08030337eb3a","height":30.76,"width":28.61,"perimeter":118.28,"area":347.87,"image":"data:image/png;base64,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"},{"id":"c7fcf6b1-96fd-4b36-9476-280bd2f7445d","height":30.76,"width":28.61,"perimeter":118.18,"area":347.92,"image":"data:image/png;base64,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"},{"id":"3793bb74-953a-48d2-bc24-f05b1e89e5ef","height":31.83,"width":27.18,"per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"},{"id":"d8afa0af-7468-46cc-9703-191c0e17003c","height":31.83,"width":24.5,"perimeter":180.24,"area":301.86,"image":"data:image/png;base64,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"},{"id":"8631cf85-e8aa-4684-ad11-cf6348cd8653","height":31.83,"width":27,"perimeter":158.9,"area":262.03,"image":"data:image/png;base64,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"},{"id":"0ddbe823-7bdf-4e7e-bf18-2eaa431cbcb6","height":30.76,"width":22.89,"perimeter":176.17,"area":299.04,"image":"data:image/png;base64,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"},{"id":"251c295f-6dcc-40a5-9c82-5c2a082ed732","height":31.29,"width":24.14,"perimeter":153.75,"area":272.73,"image":"data:image/png;base64,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09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"203.67","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1416,"no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":107.46,"width_of_line_2":204.3,"width_of_line_3":164.52,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":31.5,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":17,"perimeter_of_sign":205.58,"nested_area":91.4,"occupied_area":39.17,"avg_char_height":"Greater than 24 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B1CrP8ko8zvw3Hx8dwOBw4Pz9PyZozCYeHh3A4HEnlRpApyeRnAKioqMCLFy\\/Q1taW8D0ajSb7XFAsurq6MDw8TFP6SJKKfFq0EgiCgGg0iqWlpXzGPuIOfIfDQU0hJeB5\\/oofurm5GTabDVqtNqFKY9MuU4UnJWljYyNGRkbw\\/PlzhMNh6spIlqAAaDnE5uYm\\/u\\/\\/\\/g8XFxc5q\\/I3NzfF6elp6sBXeh1Z0yoWi6G0tBQWiwXPnz9P1VIV4UlJynEcZzKZ0N\\/fD+BqlIN53a2fRTYGp6enGB8fv7KjzSVsbm5ibGyMXgOlYUt5+l5TUxOGhoZorkUisKXsqcKTpw49e\\/YMNpuNGuDsk59MXT5BIBDA2tpaTsfyV1ZWaF8CuZ1\\/E+QkbW1txcDAwLWqHnicRrtPTtLi4mKuoaEBJSUl0Ov1krob1vV0GwjBw+Ew3TTkYo7pwcGBuLGxAbfbLTGdkgG5B9XV1WhpabnxtWyYNVV4cpICQHt7O7766iucn5\\/TXvkkosRGR276YlXa3t4eJiYmcnKszvj4OP7zn\\/9Aq9VCq9UiGo1Cp9NduV5sPT0hJXHKx2IxNDY2oq2t7daEZjbqlyqkBUmrq6vR2dmJiooKALjSjicZkKrS8fHxnNvlB4NBcXt7G5ubmwgGg9RRf9PumzWt2IbHFosFr1+\\/hiAIT97yOS1IWlVVBZvNRlULq\\/KVkpS8hxB8cXERdrs9pxz7ZPw6Gxrmef7WjRNrV\\/I8D41Gg+7ubthstpSuVynSgqSCIHCdnZ0wGo0ApFEPpfYOW60qCALC4TA2NzdzqhXP5uYmZmdnKemI31NpDRMQv\\/bl5eUwGo0pj8krRVqQFIhHNjo6OlBUVCRRT8nuTKPRKJ1RurS0hPHx8ZyQpj6fT5yfn8fMzAztZcDa6vIasuti7bFYDF1dXaSRx5OreiCNSKrT6dDX14f29nZJLD8ZkMgKIerCwgJ+\\/vnnJ5\\/o9hg4OTnBxMQEPB7PlWRmJRKRkLeoqAhffPFFwrS8p0LakLS4uJgbHBxEX1\\/flXbXSkG6p5D3kkEQudDlZGtrCxMTEwDiWoVkiJHY+m3Xk+z4id+aLbZ7aqQNSYG4Y99oNEKtVtMNkFKHvlqtpqFVlqx7e3tYXV1N9dKfFNFoVNzY2KABDLaXK7kuwM2RO0Jko9GI5ubmtFH1QJqRNBgMwmg0wmg00gsqz4W87ottGkFuTCQSgcfjwfj4OGKxWNbapdvb23j37h0uLi4AxE2nUCgElUoFv99PNZM83KxSqSTN4oqKilBXV4eurq5HP4ebkFYkNRgMnNlshtFopE9\\/MBhU3HUPiEsRIk1FUcTR0REcDkdWS1O32435+XlcXl4C+NwZJlFZjrykmditpK7+xYsXj7Di5JBWJAUAs9mM4eFh6HQ6qvKVRDSI5GXbQwJx3+H09DSmp6dTtOKnRTAYFF0uF2ZmZgAkzgmNxWI0eicPkxItxfM8jEYj3rx5k1aqHkhDkhYUFGBkZARtbW10t86Otr4ObKdpQKrKNjY2sLCwkJUq\\/\\/j4GBMTEzg+PgYAiS0v9zHL4+xsQo9KpYLZbEZjY+PjLV4h0o6kHMdxnZ2d6OzspGE6JZDXkrPS4uzsDOvr6\\/RGZhNmZ2fx7t07GoMnmkStVl\\/RKsDn60QSzYkkJc3k0tGlnHYkBeJhUrPZTCMmSmtoWE9ALBajrphIJILV1VXMzc2lctmPjt3dXXFmZgZut5van2ynF3n3bfY6sgOL9Xo9bDYbBgYGoFKp0krVA2lKUoPBAJvNBrPZTFWSEhB1xg7FIjfG6XTi3bt3OD4+Tj9RcUd4vV44HA74\\/f4rAQvyOyGjXCOxkaba2lp89dVX19YxPTXSkqRarZbr7e2F1WpNutCL2FdEqhIJ4\\/F4MD8\\/n1VFent7e3C5XJSkxL\\/MJugQu1xujxKCarVaqrkMBkPaSVEgTUkKAA0NDXjx4kXCzm\\/EUU+kgdxFxcb+WbvW4\\/FkTfTp5OREdDgcGB8fh1arpWaNfJIye\\/6sl4Q8vOFwGFarFa9fv378k1CItCWpVqvlGhoa0NHRAUBqa8lnPympVlSpVFhfX8fk5GRWDM\\/d2NjAu3fvEAgEFCcdJzKbysvL0dDQkPI6pfsgbUkKAJ2dnXj58iWtyZdfSDaSchs4jqMjYnZ2dlK15EfD1tYWxsfHASSfKcb+bDQa0dvbK2nnmG5Ia5K2tLRgaGgIBQUFdBPE7lCTefrJbtdut2NiYgKBQCBjpakoiuLGxga8Xi8AKGoHzl4rnucRDoeh1+vR3d0Nq9WasrU+BNKapFqtlnv27Blqa2spydgCvWQLwFQqFfb29jA9PZ3yoa2pBKnhInMJlECesCOKIiorK9Hb20sniaQr0pqkQHxiya\\/q6Io9StSc0taRkUgE5+fncLvdGbvLv7i4ECcmJjA6OkqTR5TYpGxEjuRFNDc34\\/nz52kXBpUj7UlaWVmJ169fo6amRpK8y\\/pClYDch3A4jPX1dbx\\/\\/x7hcDjjVL7X68Xbt29pJaxKpVIU7JBfJ4PBgJ6eHlgslpSs8yGR9iStq6vjent7UVdXh8LCQvr3RAMKbgIbLt3a2sLbt29T3sMoFdjZ2cH09DTNeGIl420gG1C1Wo3q6mpYLBY6uyCdkfYkBQCTyYSvv\\/4aXq+XNnYNh8PUPiUJu+yXHJFIhPpaV1ZWMrJ9uSiKotPpxPz8vKTwUIl9Le\\/r2tXVhd\\/97ndpr+qBDCGpwWBARUUFiouLJeG\\/u9TkE2xsbGTcuMfDw0M4nU74\\/X6J9lAiSQlJSRVpXV2dZNRNOiMjSFpcXMyZTCaYzeYH+8y1tTXY7faM6rG\\/vLyMjx8\\/4vz8XBKPT6ZkWa1Wo6KiAlarFeXl5Sld70MhI0gKAP39\\/RgcHAQgHfOYTIsXkrGuUqmwu7uLjx8\\/wu12p2S9D41wOEyTm9l0PKUT6VjXk8ViwZdffnljI7J0QsaQtKmpCV1dXbQuP9mWg+wOWBAEBAIBTE1NZUz6XjAYxMrKCg4ODq78T2lDN0Lo\\/v7+jNjVE2QMSXme51pbWyXpZPJGZTchEaHJzM1MyNjf2toi1QVUe0SjUcUeCtKLoLy8HCaTKaMGBmfOShEPkw4MDECj0VwpfbgN8rg1z\\/O4vLyEw+HA0dFRKpd9b1xcXIiTk5OYnp6WpOIlA+IBsVqtsFgsGbGrJ8goktbU1MBsNqO4uBgajSZhCtpNEAQBOp2OVpSen59jenoa8\\/PzaS1Ng8Eg7HY7lpeXAUg74cnLkq8Dz\\/M0mbyzszOl631oZBRJq6qquBcvXqC7u1uSZ5pI5cl7HalUKupb5XmehhMPDg7w008\\/pXxm+30wOzuLH374AXq9nvYDJf5hEipmm5PJ65dIwnNTUxNGRkZQWlr61KeUFDKKpEB8A9XW1oZgMEgvvk6nU\\/x+0jSC2GherxcLCwtp69gPBALi7u4udnd36eRAeZY9SXgmP5NzAz6HTTmOQ3NzM7q7u9OyjukmZBxJa2trMTAwQOeSAsrConKTgPzu9\\/tht9vTtpfp5uYmPn36hL29vWvPU96ZhO2kR\\/6u0+nQ09OT9hlPiZBxJNXr9dzQ0BAGBwep2lYy8Y2VLCR+TWy5nZ0dTExMpGVm1NLSEt6+fYtAICCp2SKQT2mRD8Ug9rfRaMTr16\\/TsmT5NmQcSYF4xv4XX3wBIF6OqwTsKG15yh8Zq5NurXgikYjITlIhdicp1ZZnPyWqYQLihO3u7sYXX3yR1hn41yEjSVpcXAyTyQSDwZBUJhPxBhCJQ0KLoVAI8\\/PzGBsbS6uJJcfHx1hdXaUdXOR+YdaLJG+XyXbJLisrQ1NTU8ZtmAgykqRqtZprampCf38\\/gsGgonxKdkecqOT38PAQ4+PjtDNdOsDpdGJ6elrycBGwlQls\\/ycCotY1Gg3dMKV6lE2qkJEkBeIlz69evQKgrNaJNO1iO8mx743FYmmVsX96eio6nU4sLCzQLCee5yVN3OQTleVtxYF4XX1dXR1GRkYyUtUDGUzS6upqWK1WmM1mqvLZTJ\\/r7DPyOkLOUChEf97e3sYPP\\/yQFrv8\\/f19jI6OYn9\\/n643EAjQyBFr5oTDYToA2GAwAPjcvcVgMODrr79+8vmg90HGkrS4uJhraWlBR0eHpBVPorp8JfH9UCiE\\/f19OByOhEkcjw2Px4PFxUXFu3EibVnyRqNRNDQ0wGazZZxvlEXGkhSIq\\/yOjo5r4\\/fJ5FsCcek1MTGBxcXFB11nsohGo6LL5YLL5ZKo+NsgCAJ1xxFJ2tHRkdFSFMhwklZUVMBsNqO0tBSiKFK\\/KYtkSn5jsRjW1tbICO4nU\\/kejwfT09M4OTmRtFq\\/CSqVir6ObAbr6+sxMjIiqQ3LRGQ0SQ0GAzc4OIihoaGEaXvJ8IyQ++TkBCsrK0+6y3c4HPj06RP8fr+iQAUg3e0LgoBYLIaOjg68efMGxcXFGavqgQwnKQC0trbCZrNRuzSRK0aJuiS23OXlJebn558sGVoURdFut8PpdEr62St4H4C4y4mcC8lzyHRkPEmLiorQ0dGB6upqSdVksjmX5CYHAgHMzc1hdHQUkUjk0VX+ysoKZmdn4fP5ACChCZMI7NjFUCiE8vJydHZ2JpV8k67IeJLyPM81NDSgtrYWBQUF9O+s9FRq0xH7j8xEemzndygUEqemprC0tEQ3gxqNRpHKJyQlUtRkMqGnpwc6nS6jVT2QBSQFgO7ubnz77bfw+Xw0sSIcDksk0G11+WznY61Wi62tLaysrDzaOQBxN5jdbsfo6ChdI2kCIcd158NxHPR6PaxWK3p6eh5l3alGVpDUYDDAYrHAaDQmjLooDZsSnJ+fw+PxwOl0Pmornu3t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\"},{\"id\":\"ebaf123a-b849-479d-8c81-08030337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cPGQSptS8gk0BEFIlEEAqFYBgGZFm2vS5Jqf1c0WgUkiRBlmX4\\/X5cuXIFXbp0Yefyfvs6oLb2BWQSzpw5g2effRbffPMNdF1HPB7nryXTjxN6kiQJoVAI165dg6qqMAwDDz\\/8MF5++WXXr91DO4Ou6\\/T6668TAAJAqqryx+ksWZZJURT+OC8vj6qqqqhlv52HNoczZ87QoEGDSJIkkmWZAJAkSQ0uOCRICESuqir985\\/\\/pHg87hFlHZAbf0v7RyQSoc8\\/\\/xznz58HEUGWZSiKkvZ5ZVmGZVkAAL\\/fDyKCYRjYuHEjDMNI+\\/we2ikikQiNGzfOxtE0TUubQ4rcMSsrix\\/j9\\/tp3759FIvFPC7poTbOnj3LRXQwGCQApCiKKyKbLXYM002fffZZIiKPIJPQ4UW2ruu0atUqANUiNpFIAABM03T1c5JVgVWrVuHYsWMwTdMjSg\\/XUVpaSsOGDaNOnTpxbub3+10xath7GLdl3FFRFFIUhX73u99RRUWFR5AeqhGPx2n16tUEgAKBANf5\\/H5\\/o8SYCkGy84quJEmSqE+fPnTy5EmPIAV0aJGtaRo2bdoERVEQi8WQnZ0NSZIQj8ehqunHDIgIkiRxS5uIkJWVBaDa6i4qKkJxcTGi0ahHlB0dRET79u2j7t2726xh9tjn87niGEcSx0xes2bNorKyMo8ga9BhOaRpmlizZg2uXr3K480MonHTnCAi7Ny5E5FIpNk\\/y0OGg4ho2LBh3MhIjqjAZe6IejgkAFq0aBElEgmPS3ZUWJZFJ06cIE3TSJblWgaKpmktQpCoMaBGjhxJly5d8ggSHVRk67qOBQsWwDRNHtIDrmfwmKaZcqpZU6GqKvbv349NmzbBc5R3UBQVFVGfPn1IlmVuvMiyTKqq2kS32yuZQzLVQJIkmjBhAnlO8g4IIqJFixbVsqqTretUQ4NOVn0EmZ2dTcFgkLZu3UqWZXVoouxwIru0tBQbN260PSf6ChncyPZpDIZhICcnB5WVlYhGo2AhTA8dBLqu09dff035+fmkqmqjkReWWJsccREfs6wg9n6nuZSSJPHzs4SO3NzcDp9w0aE4pKqq2LRpE+LxeEr5iCwxgvkrGUft0aMHbrjhBs5NTdPknNYJh2XGUzQaBQDEYjGsX7++Qxs3HYogo9Eoli9f7pgYLcvihMUIUXSijxs3DmPGjEFd9OPUStc0jT\\/WdR3vvPMOqqqqHB3roQ2DiGjTpk3cmq4r3xF1GCLMJ8mOYWUInTt3pmXLltHHH3\\/MRbh4Hqf5lMyw8fv9pCgKZWdn0+bNmzu86G73ICKaM2cOJwSfz+eIIBnBMIJjRVvjx4+ny5cvU1FREUmSxFPWRD2zMYIULXxN07hO+dRTT3V4a7vd4+DBg9SlSxcb4TghyGS\\/JCOk+fPnExFRLBajUaNGNYkgRR+oeMzgwYPp22+\\/7ZB+yQ6hQ1qWRWvXrsWVK1d40kSym6eBY22JF0w3vO+++wBUGy9PPvkkf57pnE50SKbLitJZkiScOnUKS5YscXR9HtogLMuiKVOmcI7k8\\/kc6ZBivBkCd5RlmSoqKoiISNd1Ki0tpezsbJsLpy6VoK7P8\\/l8dUaJbrnllg7JIds9iIj7HpP9iU58hWLZATtuwIABZFkWGYZBRERVVVV05513cmJkf50QJJIIXXxt586dHc646RAi+7333kNlZSVUVeU+RL\\/f3+hxRGQTp0zMDx48mLuAACAUCmHMmDGIRqM8lzK5L1BTsHbt2g7nAmr3BBmPx7FixQqYpgkiSrk0QSw\\/AIBgMIhx48bx15keOGXKFKiqCr\\/fn3K2ECP8ZGa4fPlynD59OqXrbeto1wRpmibt3LkTly5dgqIoto5mYiOphsCiNIxYunbtijFjxgC43pnCNE0MHz4cY8aM4YTo1GiqD5Ik4fTp09i6dWuHity0a4K0LAtvvPEGfwxUh+t8Pl+TzzlkyBAMGTKEEyg7V2FhIR5++GFO6KmK7Lo4JACsXLkSV69ebfL1esggXLx4kVu7Yma4mDTh1PBgx\\/\\/xj38kIiLDMEjXdRJx8ODBBv2cDZ0fsPsumZHj9\\/tp6dKlZBhGh+CS7ZZDxuNxWrduHTcwiAjBYBBANZd0kvwgcjlFUeD3+3HnnXcCuO5n1HWdv+eGG27AzTffDKDpIpuVzrLH8XgcCxYs6DDGTbslyEgkgvfeew9+vx+WZdUSiU4IUjRMZFmGz+fDgAED+P+qqtoIMjs7G6NGjeK11+lAkiQQEbKzs7F582ZUVlamfU4PrQQiolWrVtXy6zW06hKngUDAJuIfeeQRLp6ZD5KIyDRN\\/vj777\\/nXTDqK4dwWtXI3ufz+eiFF17oED7JdsshFy5cmPY5YrEYAHBX0cSJE\\/lrUlJHCub+ycvLw+23327zdbIe40wFcJr+xhpeJRIJbN26FZcvX077O3loBVy8eJFCoVDaHJK9xlLQioqKyDRNzhGZUWMYBsXjcSIisiyLXnrpJfL5fLbuF2JmudNrEpemabRs2bJ2nwXU7jgkEdHq1at5FnY60DQNiqJA13X069cPvXv3hmVZnDOKxoeYVDFp0iT07t3bxgkNw+A6rKqqKemwmqZB13V88sknLVae68ElEBENHz6cx57d0CEB0K9\\/\\/WsbR2S6o2maNn3SMAyKRqM0e\\/ZsrgeGQiGb3phKIwLxvb169aJDhw6Rruvtlku2Ow559uxZHDx4sE4nc6pgTu6CggI88MAD3KJmERqmR4rcLpFIIBAI4N577wVQzRlFS1xRlJSujemviqLg8uXLePPNN13pzOahBRCPx+nvf\\/87d0y7pUOOHz+eLl68aOOElmXZuGMikSAiomg0SkREJ06coHA4XK\\/Tu7HrEY9hjxVFocLCQjp+\\/LjHIdsCKisrsXDhQvh8vrRjyYDd9xgOh3kfSeC6lc0sZ5b4y4q2BgwYgFtvvRUFBQX8\\/cxBb1mWIy6naRrvKSnLMkzTRHFxMfbs2YP2bty0eZimSQsWLOA+Q9TB9ZDEfViSLvvf7\\/dzXU\\/sqLtr1y6bv1H0OybDsiy+duzYwUOJLIGXfQ5QuzCsrsXey1YgEKARI0a0e2u7zUPXdbrrrrs4QTot4hKLt9gxEIi5b9++dObMGS6SRXdPYwR55coVysnJ4fUzyW6gxghSvLlYm2kA1KNHD9q3bx9FIpF2R5TtRmRfvXoVe\\/bs4aJQNCQaApuMwNLImMFBNaHGyZMno1evXjYXjlOjpKCgAFOmTEEwGEQikUAikeAi3cn1JdfyUE2cu7i4GMuWLbPVdHvIIBARLViwgBsy9ZUooA4uJHJFCMYQc2SvW7fO5upJRWQTEW3ZsoU6d+7Mzx8MBmuV1jYksiVJsrl+srKyCAANGTKEzp8\\/3+44ZLtAcXExDR8+nPsNxXSzxggyeTICE5OKolCvXr2otLSUi2hmWScTaEMEWV5eThMmTOBNBtj5nUSS2PMiQebm5nJi\\/tvf\\/ubpkpkGIqLNmzfbOA5qCM0JQYo6o7jxsizTnDlziIiosrKSEyEjNCcEyfTO999\\/n+uBjMNlZWU1SpCiQcM6Zoh66NChQ9vdeLo2r0MmEgmsW7eOO6tZ6pfTBAamD4plCpIkoUuXLpgxYwYA2DLMpaT664bAruEnP\\/kJOnfujHg8znsEOclvFKeJUU0pBXMv+Xw+HDt2rN2VOLR5gjx69Cg2b97MM2tS6WrGiAOoTqhlx2ZnZ6Nnz564++67AVT7A2OxGH+v088IBAIAqqsSf\\/SjH0GSJFRUVDiqeGSfoygKNE2DaZq2yRDM6Fq8eLHj+iAPzQzDMOgf\\/\\/gHF7FIcuWgDjEoLqbPiY0AmNieP39+LX2wKWD654YNGwgA5eXlcRGcSiSJXZ+4ZFmmUChEP\\/zwg8chMwXbtm0DUC1KGedJpU0KcF00EhF0XUf37t05d0wXjKuNGzcOXbt2RWVlJc9idwORSASrV69uV2K7TYKouqiKcRxZlnnHCKdL5EyitT1r1iyqqqpKm0OyHEmGp59+2sad0+WQ7Jrvvvtuqqys9AiyNWGaJv3mN7\\/hvj3UIYobW8mRENZj5\\/333yei2i6cpsIwDCorK6Ovv\\/6ahxBZaDIdghTT5JYsWUJEHpdsNZw9e5Z69+5diyAVRXGcb1hXVnhBQQGdO3eOu3jSJUixKVU0GqVp06ZRKBTiN0A6BAmBs0+cONEjyNaCruu8c60Y9QBSn8LF4szs\\/8mTJxNRdTpZugQpxr8ZXn755VrGVzoEyWZvK4pC586da\\/ME2SaNmosXL2Lp0qWQJIm7YMRm9KmAhPLYbt264bHHHgPgzlgQ5o4RXTbjx49Hbm5u2ucGwN1BiqLANE0sWLDAS0trDezdu5fy8vK4qBbTxlJZyYmyo0ePpng8TpFIxMYd0xHZLMpDRDyh9\\/HHH+d9Id0walDDKXv37k1nz571CLIloes6zZ8\\/v14R1tCqLys8EAiQoij09ttvc8IhcseoYaJfJNCajG+uKrBwovick8X8p+yvqqr03nvvEVHb1SXbnMhWVRVr1651pa6E+S0TiQQkScKIESN465VUIj71wTRNaJrGVQvDMBAKhRAOh3HTTTdxMc6y0AOBgC002BhYChs7xjRN7Nq1y+ty0VLQdZ2++eYbztXS5ZCapnGxN2bMGIrH47wmJh6Pp80hxQSMZJ\\/k73\\/\\/e\\/492PWJ3gKnxpnIXYHqysSvvvqqzXLJNsUhVVXFW2+9BSC1mHV90HWdc8mnnnoKPp+PGwpudMBlhpGu65zjMW44Y8YMhMNhWJbFX2O15LIsO04wloQ6bUmS8MMPP2Dt2rVpX7sHBzh79ix17do1pQRcNMAhUaN3hcNhKi8v59wrFouRaZquOcZ1XefnqKqqItM0qaKigmbOnMl1QPadxFIFJ0s0bJj+OXjwYKqqqvI4ZHOCiGjTpk0oLS3lNdHpgumK99xzD3JycrgLyGk2TmNgXE5VVcTjcViWhWAwCEmSEAwG8dOf\\/hRAtXuIcUld11NqPc0ygoBqjizLMo4ePYrPPvsMbbGnZJshyMrKSqxcuZLXkbjhJ1QUBXl5eXj88ceh63otv6abICLee5ypBOPHj0e\\/fv0AgBtTTUm6IKEOiB3\\/9ttv49q1a+59AQ\\/XYZom7dmzhwoLCxuclIUmiOwhQ4bYDJB4PG4rWXAj\\/UwcIUJk903+4he\\/4MZMcjmFk+8jjqdjIpuVOXz55Zd0+fLlNsUl2wSHlGUZH330Ea5evZqSuGZcjnXOVVWVi2XWcPTnP\\/85z+Rm71FVlX8OW00FE70sI51qOvkyTjZv3jwkEglbU36\\/328biVzf54sc0bIszuUrKiogSRIWLVrkSvPUlkSbIEjWH9EwDPh8Pr5ZjUHcLBFsXk2nTp0watQo+P1+mygF3BfZ9WHgwIG48cYb+TUyse3G52\\/btq3N9ZTMeIIkIvrss89w+PBhANcJJRUuyfRCdoymaTAMA5MmTcLo0aP5e90wlFKBaZoIh8OYNGkSv8lY2z5ywY147NgxL3nXbRARTZw4sVbbk1TLXNlEA\\/G5bdu2ERHV6kpRX0VhU5EcF2dt\\/GKxGBER7dixg8LhcK1QoBvZQCNHjiSPIF3ElStX+CYl97lJhSAVRbHFibt06UJE17uVsfh1PB5vsBGAmwTJjB1d12nWrFn8OtlygyB9Ph8dPXq0zYwVyWiRTUS0YcMGANW+OsMweFfbFM7B\\/7LHiqLw\\/o1iRIT1emyq+yVVML1VVVVMnz4dQHUMO9XRdA0hkUjgjTfecMVN1uFx8eJFmjJlSq0YL4vzNsYhmVskObu6W7dutH79eopEInVyM\\/Fvc3JIouqokGVZVFRURLfeequNi7tR4gBUZ8Hv3buXiDJfdGcshzRNk06fPo1du3YhGo0iJycHgPMmUgwkRD1YX8aCggJMmjSJc6GSkhLb+4GWMXCopnmUJEno3bs3Jk6cCNM0kZ2d7dr5FUVBSUkJVqxYwePoHpoA0zTpwQcf5FWF4hQDp3XX4gqFQvzxq6++aotXtzaYUbVv3z6b7ivqkal8V\\/EcqNG\\/R4wYQUVFRR6HbCpKS0tx8OBBlJWVAQCfxgU479PNOKMkSYhEIggEAujatStGjhzpWrw6HSTrqbfccguGDRsGVVVdyWZiOnc8HsepU6ewd+\\/ejI9vZyRBmqZJGzduxNmzZwHYW56kIkpJMGjY3wkTJmDEiBEuX3HTIPpFI5EIfD4fZs6c6QoxMrCbsqysDKtWrfKMm6aAiGj06NHc\\/SG2Vwacj2YDrqdkMZG9dOlSIqr2N2aCyGbiOhKJUGVlJR05coTy8vLI7\\/enLbJZEjJq3EnhcJguXLiQ0Rwy45BIJFihUr0bwQi1rtfqei9wfV7MhQsXOAFkEkEahsFzMn\\/5y1+SpmlpE6S4WGb6X\\/\\/6VyLKfGs7Y0BE9Nxzz5Esy7Ua2Cdn+sDhZrDjHnroIVt\\/x0wgSKJq57wYHWL9Lt0gSLF+W9M06t+\\/v9d2JRVcunSJBg4cSNnZ2bxBJ+sUxhrFI8VN0TSNunTpQuvXryei6z7GTCHIWCzGCTISiVBxcTH16dMnbYJMvqFZpOvDDz8k0zQ9omwMsViMli5dyjcCNTqgSIQspu10k1jP8NGjR\\/NNZ\\/mIrU2QbAwdQ2lpKRFVi\\/G5c+e65vbx+XycOPPy8mjq1KkUjUY9gmwMRNUJq8D12pJ0EnDZhkiSRK+88gonPpbU4FbNTFPBbhDLsigSiXB9sqysjI4ePVrrhhR9k439FhBUFfF4WZYpNzeXNm3alJEzEzPK7fPf\\/\\/4Xhw4dgizLrnSFNQwDeXl5yMrKwl133cUnubrZnzEdsL6UkiTxikcAyM3NxQ033IA77riDJ+8C4GUQTvMlk5OZZVmGLMsoLy\\/H5s2bM3JmYsYQJBHRJ598giNHjrjqK0skEpg4cSJuu+02KIrCCb2lcx\\/rgvg92awcqjGAs7Ky8MgjjwCo+1qdJvCy7HcAPFQJAOvWrfMaCjQEIqJbbrnFpvelK7KZ3rRu3TpbepkoKltTZCeDtexjKXDHjx+nfv361fpNAOc9MMVkDTGtTVGUNt92pdlAVN0NF4LR4gZBAtWZPbFYjOtnYi5iJhBkXYaVmHEk6tTsO6bSclAkYEbELHtq1KhRGTeeLiNENhHh448\\/BgCe\\/eKWjjd79mz4\\/X5etsD0r1SzhpoTlMSkJGGM3MSJE206L9Vk8KRybkVRoKoqF\\/NMd92\\/fz+bLZ5RRNnq+Pbbb2nQoEG1OGG6HDInJ4cOHjxoE9HMwnajIambMAyDO+t1XadYLEa6rtOpU6do\\/PjxNss61aasLEqT3NxVURSaN29eRnW5aHUOSUR06NAhHDt2zFZN6MZgyS5dunBjhs2ZYUp9JliYohQgoZGAqqrw+XxQFAX9+\\/fH7bffDsDeK8iJUca6YbD3sqpKqWZ2NwAsXrwY586dc\\/V7tWkQEU2ePLlJzl\\/xThf\\/skSK5557jsrKyojIHjNuK2DX+v3333O9j3F\\/N3RsxjFfeOEFIsoMsd2qHNKyLPryyy9x+vRpzh1TKXNNrrumGr0rEomgf\\/\\/+mD59eq32yey84lSsTAVzBXXt2hWDBg3iuiXgfBZPQ2C65Keffupqyls6aFWClCQJixcvxqlTp\\/j\\/qeY9sm4U7BhG0Pfffz9GjhwJADZ\\/m1iQ3xZgmiaCwSCmT5\\/OxbhbzIwVtO3ZsweHDh1CIpFodS7ZqrtSXl6OLVu2cEsweYB6KmBWJLvr2eBMwzAgSRLXSRknyAQdsjGwKkgAmDVrFrp168Zfc9Jh1wkURYGu61i4cKFt2GeHg2EY9MUXX3Ddpq6aa6SgR4ZCIa5D9u\\/fn8rLy3nNswjWyTYTLOvGIFYnEhHNnj2b68qsxihdPy3LoCooKGC9z1sVrcYhDcPAmjVrAFT3+k6+O52IVKZjAdetVACYPHkycnJybKUP7D2Ms2SKztQQkuvDf\\/aznyEUCkGSJNf8qOx3LikpaXejjlPCoUOHaODAgXWGtwBnZQpi+Iw9LiwspB07dvARHIlEgnRdr9WRoi1wSCJ71Ka4uJimTJnimp82eerZhAkT6PTp061KkK3CISsrK2nnzp04fvy4rRmUqqq2zJbGIBoozIfXvXt3jB071qY7Mr8e4wZO\\/XitDZatE41GIUkSwuEw7rnnHgDu6JCqqnJO6\\/P5sG3bNuzevRsdLnmXiGjkyJEpd2ZIXiIXzcnJIQD04osv8vmCTrhPJi9xXg5RdanDsWPHuERwK6NcjAKNGjWqVUscWpxDxmIx2rFjB06ePJn2uVjdsSzLiMVi6NWrF8aPH4\\/s7GycP3+e5z\\/WtzIdjKPH43Houo5AIIB+\\/fphxIgRrvohLcvinUGKi4ttnTxaGi3u+\\/D7\\/fj3v\\/+NsrKytH2BzFHMCCwQCKC8vBwAUFhYiPPnzzd6fCaD3XDsb25uLioqKtC1a1dXfJGio53h+++\\/xwcffIBEIkE+ny+zfyA3kEgkKCcnp0mz\\/pKXWPjFwoVO8wTbypJlmQ+JEp8PBoOuiexkQ7J79+5EblB8E9CiHJKIaN26daioqHCllQlLJbMsC5FIBEB1P3EWFmzMtdNKv7lj+Hw+xONxxGIx+Hw+ZGVloby8HLIsIxqNpp1ZL5ZQANWj7aqqqnDhwgXs27cPhmGQqqrtl0sSEU2fPp27GtLlkEgybBRFqeVgbw8rGAzaDA\\/GMd3obCFySVmWSVVV8vv9NGPGjFYpAmtRDnngwAHs2rXL5m5IF8y9w2K8rGYmFArxUW31IdN1SOb413WdGzEs5OkGd2eTIdhnJRIJHjxYt24dtm\\/fDiIiKdN\\/qKYgHo\\/Tiy++yJ3gbuiQgD01nzl6m9JMIJMX+81Epzari3Gj1Yqoo4q9kB577DEqKytrcS7ZIjh\\/\\/jzdddddXEwkRw3S\\/VG9lf5K3o9OnTpRaWlpixJki\\/ghq6qqaNeuXTwrnM2a8ZDZiEQi+PDDD9tffJuI6OGHH+Z3YnZ2dp13JFqYI3irYQ4JgO64445WcwE1GyKRCHXu3JmA6\\/4zeASZcauu\\/QiFQnT8+PEWa07V7CKbiGjZsmW4du0at+o6dCJoG4Isy0gkEli0aFGbybBvFIZh0B133GEb7eEZNZm56toTWZapX79+dPz48RYR3c1K9pZl0YYNG1gxOn9eUZSM9wF6AB82xeLbbR5ERI8++qjNiEEjOou3ModDAtebEgwdOpTi8Xizc8hmRVVVFc8KT16iCHeysrKy+F\\/m+K5LxHQkAk8eBiDWawPuhGaB6yHZ1atXU0VFRbMSZbOFDg3DoAULFuDSpUsAUKu2pbGwHoOiKPD7\\/aiqqgIAVFVV8aSCxsR+u1HE60EsFuOD6NlYY1mWeSVhuggGg4hGozBNE6ZpYuHChXwmY5sDywpHzV2W3JYZDu7M5BBgjx49KBgM8gkFTs7REZamaRQKhWxJGMktDZt6XvF\\/n89HsVisbXLI4uJi\\/Oc\\/\\/7El0TKwGuzGQETw+\\/2Ix+Pw+\\/22hFsnNSXtzZ+bDFVVkUgkoOu6jSMqisJT19KBruv899c0DYlEAgsXLmx7CRdERK+99hoB9hmDbKXC3ZKHrnfu3JkPFXJ6jva8gsEg5eXl8d9HVVVXdUixc5rf76ebb765WWtumoVDXr58GW+99ZYtvUnU51iFYGMcLBQKIRKJQJIknmx77do19O3bl9eANIS2dBM3FfF4HLIsw+fzIRqN4sqVK4hEIlBVlSctNxWsVgmo3jPDMHD06FGsX7++2bik6wRJRLRkyRIcOXKEe\\/qB6y07NE3jmd6NiW32g2ZlZaGyshKqqmLMmDF4\\/vnnMWHCBJSWljZ4fHs3atiMxGAwiFAohFgshuXLl+PNN9\\/E7t27XalZYmD7pWka3n\\/\\/fTzwwAPpXn7LQNd1mjdvnm2cMGCfmSL+bWyJ4jkUCnl9sRtBLBaj+fPnuyaymWHD9isQCJDP56M9e\\/aQZVmZvQ\\/xeJwuXLhABQUFTfpB6vIjMqc6UD30xyPGxnHixAmb\\/ifq25qmpTS8VLS0mS84Ly+P5syZ0yyOcldlmqZpePvtt1FWVoZQKJT2+VjREcPUqVO9xAwHyM\\/Px7hx4xCLxbiKxIrqdF3nZR9OIIp9ZsmXlZVh7969qKiocP\\/i3QQR0Y033sjvynQ5JLuz\\/X4\\/+Xw+WrVqVeaLiQwAEdG\\/\\/vUvm6hN9ko43RM2\\/Qs13JIdpygKrV+\\/PnP3g6h6tAcbmAmXRHYoFOLuhuLi4sz88hmIM2fOUK9evWrp65qmOdbfk5ckSeTz+fjxc+bMIcMwXN0T10S2ZVl49913+egNtxAMBhGPxzFx4kSEw2HXztve0bNnTz4JTKzfTqWNjBh8YC68RCLBXXBbtmzB4cOHkZFcsri42JZIwQL\\/6XJIJmrYaOFW+XJtEIZh0NatW7lhgyQDxcloETF06\\/f76wz\\/\\/va3v828fSEi+uSTT2yxVDd0SPb8j3\\/8Y7py5Upmfek2gEuXLvF+kqJODjh3u7HFRD0rO2bH33TTTa72lHRFZBMR1qxZg2g0ClmWkZub64o1zKYyzJgxAwUFBS5cacdCYWEhHnzwQZ4BxBzbYsCiMWiaxjv26rrOS1DY8SdOnMDOnTszp6ekYRj09ddfUzgc5ndi8kyVhvIVxbxI9pw45zocDrd6V9e2jBMnTnCpxQrt2O+cav5oXXsYDAapZ8+emWNtExE9\\/fTTNiICrgf5GyNIJkZ8Ph+FQiGSJHsD\\/GnTptG1a9cy48u2QcTjcbr\\/\\/vtruXLgAkEC17uF7N+\\/3xWiTFtkExFWrlzJLXEVavoAAAlNSURBVC\\/mSHWSHqZpGhftLNZNRPxciqJg6tSp6NSpU7qX2WHh8\\/nw+OOP28bMScI8n3TA1ABd17FixYq0z5c2iIi++uqrOpXlusZW1FXRBtTuWqaqKqmqSv3796cDBw543DFNlJSU0MiRI2uFEtPlkGyvVVWlG2+8kYqKilqXQxqGgTfeeMMWhkpl\\/C\\/zh0mSxJVk1pyeiDBlyhQMHTo0nUv0gOpQ4tSpU3nCLhvCmS4SiQTnuCdPnsSGDRtat+3KhQsXKCsrq95gfWMcUkwmRY2vS0zo\\/fzzzzPPx9UGQUS0fft2mxTy+Xyu6JAs4QIA3XvvvdRq4+lM06R3333XJgKSna1OCDK5ESf7f+DAge23FVwr4Nq1a\\/TAAw\\/YfJJuEKTf7+fiOzc3l5YuXdoqjU5hmibdd999tVLm0YAVV98PwAia6Ti5ubn0zDPPZI4roR2AiGjx4sWciOCCDlkXI5o5c2aL9QHiKCsroy1btlAgEKi3QWgqTUMZAYsRgCNHjngE6TLi8TjnjIA7CbxijTxqVIGafMwmoUmabU5ODlavXg3Lsuqti3Gi+rEcPcMwkJOTw42bIUOGYMCAAZBluf0XxbQgNE3DM888Y5v5mA6YQcMeA9U5k2vXrm1Z40bXdRo0aFC9LYWd3nUiF2VuIkVR6Pnnn\\/eMmWZAIpFgbjQu2dLhkKLrTqSD22+\\/veX0f8uyaNOmTTbrqjEdsbHFdBC\\/30+9e\\/emgwcPUlVVlUeQzYDKykrq27dvk5Jf6lri8WwfVVWlTz\\/9tElMJWWRres6\\/u\\/\\/\\/s9WWlDX5zq5FjFwz1j+sGHD0L9\\/f2RlZXniuhmQlZWF2bNnu1oinHwuwzCwfPnylik3qRnyXctoaQpnRI1FDeHuevXVV1vPl9UBQER04MAB6tq1q2scMpkWfD4f9erVi3bv3t28qhcR0SuvvEIAbImf6Syxm1l+fn5aFpoHZ6iqqqInnnjCNYIE7AOsGHP51a9+1bwEefXqVRo7diwvpUzniwDXvfyqqpKiKDRz5kzPmGkBEBF9\\/vnnrrXrA66PhxZ9kuFwuPnarkQiEdq8eTNnyYA76Uvicdu3b\\/fEdQvBNE3Kzc3lkk6sKGzq4Km69nfDhg0p1W87Nmo0TcMXX3zBR5C5oRT7\\/X4QEQoKCpCVlYW+ffuiQ4zEzRA88cQTiMVi3LBUFCXtgZ7JePnll5tnNvnZs2dp0KBBnCW7EQtld2Jubi5Nnjy55UNOHRimadLhw4f5iGfUcEknxV\\/1reT9Zdz3yJEj7nJIIqJPP\\/0Ux44dc9WUZx0VotEonnzyyXbfHCqToCiKNGTIENx22218Tw3D4GmDbnBKtp8rVqxwN3JTVVXFq9cgKK7pcshAIEDBYJBGjhxJ0WjU444tDCKiv\\/zlL7z3I4R9akr\\/zbroIRAI0NChQ+nMmTPu7K9pmrR7927KysqyZYPXdwGpXDD7EV566SXPum4lfPfddzR48GBb9n46nS3qS1F77bXXHO1xozKysrISa9asQVVVFUzTRCAQgK7rrojXeDyO7Oxs3H\\/\\/\\/ZDcDB14cIx+\\/fph+vTptux9tyAmcHz44YfuNKcqKiqi0aNH8zuoU6dOnOrdyKe75557PO7YiohGo\\/TZZ5\\/Z3D3pJFsk0wOb6w2Avvnmm\\/TcepZl0TvvvMPzHtmHpuKnSs4ITz5+5cqVnu+xlXHt2jUaNGgQ3xdmHTc1WUZcYqPauXPnprfXhmHQQw89xE8uKrpNGe2R7AwPh8NeqDADwIwbMdk6GAy6QpB+v5\\/bCvn5+fS\\/\\/\\/2v6ft98uRJ6tKli+3k7LFTgkz+ImLG8tixYz3fY4bgzJkzlJeXZ2u57QZBAvYy53fffbfBFn71WiaWZdFHH32EK1euIBAIAIBt7olT73vyFAZN00BECAQCmDZtmud7zBD07NkTt912GwDwaFy60DQNQHXZLRFBVVV8\\/PHHTfNlG4ZB\\/fv3r1PsJlcLNrTE5E3R1TNgwACvZ08GwbIseuuttygQCPCkFzc4JGu1ghrdNC8vj7Zv355ao1MioqNHj9qIkWX3pBpaEivTxC82e\\/Zsz7rOMFy4cIEGDRpUb18mNFFki0YSAHrsscfq3fs65WV5eTk++OADKIrCRSqbcZ0qDbHj2exlIkJ+fj5mzJjRPEF3D01Gt27dMH36dN5bKV2w8GMsFkMwGOS0sGHDBhQVFTk\\/0eHDh+mmm26qReFA6mElsf8Lu0MGDhzo9QvPQBiGQV9++SXvHuIGh2QVAUgyhF9\\/\\/XVnBq1lWfTnP\\/\\/ZlrzZ1AsSj2GPO3fuTH\\/60588cZ2hKCkpoUmTJtn2TLQZktsuOlmiHglUzx7q06ePs8pEIqLhw4e7doeIHJI1Jz1w4IBHkBkKIqJ33nmnFkeDQA+AsyTe+vzWsixTTk4OffTRRw0n1RiGQayIyy0\\/lGjUqKpK+fn5HjFmOEpKSqh37962XEkAKU0AA+zlDGIIka1HHnmkVja5zahRFIVPcXXDPygO2JRqJrrOnTs37fN6aF7k5+dj7NixvLViMi2oqrOZrclGa\\/K5du\\/ejaKiItRbg6\\/rOhUUFPD5gulySBaVYdPtCwsL6cSJE17uY4bDNE1atmxZrdh2clOwxpZIM4wGxMQaAPSHP\\/yhbolJRLR27Vqb3ueGyBZ1jblz53riuo3g0qVLNGLECJuoFpNu4XD\\/GUNKph9GF3379rXRBOef5eXlWLJkCfx+PxKJhGO23BgY25ZlGdOmTXPlnB6aH4WFhXj00Uchy7Kt5zuAlPJh6+M\\/rHzlzJkz2LhxI2xZQJZl0aFDh6h37942xTNdDsms6kAgQOFwmL799luPO7YhfPfddzY\\/osgZUzVwmFFTVz3\\/5MmT7ZKTiOiJJ56wtVPOzs7mcr++VVd4KZmAWQH5vHnzqKSkxCPINgTLsmj69Om1LOamljgkL\\/E8W7ZsIQBQASASieDy5cswTROdOnWCoii4evVqoz0EG0t31zQN0WgU4XAYY8eORX5+fuq\\/iodWgyRJmDNnDi5cuID9+\\/cjFArxMSCFhYUoKytL6\\/xMndM0DcXFxdWfCVRzyEgkAlVVUVJSgkAggNzc3EZjmo0RJBFB0zRUVFQgOzsbqqp6dTNtDEREFRUVqKioQI8ePQAA586dQ35+ftquQcuyoCgKKisrkZ+f79VVecg8\\/D8wDtFOUauSVQAAAABJRU5ErkJggg==\"},{\"id\":\"3793bb74-953a-48d2-bc24-f05b1e89e5ef\",\"height\":31.83,\"width\":27.18,\"perimeter\":159.51,\"area\":261.92,\"image\":\"data:image\\/png;base64,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\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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"203.67","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":107.46,"width_of_line_2":204.3,"width_of_line_3":164.52,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":31.5,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":17,"perimeter_of_sign":205.58,"nested_area":91.4,"occupied_area":39.17,"avg_char_height":"Greater than 24 inches","width_of_sign":"203.67","width_of_smaller_line":107.46,"other_dimension_of_sign":139.3,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1416}},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"24.63793"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"403.852728"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"6.47577"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"45.5955882"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":34.27375},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":355.68127200000004},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"7.312"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"349.2394"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"2.295"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"11.8405"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.018656692291600004},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":18.656692291600002},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.001481775414166667},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":1.4817754141666668},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.01413385779666667},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":14.13385779666667},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.029048507106667"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"29.048507106667"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.01409816254"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"14.09816254"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0188768228"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"18.8768228"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.0015061821866667"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"1.5061821866667"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":19.56040002715341},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":68.55000000000001},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"69.464"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"9.5603347221737"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":1403.7618883629204,"totalDenseWeight_before_formula":155.59458672230946},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1544.1380771992126},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":17,"totalDenseWeight":171.15404539454042},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":17,"sign_depth":"1"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":24.32,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":28.61,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":24.5,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":19.31,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":24.32,"height":31.29,"depth":"1"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":29.5,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":22.89,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":25.39,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":28.61,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":28.61,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":27.18,"height":31.83,"depth":"1"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":24.5,"height":31.83,"depth":"1"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":27,"height":31.83,"depth":"1"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":22.89,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-15","width":24.14,"height":31.29,"depth":"1"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-16","width":19.31,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-17","width":23.25,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 09:20:41"} 
[2026-04-07 09:20:42] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775553642_8aae13b097ed493c4cf281fe4b23c2c4","bins_packed":[{"bin_data":{"w":22.1,"h":32.13,"d":29.8,"id":"unique","used_space":82.627,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":32.13,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/4f3e4591c5d077c15e0b59854d400fc7/1775553642-7637-9737707.svg","items":[{"id":"item-6","w":29.8,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/4f3e4591c5d077c15e0b59854d400fc7/1775553642-7623-9494114.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":28.91,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/4f3e4591c5d077c15e0b59854d400fc7/1775553642-7625-7824250.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-9","w":28.91,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/4f3e4591c5d077c15e0b59854d400fc7/1775553642-7627-7865337.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-10","w":28.91,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/4f3e4591c5d077c15e0b59854d400fc7/1775553642-7628-7659142.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-11","w":27.48,"h":32.13,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/4f3e4591c5d077c15e0b59854d400fc7/1775553642-7629-8759199.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-13","w":27.3,"h":32.13,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/4f3e4591c5d077c15e0b59854d400fc7/1775553642-7629-2983930.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":25.69,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/4f3e4591c5d077c15e0b59854d400fc7/1775553642-763-1882479.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-12","w":24.8,"h":32.13,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/4f3e4591c5d077c15e0b59854d400fc7/1775553642-7631-3259820.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":24.8,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/4f3e4591c5d077c15e0b59854d400fc7/1775553642-7631-4491572.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":24.62,"h":31.59,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/4f3e4591c5d077c15e0b59854d400fc7/1775553642-7632-4622197.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":24.62,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/4f3e4591c5d077c15e0b59854d400fc7/1775553642-7633-8291343.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-15","w":24.44,"h":31.59,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/4f3e4591c5d077c15e0b59854d400fc7/1775553642-7633-1321390.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-17","w":23.55,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/4f3e4591c5d077c15e0b59854d400fc7/1775553642-7634-2461727.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":23.19,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/4f3e4591c5d077c15e0b59854d400fc7/1775553642-7635-9580209.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-14","w":23.19,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/4f3e4591c5d077c15e0b59854d400fc7/1775553642-7635-7229692.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":19.61,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/4f3e4591c5d077c15e0b59854d400fc7/1775553642-7636-3920283.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-16","w":19.61,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/4f3e4591c5d077c15e0b59854d400fc7/1775553642-7637-7747641.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-07 09:20:42"} 
[2026-04-07 09:20:42] local.INFO: Box added from packed bin {"data":{"length":29.8,"width":22.1,"height":32.13,"denseWeight":171.15404539454042},"timestamp":"2026-04-07 09:20:42"} 
[2026-04-07 09:20:43] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":31.8,"width":24.1,"height":34.38},"quantity":1,"denseWeight":171.15404539454042}],"cheapestShippingCost":1795.902725774387,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":31.8,"width":24.1,"height":34.38},"denseWeight":171.15404539454042,"volumetricWeight":86.5,"higherWeight":171.15404539454042,"quantity":1}],"totalHigherWeight":171.15404539454042,"DS":0,"rate":2243.761858753988,"tariffAndDS":2243.761858753988,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3803.26762105493,"totalShipmentCostFormula":"((tariffAndDS (2243.761858754) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 3803.27","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":31.8,"width":24.1,"height":34.38},"denseWeight":171.15404539454042,"volumetricWeight":86.5,"higherWeight":171.15404539454042,"quantity":1}],"totalHigherWeight":171.15404539454042,"DS":0,"rate":1252.957612288036,"tariffAndDS":1252.957612288036,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2205.6948540532294,"totalShipmentCostFormula":"((tariffAndDS (1252.957612288) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2205.69","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":31.8,"width":24.1,"height":34.38},"denseWeight":171.15404539454042,"volumetricWeight":86.5,"higherWeight":171.15404539454042,"quantity":1}],"totalHigherWeight":171.15404539454042,"DS":0,"rate":1680.902725774387,"tariffAndDS":1680.902725774387,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1795.902725774387,"totalShipmentCostFormula":"(((tariffAndDS (1680.9027257744) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1795.9027257744","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":31.8,"width":24.1,"height":34.38},"denseWeight":171.15404539454042,"volumetricWeight":86.5,"higherWeight":171.15404539454042,"quantity":1}],"totalHigherWeight":171.15404539454042,"DS":0,"rate":1112.5012950645128,"tariffAndDS":1112.5012950645128,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1979.2230881620203,"totalShipmentCostFormula":"((tariffAndDS (1112.5012950645) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1979.22","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":31.8,"width":24.1,"height":34.38},"denseWeight":171.15404539454042,"volumetricWeight":86.5,"higherWeight":171.15404539454042,"quantity":1}],"totalHigherWeight":171.15404539454042,"DS":0,"rate":1742.3481821164214,"tariffAndDS":1742.3481821164214,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2971.0521201449214,"totalShipmentCostFormula":"(( tariffAndDS (1742.3481821164) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 2971.0521201449","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":31.8,"width":24.1,"height":34.38},"denseWeight":171.15404539454042,"volumetricWeight":86.5,"higherWeight":171.15404539454042,"quantity":1}],"totalHigherWeight":171.15404539454042,"DS":0,"rate":1904.8093858535935,"tariffAndDS":1904.8093858535935,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1904.8093858535935,"totalShipmentCostFormula":"((tariffAndDS (1904.8093858536) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1904.8093858536","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-04-07 09:20:43"} 
[2026-04-07 09:20:43] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 09:20:43"} 
[2026-04-07 09:20:43] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 09:20:43"} 
[2026-04-07 09:20:43] local.INFO: Final API Response {"data":{"sign_width":"203.67","sign_height":139.3,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud mounted","combined_production_cost_usd":1550.0,"total_production_cost":2570.0,"totalDenseWeight":171.15404539454042,"totalVolumetricWeight":86.5,"bin_packing_result":{"response":{"id":"1775553642_8aae13b097ed493c4cf281fe4b23c2c4","bins_packed":[{"bin_data":{"w":22.1,"h":32.13,"d":29.8,"id":"unique","used_space":82.627,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":32.13,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/4f3e4591c5d077c15e0b59854d400fc7/1775553642-7637-9737707.svg","items":[{"id":"item-6","w":29.8,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/4f3e4591c5d077c15e0b59854d400fc7/1775553642-7623-9494114.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting 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Light","boxWeights":[{"size":{"length":31.8,"width":24.1,"height":34.38},"denseWeight":171.15404539454042,"volumetricWeight":86.5,"higherWeight":171.15404539454042,"quantity":1}],"totalHigherWeight":171.15404539454042,"DS":0,"rate":2243.761858753988,"tariffAndDS":2243.761858753988,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3803.26762105493,"totalShipmentCostFormula":"((tariffAndDS (2243.761858754) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 3803.27","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":31.8,"width":24.1,"height":34.38},"denseWeight":171.15404539454042,"volumetricWeight":86.5,"higherWeight":171.15404539454042,"quantity":1}],"totalHigherWeight":171.15404539454042,"DS":0,"rate":1252.957612288036,"tariffAndDS":1252.957612288036,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2205.6948540532294,"totalShipmentCostFormula":"((tariffAndDS (1252.957612288) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2205.69","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL 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Special","boxWeights":[{"size":{"length":31.8,"width":24.1,"height":34.38},"denseWeight":171.15404539454042,"volumetricWeight":86.5,"higherWeight":171.15404539454042,"quantity":1}],"totalHigherWeight":171.15404539454042,"DS":0,"rate":1112.5012950645128,"tariffAndDS":1112.5012950645128,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1979.2230881620203,"totalShipmentCostFormula":"((tariffAndDS (1112.5012950645) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1979.22","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":31.8,"width":24.1,"height":34.38},"denseWeight":171.15404539454042,"volumetricWeight":86.5,"higherWeight":171.15404539454042,"quantity":1}],"totalHigherWeight":171.15404539454042,"DS":0,"rate":1742.3481821164214,"tariffAndDS":1742.3481821164214,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2971.0521201449214,"totalShipmentCostFormula":"(( tariffAndDS (1742.3481821164) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 2971.0521201449","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":31.8,"width":24.1,"height":34.38},"denseWeight":171.15404539454042,"volumetricWeight":86.5,"higherWeight":171.15404539454042,"quantity":1}],"totalHigherWeight":171.15404539454042,"DS":0,"rate":1904.8093858535935,"tariffAndDS":1904.8093858535935,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1904.8093858535935,"totalShipmentCostFormula":"((tariffAndDS (1904.8093858536) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1904.8093858536","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"}}},"cheapest_shipping_cost_usd":1800.0,"totalCost":4370.0,"productionResults":[{"material_id":1,"dense_weight_expression":24.63793,"result":"403.852728","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},{"material_id":2,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":null,"sequence_no":2},{"material_id":3,"dense_weight_expression":6.47577,"result":"45.5955882","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"0.074 inch Aluminium - Durable for Sign Returns.","sequence_no":3},{"material_id":4,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":5,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":6,"dense_weight_expression":34.27375,"result":355.68127200000004,"sign_material":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","description":"0.315 inch Frosted Acrylic - for Ideally Diffiused Halo Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":7.312,"result":"349.2394","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC & IP65.","sequence_no":7},{"material_id":8,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":9,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":10,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":10},{"variable_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":13,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":13},{"material_id":14,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":14},{"variable_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":15},{"variable_id":22,"dense_weight_expression":1.478,"result":"50.64","sign_material":"Power Supply 20A-(10A+10A)","description":"Power Supply 20A–(10A+10A) UL Certified","sequence_no":16},{"material_id":17,"dense_weight_expression":2.295,"result":"11.8405","sign_material":"Wire 18g UL UL Certified Red & White China","description":"18 AWG Wire Gauge (Red & White) - UL Certified","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.018656692291600004,"result":18.656692291600002,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.001481775414166667,"result":1.4817754141666668,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.01413385779666667,"result":14.13385779666667,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":28,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":29,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":30,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":31,"dense_weight_expression":0.029048507106667,"result":"29.048507106667","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.01409816254,"result":"14.09816254","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.0188768228,"result":"18.8768228","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.0015061821866667,"result":"1.5061821866667","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":19.56040002715341,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":68.55000000000001,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":69.464,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":9.5603347221737,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":171.15404539454042,"result":1544.1380771992126,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"203.67","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":107.46,"width_of_line_2":204.3,"width_of_line_3":164.52,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":31.5,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":17,"perimeter_of_sign":205.58,"nested_area":91.4,"occupied_area":39.17,"avg_char_height":"Greater than 24 inches","width_of_sign":"203.67","width_of_smaller_line":107.46,"other_dimension_of_sign":139.3,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1416},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1416},"timestamp":"2026-04-07 09:20:43"} 
[2026-04-07 09:20:43] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 09:20:43"} 
[2026-04-07 09:20:44] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":139.3,"sign_width":"203.67","dimensions":[{"id":"5283802f-6bee-4688-a948-7a4ce6879cc1","height":30.76,"width":24.32},{"id":"9e4870a5-8064-4032-8e21-9576c20dd98b","height":30.76,"width":28.61},{"id":"41050f44-9229-49a3-8618-6a2f563bbab3","height":30.76,"width":24.5},{"id":"045a9ead-a748-48b0-8b78-2a8e7eb02380","height":30.76,"width":19.31},{"id":"21fbf52b-1fca-4838-b971-8a98933072f7","height":31.29,"width":24.32},{"id":"96266826-5bdb-4812-8062-e054cb433e29","height":30.76,"width":29.5},{"id":"c53175ae-8406-4780-9812-c3f24a5ae9bc","height":30.76,"width":22.89},{"id":"a473ed81-d88a-40c1-869b-706dff477170","height":30.76,"width":25.39},{"id":"ebaf123a-b849-479d-8c81-08030337eb3a","height":30.76,"width":28.61},{"id":"c7fcf6b1-96fd-4b36-9476-280bd2f7445d","height":30.76,"width":28.61},{"id":"3793bb74-953a-48d2-bc24-f05b1e89e5ef","height":31.83,"width":27.18},{"id":"d8afa0af-7468-46cc-9703-191c0e17003c","height":31.83,"width":24.5},{"id":"8631cf85-e8aa-4684-ad11-cf6348cd8653","height":31.83,"width":27},{"id":"0ddbe823-7bdf-4e7e-bf18-2eaa431cbcb6","height":30.76,"width":22.89},{"id":"251c295f-6dcc-40a5-9c82-5c2a082ed732","height":31.29,"width":24.14},{"id":"a6016b00-f8dd-4672-ac15-e2d72e461760","height":30.76,"width":19.31},{"id":"f28a61e5-1e11-40dc-aad5-7caa7098f41e","height":30.76,"width":23.25}]},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":139.3,"sign_width":"203.67","dimensions":[{"id":"5283802f-6bee-4688-a948-7a4ce6879cc1","height":30.76,"width":24.32},{"id":"9e4870a5-8064-4032-8e21-9576c20dd98b","height":30.76,"width":28.61},{"id":"41050f44-9229-49a3-8618-6a2f563bbab3","height":30.76,"width":24.5},{"id":"045a9ead-a748-48b0-8b78-2a8e7eb02380","height":30.76,"width":19.31},{"id":"21fbf52b-1fca-4838-b971-8a98933072f7","height":31.29,"width":24.32},{"id":"96266826-5bdb-4812-8062-e054cb433e29","height":30.76,"width":29.5},{"id":"c53175ae-8406-4780-9812-c3f24a5ae9bc","height":30.76,"width":22.89},{"id":"a473ed81-d88a-40c1-869b-706dff477170","height":30.76,"width":25.39},{"id":"ebaf123a-b849-479d-8c81-08030337eb3a","height":30.76,"width":28.61},{"id":"c7fcf6b1-96fd-4b36-9476-280bd2f7445d","height":30.76,"width":28.61},{"id":"3793bb74-953a-48d2-bc24-f05b1e89e5ef","height":31.83,"width":27.18},{"id":"d8afa0af-7468-46cc-9703-191c0e17003c","height":31.83,"width":24.5},{"id":"8631cf85-e8aa-4684-ad11-cf6348cd8653","height":31.83,"width":27},{"id":"0ddbe823-7bdf-4e7e-bf18-2eaa431cbcb6","height":30.76,"width":22.89},{"id":"251c295f-6dcc-40a5-9c82-5c2a082ed732","height":31.29,"width":24.14},{"id":"a6016b00-f8dd-4672-ac15-e2d72e461760","height":30.76,"width":19.31},{"id":"f28a61e5-1e11-40dc-aad5-7caa7098f41e","height":30.76,"width":23.25}]}},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"5283802f-6bee-4688-a948-7a4ce6879cc1","height":30.76,"width":24.32},{"id":"9e4870a5-8064-4032-8e21-9576c20dd98b","height":30.76,"width":28.61},{"id":"41050f44-9229-49a3-8618-6a2f563bbab3","height":30.76,"width":24.5},{"id":"045a9ead-a748-48b0-8b78-2a8e7eb02380","height":30.76,"width":19.31},{"id":"21fbf52b-1fca-4838-b971-8a98933072f7","height":31.29,"width":24.32},{"id":"96266826-5bdb-4812-8062-e054cb433e29","height":30.76,"width":29.5},{"id":"c53175ae-8406-4780-9812-c3f24a5ae9bc","height":30.76,"width":22.89},{"id":"a473ed81-d88a-40c1-869b-706dff477170","height":30.76,"width":25.39},{"id":"ebaf123a-b849-479d-8c81-08030337eb3a","height":30.76,"width":28.61},{"id":"c7fcf6b1-96fd-4b36-9476-280bd2f7445d","height":30.76,"width":28.61},{"id":"3793bb74-953a-48d2-bc24-f05b1e89e5ef","height":31.83,"width":27.18},{"id":"d8afa0af-7468-46cc-9703-191c0e17003c","height":31.83,"width":24.5},{"id":"8631cf85-e8aa-4684-ad11-cf6348cd8653","height":31.83,"width":27},{"id":"0ddbe823-7bdf-4e7e-bf18-2eaa431cbcb6","height":30.76,"width":22.89},{"id":"251c295f-6dcc-40a5-9c82-5c2a082ed732","height":31.29,"width":24.14},{"id":"a6016b00-f8dd-4672-ac15-e2d72e461760","height":30.76,"width":19.31},{"id":"f28a61e5-1e11-40dc-aad5-7caa7098f41e","height":30.76,"width":23.25}],"sign_height_raw":139.3,"sign_width_raw":"203.67"},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":140.0,"sign_width":204.0,"tax_factor":0.0887},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"5283802f-6bee-4688-a948-7a4ce6879cc1","height":30.76,"width":24.32,"ceilHeight":31.0,"ceilWidth":25.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"9e4870a5-8064-4032-8e21-9576c20dd98b","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"41050f44-9229-49a3-8618-6a2f563bbab3","height":30.76,"width":24.5,"ceilHeight":31.0,"ceilWidth":25.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"045a9ead-a748-48b0-8b78-2a8e7eb02380","height":30.76,"width":19.31,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"21fbf52b-1fca-4838-b971-8a98933072f7","height":31.29,"width":24.32,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"96266826-5bdb-4812-8062-e054cb433e29","height":30.76,"width":29.5,"ceilHeight":31.0,"ceilWidth":30.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"c53175ae-8406-4780-9812-c3f24a5ae9bc","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"a473ed81-d88a-40c1-869b-706dff477170","height":30.76,"width":25.39,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"ebaf123a-b849-479d-8c81-08030337eb3a","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"c7fcf6b1-96fd-4b36-9476-280bd2f7445d","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"3793bb74-953a-48d2-bc24-f05b1e89e5ef","height":31.83,"width":27.18,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"d8afa0af-7468-46cc-9703-191c0e17003c","height":31.83,"width":24.5,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"8631cf85-e8aa-4684-ad11-cf6348cd8653","height":31.83,"width":27,"ceilHeight":32.0,"ceilWidth":27.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"0ddbe823-7bdf-4e7e-bf18-2eaa431cbcb6","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"251c295f-6dcc-40a5-9c82-5c2a082ed732","height":31.29,"width":24.14,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"a6016b00-f8dd-4672-ac15-e2d72e461760","height":30.76,"width":19.31,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"f28a61e5-1e11-40dc-aad5-7caa7098f41e","height":30.76,"width":23.25,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":17,"baseProductionCost":6749,"result":[{"id":"5283802f-6bee-4688-a948-7a4ce6879cc1","height":30.76,"width":24.32,"depth":2,"price":392},{"id":"9e4870a5-8064-4032-8e21-9576c20dd98b","height":30.76,"width":28.61,"depth":2,"price":392},{"id":"41050f44-9229-49a3-8618-6a2f563bbab3","height":30.76,"width":24.5,"depth":2,"price":392},{"id":"045a9ead-a748-48b0-8b78-2a8e7eb02380","height":30.76,"width":19.31,"depth":2,"price":392},{"id":"21fbf52b-1fca-4838-b971-8a98933072f7","height":31.29,"width":24.32,"depth":2,"price":409},{"id":"96266826-5bdb-4812-8062-e054cb433e29","height":30.76,"width":29.5,"depth":2,"price":392},{"id":"c53175ae-8406-4780-9812-c3f24a5ae9bc","height":30.76,"width":22.89,"depth":2,"price":392},{"id":"a473ed81-d88a-40c1-869b-706dff477170","height":30.76,"width":25.39,"depth":2,"price":392},{"id":"ebaf123a-b849-479d-8c81-08030337eb3a","height":30.76,"width":28.61,"depth":2,"price":392},{"id":"c7fcf6b1-96fd-4b36-9476-280bd2f7445d","height":30.76,"width":28.61,"depth":2,"price":392},{"id":"3793bb74-953a-48d2-bc24-f05b1e89e5ef","height":31.83,"width":27.18,"depth":2,"price":409},{"id":"d8afa0af-7468-46cc-9703-191c0e17003c","height":31.83,"width":24.5,"depth":2,"price":409},{"id":"8631cf85-e8aa-4684-ad11-cf6348cd8653","height":31.83,"width":27,"depth":2,"price":409},{"id":"0ddbe823-7bdf-4e7e-bf18-2eaa431cbcb6","height":30.76,"width":22.89,"depth":2,"price":392},{"id":"251c295f-6dcc-40a5-9c82-5c2a082ed732","height":31.29,"width":24.14,"depth":2,"price":409},{"id":"a6016b00-f8dd-4672-ac15-e2d72e461760","height":30.76,"width":19.31,"depth":2,"price":392},{"id":"f28a61e5-1e11-40dc-aad5-7caa7098f41e","height":30.76,"width":23.25,"depth":2,"price":392}]},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":140.0},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":4.0,"PSUCost":197.96},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Total Production Cost and Tax {"data":{"productionCost":6946.96,"taxFactor":0.0887,"tax":616.195352},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Box Calculation Details {"data":{"breadth":146.0,"boxDepth":8,"oneBoxCapacity":-149.0,"noOfBoxes":-1.0,"noOfFullBoxes":-2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-149.0,"widthOfHalfBox":-94.0},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":1663.7697841726622,"shippingWeightInKG":754.544119806196},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":754.544119806196,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":17,"min":"701","max":"1000","rate":"525","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":525,"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":6749,"PSUCost":197.96,"tax":616.195352,"shippingRate":525,"miscellaenous":0,"signPrice":8088.155352},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"203.67","sign_height":139.3,"sign_depth":2,"totalCost":8088.155352,"TATDays":7,"baseProductionCost":6749,"productionCost":6946.96,"PSUCost":197.96,"tax":616.195352,"shippingCost":525,"uniqueReturns_count":2,"objects_count":17},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"5283802f-6bee-4688-a948-7a4ce6879cc1","height":30.76,"width":24.32},{"id":"9e4870a5-8064-4032-8e21-9576c20dd98b","height":30.76,"width":28.61},{"id":"41050f44-9229-49a3-8618-6a2f563bbab3","height":30.76,"width":24.5},{"id":"045a9ead-a748-48b0-8b78-2a8e7eb02380","height":30.76,"width":19.31},{"id":"21fbf52b-1fca-4838-b971-8a98933072f7","height":31.29,"width":24.32},{"id":"96266826-5bdb-4812-8062-e054cb433e29","height":30.76,"width":29.5},{"id":"c53175ae-8406-4780-9812-c3f24a5ae9bc","height":30.76,"width":22.89},{"id":"a473ed81-d88a-40c1-869b-706dff477170","height":30.76,"width":25.39},{"id":"ebaf123a-b849-479d-8c81-08030337eb3a","height":30.76,"width":28.61},{"id":"c7fcf6b1-96fd-4b36-9476-280bd2f7445d","height":30.76,"width":28.61},{"id":"3793bb74-953a-48d2-bc24-f05b1e89e5ef","height":31.83,"width":27.18},{"id":"d8afa0af-7468-46cc-9703-191c0e17003c","height":31.83,"width":24.5},{"id":"8631cf85-e8aa-4684-ad11-cf6348cd8653","height":31.83,"width":27},{"id":"0ddbe823-7bdf-4e7e-bf18-2eaa431cbcb6","height":30.76,"width":22.89},{"id":"251c295f-6dcc-40a5-9c82-5c2a082ed732","height":31.29,"width":24.14},{"id":"a6016b00-f8dd-4672-ac15-e2d72e461760","height":30.76,"width":19.31},{"id":"f28a61e5-1e11-40dc-aad5-7caa7098f41e","height":30.76,"width":23.25}],"sign_height_raw":139.3,"sign_width_raw":"203.67"},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":140.0,"sign_width":204.0,"tax_factor":0.0887},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"5283802f-6bee-4688-a948-7a4ce6879cc1","height":30.76,"width":24.32,"ceilHeight":31.0,"ceilWidth":25.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"9e4870a5-8064-4032-8e21-9576c20dd98b","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"41050f44-9229-49a3-8618-6a2f563bbab3","height":30.76,"width":24.5,"ceilHeight":31.0,"ceilWidth":25.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"045a9ead-a748-48b0-8b78-2a8e7eb02380","height":30.76,"width":19.31,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"21fbf52b-1fca-4838-b971-8a98933072f7","height":31.29,"width":24.32,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"96266826-5bdb-4812-8062-e054cb433e29","height":30.76,"width":29.5,"ceilHeight":31.0,"ceilWidth":30.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"c53175ae-8406-4780-9812-c3f24a5ae9bc","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"a473ed81-d88a-40c1-869b-706dff477170","height":30.76,"width":25.39,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"ebaf123a-b849-479d-8c81-08030337eb3a","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"c7fcf6b1-96fd-4b36-9476-280bd2f7445d","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"3793bb74-953a-48d2-bc24-f05b1e89e5ef","height":31.83,"width":27.18,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"d8afa0af-7468-46cc-9703-191c0e17003c","height":31.83,"width":24.5,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"8631cf85-e8aa-4684-ad11-cf6348cd8653","height":31.83,"width":27,"ceilHeight":32.0,"ceilWidth":27.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"0ddbe823-7bdf-4e7e-bf18-2eaa431cbcb6","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"251c295f-6dcc-40a5-9c82-5c2a082ed732","height":31.29,"width":24.14,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"a6016b00-f8dd-4672-ac15-e2d72e461760","height":30.76,"width":19.31,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Dimension Calculation {"data":{"dim_id":"f28a61e5-1e11-40dc-aad5-7caa7098f41e","height":30.76,"width":23.25,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":17,"baseProductionCost":7089,"result":[{"id":"5283802f-6bee-4688-a948-7a4ce6879cc1","height":30.76,"width":24.32,"depth":3,"price":412},{"id":"9e4870a5-8064-4032-8e21-9576c20dd98b","height":30.76,"width":28.61,"depth":3,"price":412},{"id":"41050f44-9229-49a3-8618-6a2f563bbab3","height":30.76,"width":24.5,"depth":3,"price":412},{"id":"045a9ead-a748-48b0-8b78-2a8e7eb02380","height":30.76,"width":19.31,"depth":3,"price":412},{"id":"21fbf52b-1fca-4838-b971-8a98933072f7","height":31.29,"width":24.32,"depth":3,"price":429},{"id":"96266826-5bdb-4812-8062-e054cb433e29","height":30.76,"width":29.5,"depth":3,"price":412},{"id":"c53175ae-8406-4780-9812-c3f24a5ae9bc","height":30.76,"width":22.89,"depth":3,"price":412},{"id":"a473ed81-d88a-40c1-869b-706dff477170","height":30.76,"width":25.39,"depth":3,"price":412},{"id":"ebaf123a-b849-479d-8c81-08030337eb3a","height":30.76,"width":28.61,"depth":3,"price":412},{"id":"c7fcf6b1-96fd-4b36-9476-280bd2f7445d","height":30.76,"width":28.61,"depth":3,"price":412},{"id":"3793bb74-953a-48d2-bc24-f05b1e89e5ef","height":31.83,"width":27.18,"depth":3,"price":429},{"id":"d8afa0af-7468-46cc-9703-191c0e17003c","height":31.83,"width":24.5,"depth":3,"price":429},{"id":"8631cf85-e8aa-4684-ad11-cf6348cd8653","height":31.83,"width":27,"depth":3,"price":429},{"id":"0ddbe823-7bdf-4e7e-bf18-2eaa431cbcb6","height":30.76,"width":22.89,"depth":3,"price":412},{"id":"251c295f-6dcc-40a5-9c82-5c2a082ed732","height":31.29,"width":24.14,"depth":3,"price":429},{"id":"a6016b00-f8dd-4672-ac15-e2d72e461760","height":30.76,"width":19.31,"depth":3,"price":412},{"id":"f28a61e5-1e11-40dc-aad5-7caa7098f41e","height":30.76,"width":23.25,"depth":3,"price":412}]},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":140.0},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":4.0,"PSUCost":197.96},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Total Production Cost and Tax {"data":{"productionCost":7286.96,"taxFactor":0.0887,"tax":646.353352},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Box Calculation Details {"data":{"breadth":146.0,"boxDepth":8,"oneBoxCapacity":-149.0,"noOfBoxes":-1.0,"noOfFullBoxes":-2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-149.0,"widthOfHalfBox":-94.0},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":1663.7697841726622,"shippingWeightInKG":754.544119806196},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":754.544119806196,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":17,"min":"701","max":"1000","rate":"525","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":525,"defaultShippingRate":null},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":7089,"PSUCost":197.96,"tax":646.353352,"shippingRate":525,"miscellaenous":0,"signPrice":8458.313352000001},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"203.67","sign_height":139.3,"sign_depth":3,"totalCost":8458.313352000001,"TATDays":7,"baseProductionCost":7089,"productionCost":7286.96,"PSUCost":197.96,"tax":646.353352,"shippingCost":525,"uniqueReturns_count":2,"objects_count":17},"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:44] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 09:20:44"} 
[2026-04-07 09:20:45] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":139.3,"sign_width":"203.67","shipping_weight":171.15404539454042,"shape":"rectangular","dimensions":[{"id":"5283802f-6bee-4688-a948-7a4ce6879cc1","height":30.76,"width":24.32},{"id":"9e4870a5-8064-4032-8e21-9576c20dd98b","height":30.76,"width":28.61},{"id":"41050f44-9229-49a3-8618-6a2f563bbab3","height":30.76,"width":24.5},{"id":"045a9ead-a748-48b0-8b78-2a8e7eb02380","height":30.76,"width":19.31},{"id":"21fbf52b-1fca-4838-b971-8a98933072f7","height":31.29,"width":24.32},{"id":"96266826-5bdb-4812-8062-e054cb433e29","height":30.76,"width":29.5},{"id":"c53175ae-8406-4780-9812-c3f24a5ae9bc","height":30.76,"width":22.89},{"id":"a473ed81-d88a-40c1-869b-706dff477170","height":30.76,"width":25.39},{"id":"ebaf123a-b849-479d-8c81-08030337eb3a","height":30.76,"width":28.61},{"id":"c7fcf6b1-96fd-4b36-9476-280bd2f7445d","height":30.76,"width":28.61},{"id":"3793bb74-953a-48d2-bc24-f05b1e89e5ef","height":31.83,"width":27.18},{"id":"d8afa0af-7468-46cc-9703-191c0e17003c","height":31.83,"width":24.5},{"id":"8631cf85-e8aa-4684-ad11-cf6348cd8653","height":31.83,"width":27},{"id":"0ddbe823-7bdf-4e7e-bf18-2eaa431cbcb6","height":30.76,"width":22.89},{"id":"251c295f-6dcc-40a5-9c82-5c2a082ed732","height":31.29,"width":24.14},{"id":"a6016b00-f8dd-4672-ac15-e2d72e461760","height":30.76,"width":19.31},{"id":"f28a61e5-1e11-40dc-aad5-7caa7098f41e","height":30.76,"width":23.25}]}},"timestamp":"2026-04-07 09:20:45"} 
[2026-04-07 09:20:45] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 09:20:45"} 
[2026-04-07 09:20:45] local.INFO: Input Parameters {"data":{"dimensions_count":17,"shape":"rectangular"},"timestamp":"2026-04-07 09:20:45"} 
[2026-04-07 09:20:45] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 09:20:45"} 
[2026-04-07 09:20:45] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 09:20:45"} 
[2026-04-07 09:20:45] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 09:20:45"} 
[2026-04-07 09:20:45] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 09:20:45"} 
[2026-04-07 09:20:45] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 09:20:45"} 
[2026-04-07 09:20:45] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 09:20:45"} 
[2026-04-07 09:20:45] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":3690.3300000000004,"dimensions_count":17},"timestamp":"2026-04-07 09:20:45"} 
[2026-04-07 09:31:30] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"164","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpE87E.tmp"}},"file_present":true},"timestamp":"2026-04-07 09:31:30"} 
[2026-04-07 09:31:30] local.INFO: Validation Passed {"data":{"sign_width_or_height":"164","user_input_dimension":"width"},"timestamp":"2026-04-07 09:31:30"} 
[2026-04-07 09:31:34] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":21},"timestamp":"2026-04-07 09:31:34"} 
[2026-04-07 09:31:34] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":21},"timestamp":"2026-04-07 09:31:34"} 
[2026-04-07 09:31:34] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":21},"timestamp":"2026-04-07 09:31:34"} 
[2026-04-07 09:31:34] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":21},"timestamp":"2026-04-07 09:31:34"} 
[2026-04-07 09:31:34] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"164"},"timestamp":"2026-04-07 09:31:34"} 
[2026-04-07 09:31:34] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"164","file_size":68958},"timestamp":"2026-04-07 09:31:34"} 
[2026-04-07 09:31:34] local.INFO: Detected Objects from Image-to-Text API 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","de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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":602,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.81,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":602,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.17,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3132,"perimeter_to_area_ratio":0.3465},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":752,"y":349,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.67,"bounding_box_area":441,"exact_perimeter":113.54,"approximate_perimeter":107.65,"convex_hull_perimeter":81.96,"perimeter_pixels":648.02142802481,"original_contour_points":276,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1634,"perimeter_to_area_ratio":0.6772},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":625,"y":347,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.57,"bounding_box_area":454,"exact_perimeter":108.35,"approximate_perimeter":100.53,"convex_hull_perimeter":68.97,"perimeter_pixels":618.4163056034271,"original_contour_points":209,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3035,"perimeter_to_area_ratio":0.3821},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":12,"position":{"x":170,"y":302,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.72,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.67,"convex_hull_perimeter":84.95,"perimeter_pixels":562.5929291125638,"original_contour_points":122,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5144,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":13,"position":{"x":2,"y":302,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.24,"bounding_box_area":844,"exact_perimeter":115.7,"approximate_perimeter":108.64,"convex_hull_perimeter":96.45,"perimeter_pixels":660.3158005400394,"original_contour_points":351,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3138,"perimeter_to_area_ratio":0.3462},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":14,"position":{"x":752,"y":49,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.81,"bounding_box_area":441,"exact_perimeter":113.79,"approximate_perimeter":107.8,"convex_hull_perimeter":82.13,"perimeter_pixels":649.4356415871832,"original_contour_points":276,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1629,"perimeter_to_area_ratio":0.6781},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":15,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.64,"bounding_box_area":454,"exact_perimeter":108,"approximate_perimeter":99.98,"convex_hull_perimeter":68.97,"perimeter_pixels":616.4163056034271,"original_contour_points":211,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3056,"perimeter_to_area_ratio":0.3808},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":16,"position":{"x":873,"y":8,"width":61,"height":169},"scaled_width":10.69,"scaled_height":29.61,"actual_filled_area":127.07,"bounding_box_area":316,"exact_perimeter":83.73,"approximate_perimeter":77.47,"convex_hull_perimeter":68.35,"perimeter_pixels":477.8822509939089,"original_contour_points":78,"approximation_points":12,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2278,"perimeter_to_area_ratio":0.6589},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":18,"position":{"x":304,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":399.37,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.82,"convex_hull_perimeter":85.01,"perimeter_pixels":562.5929291125638,"original_contour_points":116,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5165,"perimeter_to_area_ratio":0.2468},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":19,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.81,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":20,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.17,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3132,"perimeter_to_area_ratio":0.3465},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-07 09:31:34"} 
[2026-04-07 09:31:34] local.INFO: Nested area calculated {"data":{"nestedArea":11825.197500000002},"timestamp":"2026-04-07 09:31:34"} 
[2026-04-07 09:31:34] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"6a9e22b1-9dff-44fb-9f2a-2608eecfa789","height":22.78,"width":19.97,"perimeter":108,"area":283.67,"image":"data:image/png;base64,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"},{"id":"d40a1a18-ca95-4d29-afe4-b812e74920d4","height":30.14,"width":24,"perimeter":106.86,"area":177.37,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAI0AAACwCAYAAAAyuu3WAAAABmJLR0QA/wD/AP+gvaeTAAAGDUlEQVR4nO3au27UWADG8c+XGTtzSSBF6BAFFCAegIJ3oKWh4CWQeAYknoyGjoqCCkhQIJmLr3O2mIx3o13t6tOMNjjz/0lRnCE4h8nfx8bHEmCKNhshhPD9+3ednJzc5Hjwm5nP5zo4OFAcx4qiKJKkVJKWy2V4//693r17p6ZpNJlM/nVHV38Xt1RVVWrbVkmSaLVa6enTp3r16pVCCCGKoiiVpMVioQ8fPujbt2+KokhnZ2f/ulOiud2yLFNd10rTVGVZ6vz8XI8fP9bLly8lXc00d+7cUZqmCiEohEAUe65pGrVtqyzLlCSJiqLQ2dmZiqKQdBVNXdfdtUye590fYj8lSaKmabRYLK69fnBwIOkqmiiK1DSNJKkoCiVJ8j8PE7+TTQtpmiqOYyVJojRNVdf1+nVpXdaPHz80Go20WCzUtu3NjRi/hSRJFEJQVVWS1hfHw+FQ0lU0cRxrMpn8bTrC/lqtVgohXHstjuP155sYEPqNaGAjGtiIBjaigY1oYCMa2Lpofv782d286bvDw8Pu3zIajSSt7zFMp9Od/Yw0Tbvt0WikNE0VRdGteQ+jKOqWDZIkUVVVf94plqTT01M9ePCgu+u3uV3cVxcXF5LWv9iiKJTnueq61mw228n+h8OhsixTWZaqquraTdGqqnq/4BvHsdq2/XOBMk2V57kGg8H6a2m9yr1ZOtjcNu6z6XSqtm0VQtByuezW00IIGo/Hms/nW+2/qipVVaUkSTQYDFTX9eYhpe7n9tkmms0EslqtVJZld9Cl0vrI+fz5s0ajkQaDwdZv6k27vLzsttM0VdM0Go1Gury83MkK/tHRkX79+qW2bbuDbbVadaeovi/4bk5DmwOirmtlWXZ97SmE8I9L4X21OUJCCErTVG3baj6fd0+ibWtz+h4Oh4rjWGVZXlsF3rzpfTUcDtU0jZbLZfd+TafT66vc8/lcL1680MePH3V6etr7eJqmUQhBWZapKApNJpOdXc9I0nK5lLS+WNzMXJujcvN6n22uywaDgY6OjvTkyRM9e/bs+vM00+k0ms1m4fj4WJJ6P72GELRarbrTSBzH+vTpk968ebOT/Q8GA1VV1UXy/PlzvX79Wvfu3VOe511UfdU0TTdD53muk5MTPXr0SEmS9PtocJVlGSSFLMuCpK0+oigKcRyHNE1Dnufh7du3IfT96teQ/ve33A6LxaJ7UHpbf32WuigK3b9/fwcj7A/uCO9I1PcLGQPRwEY0sBENbEQDG9HARjSw7U00t2H1/nexN9Fgd4gGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBLb3pAfxfxuOxVquVoijael8hhO5znueq63rrffbJ3sw0X7580XA47H7h2xiPx0qSRCEElWWppml2MML+2JuZ5uHDhyqKQlmWqSzLrfY1n88lSWmaKo5jJUmyiyH2xt7MNIvFQpLUtu3W+4rjWHmeq23bbnuf7M1Mc3Bw0G3H8XbHShRFappGIQQ1TaPZbLbt8Hplb6IZDofK81xRFG19XXN8fKyvX79Kku7evauTk5NdDLE3tv+vRE+EEML5+bkODw+3PkXNZjONx2NlWaaLiwtNJhMlSbI37yVg+wNRPQeZSMoRMQAAAABJRU5ErkJggg=="},{"id":"1d7a940f-2924-4356-b9bb-c5f388ed824b","height":30.66,"width":18.92,"perimeter":98.57,"area":399.37,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHAAAACzCAYAAABRnJhRAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1de4xcVf3/3Oe8Z5/dQtttC7S0tEkLpS2pPBtEaCICEQiYIoYUEgmgVVFMNAaDgFbAnwkRggYCiVoLaHiqiFoQjAJLC4XtC+x2t1u27O7szu487+P7+2P7PXvu7Gw7szOz2xnmk5x09nbm3nPP53wf53u+5xygjqqGMtMVqHUQEdm2Lf5WFEUUGbl/57kPiAjpdBrBYBDK0R/oFahzHRL27NmDX//619i6dSuAyQk8Hnw+H3p6enDSSSfhlltuARGRUuxN6igev//97wmAKIqikKqqnqIoiuc7+YrP5xOfzzzzTNq7dy8BdQmsOBKJBFRVBRFNSfIYlmXB5/NBVVUMDQ0hmUwCqBNYcei6Dp/Ph1QqBSKa8n2ICJlMBgDQ0NCA2bNnj92/LLWsY1I4joNUKgVN0wB4nRUmlKXzWPD7/XBdF+l0GocPH8bhw4cB1AmsOGzbhmmayGazE0gqRiITiQQAwDRNtLS0wOfzAagTWHEQEbLZrPhcClRVRTabhWVZ49dKumMdM446gVWOOoFVjjqBVY46gVWOOoFVjjqBVY46gVWOOoFVjjqBVY46gVWOOoFVjjqBVY46gVWOOoFVjjqBVY46gVWOOoFVjjqBVY46gVWOOoFVjjqBVY46gVWOOoFVjjqBVY46gVWOOoFVjjqBVY46gVWOOoFVjjqBVY46gVWOOoFVjjqBVY46gVWOOoFVjjqBVY6q26Uik8kQEWF4eBi9vb2IxWJwHAcHDhyA4zggIrEni+M4UBQFmqahubkZc+fOhd/vRzQaxcKFC3nnpKreb+yEJpCkfTm6u7uxe/du/OIXv8CHH36IXbt2Yc+ePRgdHYVpmnBdF7wroEwgMLZbkm3baGhoQDabRVNTEy6++GKcddZZeP7552nt2rVoa2sTz612UmcURESjo6P08ccf09NPP03XXnsthUIhUhTFU3CczeEKKXwvVVVp0aJFtGnTJnr++efp8OHDlMlkStvU5SgeffTRstQVAKmqSgBo0aJF9MEHH5SlfmVBIpEgIqLDhw/T1q1baePGjdTe3i4qPh0E8rVAIEDr1q2jX/7yl9Td3U2O41AsFptyY9U0gZZlUSqVonQ6TXfddRetW7dOVFbXdYpEImKbxUoTGAgExHVN0wgANTc303e/+11BJE1hq6WaJDCTyZBt29TR0UGbNm2iaDRK0WhUNJzP5yNd1/M2dqUI5MZhMv1+P6mqSoZhUENDA91xxx3073//u2gSa47AbDZLhw4dojvvvJPmzp0ryMglRVEU0nVdlOlSobnP5799Ph/NnTuX7rnnHhoYGCiYyJohkIgom83S/fffT42NjZ6KNTQ0EDCmNv1+v5BEeTfbShNomiYBY+ozEomQ3+8X34tEIp7fXXrppfT+++8XRGLVE8he5TPPPEMrV64kABQMBkVl2PaYpkmGYXhUmc/nI8MwpoVAHJUyJhIAGYYh/g6Hw6TrOoVCIQLG7OOWLVtoZGSEhoeHJ23MqiaQiGjv3r30rW99i8LhMIXDYVGZYDDoUU/y/tG5BMnXK0WgXB/DMDwSKKtY7lj89/XXX39MlVq1BNq2TZ2dnbR27VqhEitZjkdwqR1Atofy+0QiETrjjDOor6+PksnkhEb91a9+VVECKxILJSL6y1/+guXLl+Pdd9+F67qVeIwH8nb+iqJAVVVPKRXyO8j3HB0dRW9vL8466yzs378frut6SAwGgyU/+1goO4FERI899hiuuuoqKIoi4pOVhuu6EwofllHu57uuK7ZPluOyF154IXbs2OEJAVY6KldWAjOZDP385z/HLbfcAvm0Eo5NTjfKTSBLneM4cBwHmqaJd4tEIhgeHsaFF16Iffv2CRKbm5vL8uxJ61SuG9m2TVu2bMGdd94J0zRhGAYcx4HrutNCIDempmke1VnKWQ0yWIXmqmNN08Sm5q7rwrIsXHDBBfj73/8OIiI+3+GEhm3b9LOf/YyAsTEdu965bnkly/Eck3J5sZqmebxSeRgij1/b29tpcHCQfvzjH1fUiSkZXV1d9H//938EwBNPlF1zHstNd8klrRwEKopCmqZ57qEoCpmmKd43EAiQqqp066230jnnnOMZkpRSyk6g4zj0+OOPi57HLyWPqVpaWqaNLFVVSdM0MgyDfD4f+f1+CgaDFAwGSybwWJ3QNE2haQzDEIN9ANTa2lq2d8xH4JQndImIXnjhBWzatElMnLKzIOv9gYGBSe/BtklRFJimiXQ6DcMwPOcisH2Rf8PP8fv9OP3007F48WIsXboU8+bNw6JFizBr1ixomgbLssQMPTsesVgMBw8exMcff4y9e/fivffew/79+8U9DcOAqqrimBu/3490Oi3qpOs6iEh4ouxpcxtYluWpf39//xRbuDBMiUAioo6ODmzevBnhcBjDw8MlVySdTkNVVViWJRygWbNmYWRkRJx6wkfUzJ8/H2effTbWr1+P9evXY/ny5bBtG7o+/jqu6wpPcbJxYCwWw+7du7F37178+c9/xvbt28ePtDk6i8/1CoVCsCwL6XQawNhxcExy1U3gExFddtllQrRzp34KLXIoi+9hmqbHSWDVFQgEaPXq1fTggw/SkSNHiIjIdV3iyWDHcci2bcpms5TJZMiyLLJtm1zXJSKikZERymazlAvXdWlkZER8fvjhh2nBggUUCoUmBLGBsZjoZOqy0qUsNpCI6P7776dAIEC6rpcUJssNJjc3N4vP0WhUfG/16tX029/+lnp6eujoiZgUi8UECel0egIxMhzHEROyRESpVIpGRkboaILUhPvEYjF66KGHaOnSpaSqKvn9fmpqavI0pPze+aajTkgCiYh2795NkUiEFEWhSCRS0jBBJlDuyYqiUCgUosbGRvrmN78ppm5k2LZN6XSaLMuacD2bzVI2myXLsjzEua4r/o8l03VdSqfTHilk7N69mzZt2iQaTnZ+AoHAtMR4y0qgbdu0YcMGoe7436kOE3IlkD1W9iBfeukl0ZiJRIIcxyHXdSdITjweJ9u2PUUmjqXweGB1TEQ0ODgoPv/1r3+lpUuXinqzatV1nZqbm6uDQMuy6NFHHyXTNEnXdXGzXJs1VQJ5DBmNRmn9+vVERJRMJoUtIyKyLIsSiQS5rku2bdPQ0BAlk8lJCbFt26MuZalLJpOUSCTEvePxuPhdNpsVnSCTyVA2m6XBwUG6/PLLCYBnXDedY9ySCEylUrRs2TJPhTl3ZKoVypfSsHHjRkomk6Kx2fEYGhoSjZ0L/o5t26LBZVUoE2dZ1oT/k9WwTLRlWZ4O8sknn9CNN95IwFimHKv96XJkpkyg4zj04IMPCseCSdM0TUjOsaIebNMA72G+fI1tyfe//32hunIbdibguq4ocue5+eab8zoxsjfO711OOzllAuPxuEiHYAI1TfNU7ngEMnmGYZCmaSIPhv/vG9/4BnV3dxMR0fDwsJCCVCo1I+QReQkkIurv7xe29KqrrhL2Tx5W6Lou3pHbplwkTonAbDZLTz75pGhs7mWyK20YxnEJ5HQKmTxN08jv99MVV1zhGRawp5jr/k83cgnkYQbX6ZprrvHEf/M1NnfcGSPwyJEjtGrVKlIUhaLRqCfJaLKk23xFdnyYPNM0ac2aNULyOMmXGy/X25xu5BKYyWSETWRbe+WVV3o0iVxyY8TTTqBlWfTII4+ISnBykRwwnixrbDI1ympGURSaPXs2ffDBB0Q0lrnGkN15+fp0QyaQVTnXzbIs4d2effbZwi8wTVO8a7mn0orOidF1HY8//jiAsYlMntT0+/2wLAuZTMYTfzwWiAgNDQ0gIti2DSLC5s2bsWzZMti2Db/fL74bDAbhui4ymQxM0yzo/pUGv2cwGBTB9XA4DNu2sWXLFrG6yXEcGIYBAGIyuxw5OZNh0jsTEb3yyivYtWsXdF2HpmkIBAKeU5m5woXMuPt8PhH0DgaDWLFiBW699VYAEOesDwwMiFSMTCYD27ZFY8w0dF1HPB73HCsOjL3XunXrcP3118Pv94tZCUa5kqqKRiKRoM9//vOegK5ssOU5PxTohbJNME2T/vnPfxLR+ABajmfmDs5nyhOVVaisyi3L8thDIqLe3l5atWqVx2kpJciRrxRlA4eGhgRR5aoE24l7771XOCgcu6x2OI5D77//vrDzPMNSTjtYsA0kIvrPf/4DYEy9lSOv0zRN2LaNcDiMK664AqZpwrIsqKp6wqjJUqCqKtra2rBx40YAELZezs6ryHPzXUwmk3jhhRdgGEbZUvJ4CfTVV1+NZcuWwXVdGIYhZrRrAU1NTfj2t7+NpqYm0W50dBK6UshL4L59+/Dqq6+Kh5crs9nn8+H222+HZVmiZ8pJsrWAM888E2vXrgUABAKBijswE+5ORPTGG29gz549sG3bM3woBUSElStXYtWqVXBdV+TA8DNqBUSEa665Bj6fT6R1TOswwrZtvPHGG0KtlevhRISvfvWrALyZ2mwbawGGYcC2bWzYsAFnnXXWtOTMTGDn008/xbvvvutxLMpB4tKlS3HFFVeIbG1OXgK8WWzVCtZShmFg1qxZuPrqq8X/lcuPyIcJzHzyySf43//+J9LSOTWvVFx22WU46aSTQEQi9Z4lLxqNlnz/mYZlWUJrpVIpXHLJJfD7/VBVtaJOmodAIqKXXnoJmUxmSmEslihZYjlEtmHDBiSTSZGux0TKOZTVDJ/PJ3JRA4EAVqxYgblz56KxsRHAxOVvuWWqmCCB27dvFxKnHN2mqlAJ5J4mL2jJZrOIRqNYsGABIpEIgHHXupa8T4Zsei699NKKd1APgclkEq+//rqQPNu2C15ZpCiKx1vVNE1cW758ORYsWCAIm44Fn9MNOpqtzbAsC9ddd13Fh0keAg8fPox0Ou0hsFgPkSsrS9n5558vVGluj6xFKWTSVq9ejcbGxukh0HVd+vDDD6EoinB/VVUtWH3y9+RFkK7rIhqN4oILLgARidW68nRLrYADHrZtw3Vd6LqOQCCAJUuWVPS5gkBFUfDWW29B13UhJaZpFrU4kwf9mqYJclpaWrBy5UqxUpYXjwDjUlpJN3u6Idv2bDaLc845Z3oG8rFYDO+8845HZRYbx2OJlQ15Y2Mj2traPCtm5XvP1PLrSoFtP2PVqlXTo0IPHTqErq4uEBHC4TCAsUnVYkjk78mkBAIBz3CEJVEOodWCHZT9BUVRxMTv3LlzK/pcQWB/fz86OzuhKAoSicTYf6pqwcMIHt/x4J9/f8YZZ3jCcqxiamEKSYacWsLtkEqlcPrpp2P9+vUAxjsvAI9GKsWECAITiYQgTNd1ceNCowg8OJfd6WAwiIULF9acmpwMTIRhGCIFpbGxEYsWLQLg1TTlsvvq0ZvRxx9/LNQAe4vFPES2b/KAfu7cuTXlpBwLuaaA84VOO+20vGai2DbOByGBBw4cyFuhQl19WdVyZS3LwqxZs2pmwrYYEJEwJUyg7MCVVQIBIB6PC/XJ9qkYAuXv8e/D4TBmz55dcOphLUDuxNwOixcvnlQCS4Ug8MiRI2L8NtmmNseCXBn+3NbWhlAoVHIlqwWTddSGhoYJsd+yS2B/f79nrg4Y95QKcUJ4lh2AyJk87bTTEA6HPXmktQ524uT8Vtk/KDc8IsbxSn4YD8wLVaOyxBqGIbb8OFGyqysJJkw+fETTNBiGMemOhWVVoZqmecZ/cmUK6T2qqiKdTgs1Yts25s+f/5kgDxhXn7queyTOdV2oqop58+Z5CJOXEpQCFQD6+vomkCfjszIMqBQ4ZCjbQfbMS1WtKgDs378fsVhs7II0AyG7vXVMDUyaLKEAPGG3kmfke3p6BIFyaKdOXPHIJYOnmUzT9KQYltULHR0dxejoqLjxdGUVfxbABDY0NACYuHVzqTsaC4PHAVg5ajJd2yXXAo7VTqqq4uSTTwYw3s6yr1GyCuWbyfZPDo3VUub0dEH2IxRFEUH9fGG0UtpXEJhrTCf7XEfxUBQFbW1tE4ZU5RAQFRhXlbk3ynV5jweeE/T7/RXbMf5EhWzbZGGQozKpVMqTO8vfKWVpgUeFypUotuF5m3/AO8b5rEjvZHFOboPcU0VzvzdVeCIx8s2nkjHGFeIexbHUz9p0kqx52GHhmDK3a7m0kwqMqT5We/zA3F5U7AvIAfBaSh+cDLlzfbntJ4cZ+XvlgAoAra2tIu1dJmsqSUdMnCx5n3Uvlojw6aefeq6Vq1OrALBw4ULPIgzxn0VEDTgnlH/PvQ6YuZNbZgK5C1Z4NufgwYOCNG6PcvgHKgDMmzdPLPGSb8oPKpRA+buu6yKZTNbM4s3jIbfjy16o67ro6urynGuf+5upQgXGUh/k9dy5wexiIBvpbDb7mSFwMrA9HBgYEFNLsmkq1byowPgW/ZxwywNOx3EKzmfhQC2Tr+s69uzZg8HBwZIqWC2QtZTjOJ5NHNg5DIVCcBxHmBa5s08Vgv5QKJRXDRa7uIX1v2VZ6O/vF5X9LEDOJcqdPspkMhUZTgkCm5qaJsz/FTMjz+AZadd1cejQIcTj8TJX+cQEZ/Dlthen2ScSCc/4GCjzQL6lpWXCPCDr70IJzHWNBwYG0N/f/5kJp8kmhNUoESGVSnkcunJGp4SBa2try6uTi2189rSAMbXR09PzmQmnyQTK6jSVSok1l0B5CVQBQNM0Zd68eZ5hgzx2K4RE2W2W7eH+/fvLVtkTGbnaR07sHRwcnFQoypITAwDt7e1iWwx2d4t5SL5KaZqGjz76qKQKVgtyZ25YAFzXxYEDBzxtWM7QomCptbUVpmnmJa7QXpJvc9O+vr5y1POEx2TZZqlUCt3d3Z52yfXYS4FHAvkYNz4Gjl3gQnqMYRhCcuXe193d7dnYIJvNihTGWhxiyJoomUwiFAqho6NDpFLkhtpkn2EqEASGw2GsWrXKczIz7zBYjArNzeROJpPYu3ev6Jm8SxOAojpItUCWvGAwiPfffx+dnZ0Ve54gUNd1nHfeeROSmoDCnBgebnBUhzE0NITXXntNRHmA8XEQn4ZZC16qbPvkjc+7u7vR1dVVsecKAg3DUJYvXw7Au1Cl0OgBz0TkpiUmk0n84x//gK7rk3aOWiCQF/DwLh/87yeffFKWE04ng8fjaGtrQzgc9vSgQpGbUyOPiTo6OgBAJLcC3mFHLUBOWGLNous63nzzTc8YsNyYsDppxYoVAMYdjNwxYaGQF4f29PRg3759njRzmeBaiNRomia2zdR1XZz7+/rrr1f0uR4CNU3Dhg0bAIyrOF4zWAhyY4AslZlMBs899xyy2awnDsg7GtVSzgx3RtM00dnZid7e3oruyOEhMBAIKOeffz6am5sBjC+VLnZGQgarlr/97W8YGRkR1+Ws71qQQMdxxDpAy7KgKAr+8Ic/wHGciu5YOGE2cc2aNWhvbxfr5YuBPHnLn1kVb9++He+88w6ICKOjo9B1Hbque3IlqxmccSbvRPzss88K50ZOdspXpooJBAaDQVx00UXQNA2pVAoAytLAtm3j2WefhaIoCIfDGBgYABEhEAhU1MhPJ1KplNA4+/btw+7duytuHvLO51966aUTZphLhWVZePXVV5FOp5FKpdDS0iKIqwUJBMa2FQPG2mvr1q3T4mFPIFBRFGXFihVob2+Hqqrw+/1lq8ihQ4ewbds28bdpmhgdHa2ZtEOeCBgaGsLWrVvR1NQEoLJZeXlbrq2tDddee61n6+RSwfbuoYcegt/vx/DwsEg9qJWxIHfG7du3Y//+/RgaGgIw+fYjFQMRUWdnJwHlO30SGD+ye9u2bZ6TOmsFfKDXF77wBXFUrXz6W6ml4MOvFEVRli5dis997nNldfHZ1t133304cOCAcLdrAXzW4bZt2/DKK6+I65XepWNS4+O6Li6//HKYplmWRpYjFTt27MATTzzh2c6k2qHrOgYHB/GDH/xAxHcVRcHAwEDZthQpGv39/eL4cT7UkMXY5/ORqqqiKMc5AJLVp2EYZJomBYNBevPNN8VZ8XwydCaTmXD48Uwdhpx7CPLQ0BARjZ+jywdA8v/fcccd4oRuYPzUb/l8+VJK0WfotrS04Itf/CIACJc/HA5DUcY2RucjWQtxQjgaQVLG9m233SYG+rxhuKZpQu2wE3AibBZkWRYaGhqQyWQQDAbFQlaeqN22bRu2bt2K4eFhseMxHQ1oz1h2OhHRf//7Xzr55JMpEAiIHsA9ik/kBI5/BKthGBQIBMSJltFolADQ5s2byXEc0buHh4cplUqRbds0MjJCRDN3krUsgfKx6Kw1+PTR7u5uWrJkiWgLTdM8klcuR3BK58in02n6+te/TgCoublZVEg+T1fTtOMSyGpW/g13gPvuu4+IiLq6ukTjyefmcoNNN2Ty+JhY+excy7LIsiz62te+JsxKOBwWnVw+S3fGCCQi6ujoEDbM7/cLuydX7ngEyj1RPpOX7/vHP/5RNBzbw9HR0Rk9XzfXBjqOQ47jUDqdFiTec889Ho3CbcQklnMYNiUCgbFDQe677z5BGKsGPuy3EAJ9Pp8YE8mqtLGxUVx75513PI3DatW27ROCQK4PEdHIyAj97ne/I1VVyTAM0SZy5/T5fCcGgQCQzWZpzZo1nhtypbmnHavoui6OIVdV1XNEd1tbGymKQpFIhF588UXRQNyIMwWZQO5U8XicMpkMPfPMM0J7sPSFQqG8kjijKpQRj8fp4YcfFpVmMvjfQlQoMH4WPR/RzTaD7zN//nx67rnniGjcDrLbPpMEcuTIcRx67rnnqLW1lfx+v6h3U1OTaAd+J/m9ZpxAAEilUnTeeedRJBLxEClXku2jpmkTHJfcIjs4AMQYatasWfTII48I+yfbwVQq5Rk7sqTmg23bHgm2bZsymcwElcx/y86S/Fu+PjIyQvfee69Q+9wGhXTgQjt4RQnMZDLU29vr6VnBYNCj9+XBfTEEsjoOhULi880330z9/f1EREICuHHloYVt2+Q4DqVSKUokEpTNZsl1XXIcR3iKuarYsixPZ+COMjIyIq5ls1nx3N27d9MNN9wg6h6NRkUbRCKR6iAQGFOljz32mCBAvjGTMRUCTdMUTo6iKDRnzhxSVZUuueQSisVigkRZ+pikeDw+qRTKJDMhqVSK0um0RxJzx5ryPV977TVau3at6Fg8JpaHQlVDIADEYjFat24dhUIhYc9kMvKF1o5HII5KsxyKku/9ne98h/r6+oiIPOOwgYEBQaht20LibNsWknksRyiTyYgO4rouxWIxIXWdnZ30la98hYDxUKKu60KFyterisBEIkE7d+6kOXPmkM/nE8OJY8VFCyGQi9/vp3A4TD6fzxPRaGhooLvuuosOHjzoiY/Kn9PpdN5YqmxHM5mMULWyhLJ0v/322/TlL3+ZotEohUIh8vl8orPKdedGDYVC1UUgMObQvPTSS+Lm7MzkU5uFEKjrOgUCAY9XK3/X5/OJ3r5w4UK6++676e2336ZPP/1UECeD1WU2mxXqMx9c16XR0VFKp9P01ltv0e23305z5szJW+dIJCKIVBSFgsGg+F7VEQgAREQPPvigkBQmMB9RxyMQ8I6XgsGgIIy9PV3Xye/3k9/vF9dWrlxJd999N+3cuZN6e3uFFLEqlSUs1yPt7e2ll19+mR544AFaunSpeHY4HKZgMCjCYYoyNkaVZxUCgUBRseBKEVjSXL+iKIpt2xSPx/GTn/ykpMlfPsKbwXOHipThzYdzce4JAOzcuRO7du3CPffcg2AwiJaWFrS3t+PUU09Fa2srHMfByMgIWltbEY/H0dPTg66uLgwODiKTyWB0dFQsd+PTRXn7aQDinTinledHOWNvsk1cqwbco2+77TaPmsPRnsyfWUrzeaflHOzOVJG9UTlCs3HjRnr55ZdpxYoVwnMFxqNYxbx72VUog0m84YYbhBfJUyoAPKTyS7JzUqj6qJbCTg0AWrBgARGNBR8qRWBZ8vkUZSzn4rHHHsN1112HQCAg9gTz+XwT1AsdnQTWNK1mUgoB4OSTT4brukgkEpg/fz5ee+019PX1zVxKRbFgSfzRj340ofewapF7nK7rnnBUNRfWJIZhUENDAz3xxBNER3tuX1/fia1CZbDK2Lx5s/AqWaXIapVfuhbsHzBuJgKBAD3wwAM0ODgoGjiZTFYPgcDYQD+bzdLTTz/tcbW5EjxmrCX7x531oYceong87mncrq6u6iKQ4TgObdu2jVpaWqixsdFTacMwaopAALRlyxYaHh6e0LCjo6PVSSAAEBF9+OGHtGzZMk8MUValtaBGf/rTn5Lrunkbtb+/v3oJBMZItCyLHnjgAZo9ezYBY7ZCTkNgtZovj1LOSWVHqJgIBv92su/nNqKqqp768e/kRCWemD7llFOos7OTstnspA06PDxM5513niendrJnH+8dVFWlRYsW8dKH6QUHii+++GJRqWg0mjd26vP5RDiLr+X7XrG2lH/DHYVLIBDwxDblYhiGJ5jNdbrxxhupt7eXBgYGjtmYw8PDdOqpp4rnc/DbNM2CZzOAsVhsJBKhhQsX0q5du6afQGCMRNd16amnnhK5lNyzTNOcNH+EY61y8LiY3is3BMdf88VtTdMkwzA8kSM59YNTQb73ve+J7LnjvfPw8DCtWbOGgsGgJxGM75evHrklGAyKzwsWLKCenp6ZIZDBavWpp56iM888U7wIE8OfDcPwVB4SIYVMGkMi5liEy5kA/P3cTDNFUejKK6+kHTt2iFmMQt41kUjQ4sWLPRKdb0h1PAkMhULU0tJCy5cvp/37988sgQwior6+PvrNb35DF110kXgZObuLVarP55tAhBx7PFbJJTpXlcrflSUOGIvpXnDBBfSvf/2LYrFYXk/zWMhkMrR+/XoxpGKVXMxsviylixYtovfee+/EIJDBc3h/+tOf6NxzzyVgzMDLRJajsMOUT2r9fr9H2nVdpy996dpsaAkAAAFqSURBVEv05JNPivnGqbyb4zh000030eLFi4UKZfvHM/zcQScrLS0tBIxNav/whz8UdTnhFudlMhkyTRN9fX148cUX8fTTT6Ojo0Osrec1hbxREG/xVcgCG/6dvCmtYRgwTVNsCwYA55xzDm666SZcdtllmDNnDnRdF/HeqcB1XVIUBclkUtTXMAyx5I43PjoefD4fMpmMWDVtGMaJvbqSiCgej6O7uxs7duzA3r178e677+Kjjz7CkSNHMDo6imw2O+X5uFAohObmZjQ0NGDJkiU4//zzce6552LBggVobGyEaZondPsAJ6AEToZsNku8J+nhw4exa9cu7Ny5Ex999BFisRgOHjyIWCyGgYEBpFIpsc8Nn9+nqipaW1vR3t6OOXPmoL29HUuWLMGKFStwyimniA0JdF2vmjYBqojAfOjo6CDeYNY0Tdi2LWb1eaqK1axpmqwKYVkW0uk0bNvG6tWrq7oN6qhy/D/jwxCAEM36ggAAAABJRU5ErkJggg=="},{"id":"a6aded34-3a00-48fb-acb3-af181c2a4cc7","height":30.66,"width":18.92,"perimeter":98.57,"area":397.81,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHAAAACzCAYAAABRnJhRAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1de4xU9fX/3Oc87uzO7vJYHiugRnmIwgK29Yk20mhNaK21raaxtSa1xtaQVlr7RzVpatK00aj1lyilTWuJoLWtijVqrcQH4AMRpPIMKrACuwssu/O6zzm/P4bz5d6Z2d1Z5i67s8wnuWF2uHPv934/95zvOed7vucL1FHTkEa6AWcCTNOkSCSCfD4Pz/PgeR6i0SgAgIgG/K3rutA0DQBg2zZyuRzi8Tg0TYMkSZI67K0/w0FE9PDDD+O5557D9u3bIcsyDMNANBrF8ePHoev6gL/XNA3xeBy5XA5Hjx6Foii48sorsXz58tP0BGc4UqkUXX311QSAAJBhGKTrOimKQgBIluUBD/5dJBKhSCRCACiRSNAjjzxCACCP3KOdGYhGo8jlcgCASCQC0zRh2zYURUFjY+Ogv08mkwAAy7LgOA4AiOsBQF2FDjMymQwsywJQGM8AQFVVOI4D27YH/X1fXx8AQFEU6LoOx3GQz+chywXZqxM4zFAUBdFoFLFYDLZtw/M8AIAkSdA0TfzdH/L5PBRFgaIosCwL+XweAMTYWSdwmBGLxZBOpwNq1PM8IY1MSH/QNA2O48DzPEiSBF3XYds2JKngQNQJHGZkMhnhMgAFV4BdBx7TBoLjOJAkCUQEIhLEm6YJoG7E1DzqBNY46gTWOOoE1jjqBNY46gTWOOoE1jjqBNY46gTWOOoE1jjqBNY46gTWOOoE1jjqBNY46gTWOOoE1jjqBNY46gTWOOoE1jjqBNY46gTWOOoE1jjqBNY46gTWOOoE1jjqBNY46gTWOOoE1jjqBNY46gTWOOoE1jjqBNY46gTWOOoE1jjqBNY46gTWOOoE1jhqrkqF67rkOA4ymQxSqRS6u7th2zZ6enrQ3d2NbDYLVVWhqqooLsdVkVpaWmAYBmKxGFpbWzFp0iQAgKIoNVv0b1QTSETEVYlSqRQ++eQTrFmzBlu2bMGHH36IvXv34sCBA9A0DUQkKiJxdT/HcUSdFYYkSWhsbMTcuXNx0UUXYdGiRXj77bdpzpw5aG5u5nNqhtBRR6DruqQoCrLZLDZt2oS1a9di3bp1eOedd0oIkWVZSJkffsJc10UxH319fdiwYQM2bNiAWCwmpPaSSy7BN7/5TWzfvp1mzJiBaDQKWZZHNZmjhsB8Pk+SJOHDDz/EM888g1dffRV79+6F4zjIZrPiPCISxIWBbDaLSCQCVVXx1ltv4a233sKkSZOwdOlSLFmyBD09PdTU1FRTUnlakc1mybIseu+99+j222+npqYmUlWVDMMQpRY1TaNEIkGRSIQkSRLfV3JIkjTgweepqkrRaJRUVRVlIGOxGF166aX02GOPkWmaRINVZy2D3t5euvjiiwPtGUr7i3/DJSgfffTRIbclVBw7doyIiP74xz/SFVdc0W/DdV2naDQq6mvixENomlZRZwxGYDKZDNTl1DSNdF0PXLu5uZkWLlxIq1atolwuR7ZtV9x5Y45AOoFXXnklQJymaRSNRikSiVAikaB4PF72YZg8f6cPdFQqgfyiFH+naVrgekuXLqUNGzZQOp2uqAPHDIFM3Ntvv03XX3+9qELrJ8IvZZIkCWmQZZkURaFYLCaq1g7l4Qc6/G2QJIkURRH3Y/L4nrquEwBqaGigX//619Td3U2e5w3YkWOCQCKi7du3009/+lMaP368kDj4OgcARaNRoRoredBi6ejv4SuRQFmWKRqNCpL44PbF43HSNI0URRHj5YUXXkhbt24lx3H67cyaJpCIyPM8+te//hWoG83q0i99bDxwg/0d6e9slpJKO2IwAvt7CRRFoWg0WvKScS1rVVVJ0zRKJpO0YsWKfiVxuAkcNjeCH2j58uVYs2YNDh48iEgkImo/a5oWcAW4DiYAEFGgHLHf+COiQavcMrjO5kD/31/NTt4eAIAIEAAnC7Tyv6lUCj/60Y+QyWTQ19dHDQ0NAZfDtm04jhMo9CpJkjgqfZb+MCwE5nI5AoBrrrkGe/fuxcGDBwEUqtVywVM/YcMB7kO/+1ZM5il4BSXI5/OIRCK499578fHHH+Ohhx4CERGT2NDQAFVV4bquuJ9/H4hqETqB6XSabNvG4sWL8f7774tGc6lg/ptDZGE45OV8bL4PFwcnokEl8lTQ1NSE48ePAwBWrlyJZDKJ+++/H/l8nmRZlpgsz/NEfJbrYI86ZDIZOnToEJ1//vliTFNVlSKRSIkfV6mhUulRzjA5XYckSZRIJMTfd9xxB3V2dhIRkeu6Ygz0uyn+Mb+S6/v7Dr4xMLTppCNHjpBpmrj22muxe/duKIoiJIyLdgOFIuCKooga0GGBrxe2hFWKdDotpP2vf/0rHnjgARw7dgxA4ZmBgtZR1YLS8zxPnF8NQiEwnU6T53m46qqrsG3bNsiyDMdxRANZTUqSBNd1heHADzMcYCNhuBGPx0FEYlyLRqPwPA+PP/44Hn/8cezZs0eca9t24JnDGD6q7sHe3l4iInz5y1/Gjh07hGWlqqp4MM/zhO73W32KolRtzMiyXCJ5siyLgyWf/z9sKc1ms2Ic1HVdVJOXJAm///3v0dnZic8//xyKooh+4DZWa4FWDSIi27ZpwYIFBCAQ/orFYiV6nMdBdoZR4Rgw0MGRE/99eNyNx+MiPKfrOqmqKsbfMO7N9ysOuU2YMEGMc3w/Ds7zcxe3e7B78OfQ/ECOzC9evBiffPIJgMLbyP4dv4m+88UbV/zm8S4ktm1DlmUoiiJ8RZaWcpKqKAoaGhrQ3t6O9vZ2TJkyBVOmTMH06dPR2NgopF2SJDEep9NpdHR0CPfmnXfeQUdHB7q6ugAUVKJlWWKM4m3jLMsSVixb1CxVxe5Ad3d3SZszmUzgu7Ck75QJTKVSeOihh7Bnzx6kUikAEHv7+E34SvQ8EwYALS0tOHLkCCZOnIiuri7h/AMFnyqVSiEajWLBggWYN28evv3tb+Oss87CpEmToGkaVFUtGfvy+TyIqMR09zwPfX192Lp1K1577TW88MIL2LZtGwDAMAyYplmy44okSbBtO+A+1ByIiNauXUuNjY0BVVYc/qpERTQ1NREAcS3DMAK/k2VZmOi6rtNtt91Gb7/9Ntm2TUQk5ukY+XyePM8jx3Eol8uJ713XJdd1yfO8wGGaJqXTaXHuzp076dZbbxXqfty4cQScDKfJsiza2tDQEKo70t8RaizU8zw6duwYXX755QSUDyj7I/mVHNwh/t/EYjHRedFolO666y46cOAAERFZlkWmaZJpmpTP58uSMxDy+TzZtl1CvuM4lE6nKZ/PiwlmP3ncgYqiBPzamiLQdV1avny5uHAsFiuRNJ4GqrSBEydODEix3xhasGABPf3005TJZMiyrEBnu65LHDC3bVuQaNs2OY4TOM91XbJtmyzLEv9HRNTX1yc+Z7NZcT2WyDVr1lBbWxu1tLSINoZlgJ12Ai3LovXr1xOAEoI0TQtIUKVvKFurHPnna6iqSjfffDP19fUJooiIenp6hIT5Cc3n8yVqtBw8zxNEM06E/8T/+wnle99xxx2ibclksjYlMJPJ0GWXXVZyUe5wJoH/v1JznV8GlrxkMkmrVq0SHWnbNvX29opOzmaz1NPTQ0QkVKllWQE1yp85BaIcof4XI5/Pk2ma5LouZbNZSqfTRESUSqWIiKizs5NeeuklSiaToiOHMkyMOIFERE8//TQBCMQ2/eNDuXjnUBrHJL700ktCwvyqksn0q0C/5BVLoP93xef6jR0mmP8ullZGKpWidevWDTkrYFQQ2N3dTXPnzhWNZ8d0sAlTviFbktwY/t5vycXjcdq2bRt5nleWmJEAE8iGExHRm2++SS0tLYFJX9YenKZR7uUcDgIrioUSEa1atQr79+8vuxHvQGCfLJ/PQ5IkEQvk71OpFHRdR3NzM15++WW0tbUhnU4Py9TPqUBRFORyOei6Dk3TkMvlcMUVV2DNmjWYMmUKTNNEY2Oj6A86kSGuKIqIj444Dh8+TBdddJFQk6z7ObWhkpQFtjD57SxOqXjjjTdK1Ndg7sDpQD6fp1wuJ9qSz+eF5bpu3TphQfMzSZIkQmlhHVVJoOd59Oyzz2L79u0ACpJTvBHvQKATE6mcouCfmcjn8zAMAw888ACuvPJKqKoqohsc9RhpOI6DaDQKy7KQyWQCaRhXXXUVHnzwQYwbNw5AYVtUwzBEKG1UTNry2KeqaolOH0z6eAxkKeRAs/8aP/7xj4mI6OjRo0R00qT3uwgjCb/LwRYpj88nZmJo5cqVIv2Rn8sfpar2OGUjhojo9ddfDxghfLDFWUnaHj8cZ3PxNdrb26mjo0N0FncQEVEmkzk9DFUAdlkYpmkKRz+fz5PjOPS9731P9FGY5A1G4IAq9OjRo3jqqacAnIyi80TpUAZo13WFOuF8kNbWVixbtgxTp04FUJiJMAxD3Ccej1dsKA03mpqa4Loujh8/LpKY/MYYEeH+++9HQ0MDgMLqJ03TEI/HR67Rvb299PHHH5NhGCUuAFBw3CsxYordBgBi0QhRwVhhp5moENoq58ONFNh18Ed/XNcVEug3vJ544onAvGdYxympUCKie+65R6g+fyLSUBOI/OpXURSaPn067dy5c9SQVA14PEyn0+S6Ln3nO98RFil3/mAvdzUEDqhC33vvvQFJrgSyLIv5PM4XWbp0KSZPnjw6rLQq4c/3VBQFd955JyZMmBBKzmclKEsgEdGOHTuwefPmqm/Ak7xA4QGTySRuueUWNDY2Vn3t0QA64SbxeHfFFVfgG9/4BoDT40aUJdCyLPztb39DOp2u+gb+JKZMJoPrr78eCxcuBICStItaBPvCkiQhk8mAiPCDH/zgtGmXflXo6tWrK3LUB4PneYhGo8Ipv+2224QFG8b1RwN4CbhhGJBlGfPnz8fcuXNPS9ZZWQKPHj2Kzz77LLRYJKf+nXvuubjsssuQy+UCeaO1DM/zhPpkF0jTNNx1112n5f4lPUhE9Prrr4vGhQEO7t58882IxWJiscdYgP8lz2QyIqnrW9/6FmbMmDHs9y8rAv/5z3+g63oosUhO7G1oaMBNN90Ey7KECg1LwkcSqqoinU7DdV0kk0lomgZZltHQ0IDZs2cP+/1LCNy1axc2b94M27ZFwJkP8q0/oAoznFlNtrW1Ye7cudB1HZlMBrFYLLDurlZBRKIyFHByms2yLNx+++0ACu4T91fYL28JgR0dHThy5AiAcHL3WQ23t7eLsTASiQDA6JkvqwKcNOz/Gyjkkc6dOxfnnXdeYGaFS3+FNf4HruI4Dm3btg1dXV1QFCUUAl3XhaqqWLJkifiOx8Cx4MgDCPSVf/HKzJkzsXjxYjiOI57V8zyRZByGFAYIVFUVW7ZsCa0KEmPatGlYtGhR4YYnpHA0zPWFASaDJYoXcTI5V199NYhILGgFIJZah4EAgZ7nYefOneJzWJg3bx4mT54sXgz/uoJahz9QUW7l0bx588T/qaoqJHFYxsB9+/bh888/RzQaDeXijEWLFomBHDj5coQt6SMB/1jmlypeXjdp0iR/FcTAb8OwAQIEfvDBB+jr6yvbuGowc+ZMaJomHoAfbjgXeJ4u+J+B1acfyWQS5513HoCTlS/4N6GOgUREu3btEmUxwoIsyxg/fjwURQkszzJNc8yMg6xR/ItK/cVmZ8yYAcMwxHmsRsMYBwWBjuNg9+7dME1TmL2VqLhiEtislmVZXGP27NlifR2DHfyxgGJrmo0aVVVhmiZuvvlmIXWKooTq/wZ05OHDh0Xnl1tnVwnYYWVLbNq0aWhqahL6nhvPCznHOqLRKCZPniyKOwAnX/ownl8Q6Loudu/eHahEVImOLneO/7tx48YF/h4L495QMW3aNMTj8ZLqwqGOgZ7noaOjQ1x4qOqtv6oQkydPDlwr7CoNtYDW1tayE9ihEmjbNjzPC1iLYVih8+fPRzweF9dyHEc4tWNhOmkw8LNOnDhRDEs8nIRaJ6azs1PckCWj0jeknPTxOojW1la4rls21HQmgLXP+PHjS/o1DA0kCNy3bx90Xa9KR/vPVxQFqqoimUwKqQOCZI8VK3QgSJIEy7LQ3NwsEqDCHDoEgUeOHBGzBGwGVyri5cY+tjLPOeccYYFxSQ5/ktNYh6qq8DwvMAb6AxrVQjAUiUTEXJa/slIl8J/HpNu2jdbWVsycORMAxHYBuq6HHg8c7dB1HTNmzBACwjVDw9BAMlCo78lp40B5iarj1FEcA/aXwKwWMlDIqvr8889LCKwTGQ54yql4fUloBJqmiQMHDhS+OANM+5EAq09g8FLQQ4EMFHyzw4cPB/6jLn3hQZIksXIpbAhx45Wx/hDamWJkDCdYfTY3N0PX9bLlMauBDBTMeX+ae5248OC6LmRZRlNTE6LRaCB/JrRIDF/U75fVVWg4YLLi8bjIGWUBCTWU5k/OGcqF/WVEAIiJWw6lcWP9A7c/uWesg42XbDaLZDIZ2KQytJLLvJbNX+vzVFE8hpb7zDhTpJwTmvx+oOM4oTy/DBQ6N5FIlKT7DUUSiwucM8qRGKYKGe3wl2RhAsMM6Mt8wQkTJpTMKlQSq2TS+Xd+lek/OMXiTAQ/OzvyTGBoY6Cu65gyZUpJpLzSpBs/gcVzieUk+ky0cjOZTEkuTGiRmEQigRkzZlQl2n61yGnj/mkkoHTe8EwgkoWis7NTLARlmyO0+UDDMKQpU6YIlakoirAmB0Ox6vRPVuZyOVEBvvihzhSw29DV1SXWSYa5NlIo4Xg8HsiYrnTisdiN8H/mreZ4Rr7SRKmxBB7/ubI/p1OEtTIrkNTE+TCcfFsJiucNuaykoihIpVJYv3698IW45IjfPxzr4Lk/1m48mR3WEnNxhfHjxwf8wGrE3K9OeeBm6eY3j0NMYx1sV3B/hv3M4mrTp08P5O1XC/b3/LMcHO0BwkkrryX09vaKz2G6U4LAiRMnlvXdBkO5jDS/w75jx47AJljD8RCjGTzE8NY+3C9hPb9gSFVVxGIxoUb9xVkHQn+z99zQrVu3CjXqN4z8+yKNZbBNwUVg/cNLqGmFiqLg7LPPFp+HinJkSJKEzz77TFR88u+lFNYS7tEO1mQ9PT3Dcv2ABM6dOzewsqgSFdqfFLFEmqaJdDotpqv8q57OFDXqOI4g0B9qDAMBhtra2oT6rFSF+hvF8KtVWZaRy+XEhLF/afWZYIValgXTNMXCWb8GCgMBP3DatGliTrDSG/S3Osm/xGzjxo1iXz5g7EoeP7M/YKGqKrZu3SqMGN5PFwinH/wqVLrkkkswdepUuK4rHPtqQUTYvn27KBzkx1gYA/0vcPHiVv7/LVu2iA0g2ZHnciPVIqDDLrjgAkyZMkX8HcaMuSRJ2LBhAw4dOlR2U+SxDK4D8OabbwYs8f6W4p0KAgRqmoZJkyaJXUdCmfJXVWzfvh179uwRS47HUuJwuWfwq1KgUDyCQ4y8xKC/3w4VAQKJCHPmzAltj3Og0Mje3l6xtWk5p34swE8Yq1JFUdDV1YX9+/cHzmMDMXQVqmkavvjFL4qgcxiWEuv8TZs2gYgCg/hYGAP9KCdRH3zwgahWUbxGPgwECJQkSWpvb8esWbMAhNPBHP/cuHEjPv7448B3Y0UKy/l2PKHNtVcZvEo3rIJ3JVdoa2vDF77wBRiGEY6In7DKPv30U0EgR2bGwhjI8D8LT2an02ls2rQJAMS8qH98DDWUxshms7j11lsDK2k0TStxKfyGyEAHNz4ajeLRRx8FUEjh4CqGQDD47T9qQcVyTR1OWmL3IB6P4/XXX8ebb75ZUjcnTCOuhEDDMKQ5c+ZA0zToui5UATeUa8hUCs6JNE0TO3bswL59+wLTSgNJeS1IqH/+lEtt8fDwz3/+c9jvX1YJt7a2YtasWQHdXmw1DaVzOQba09ODV199VSS2jhVwlgGXk3ZdF6lUCq+99tqw37ssga7r4sYbb4TjOGKjJ78Tzuq1EitV13VYliWsz9WrV4vJzVpQkYPBr5H4JVdVFS+88MKwzUAE7l/uS03TpBtuuAFtbW0iIal4zYTfIa0ErGLWr1+Pf/zjH0I9F2drAygZQ0cz2N9Lp9OIxWIwTROu6+LBBx88LS9ovwycc845uOaaawIzE35fptJqTnwOx0Jt28af/vQn5HK5MVOlwnVdGIaBfD6PWCyGt956Cx999NHIEijLMm644QYYhiEGZ78hA1SmAj3PE1lpnIm1ZcsWPPzww7Asq+Zn5f39Yts2Dh48iD/84Q8jv/UOz060trbCMIySxg5lrYN/ZoOv8atf/UqsCq5lEtlO6OnpQTQaxTPPPIPnnnsu1HXwA2HAQWzcuHG477770NvbK6SIB2l2D/rz4YrHNbY6OUzX2NiIO++8U1iovPW4f/3AaLFU+/r6hOHmOI5Ijfdn8XHc85FHHoGiKKKwT7X7blSNQ4cOUXNzMwEQmxknk0nxuZLDv29uLBYTnxsaGmjFihViw2PeEJL3rB0NGyH798r17/FrWRbZtk2O44jdPZcsWULxeFw8b/G+w6d6SKe6CTJQKMV8++23E3Byc19N0ygSiVS8A6WfNE3TAuRHIhHatWsXpVKpAJH+rU1HGul0OtAeftGYPNd1adWqVaKzmUDexXM4CRzUD8jn8/jJT36CZDIp8locxxHOa6UoTi3XdV2kWVx55ZWwbVuo5NGW/MuF+4BCNQ8e+y3LgizLePnll/HLX/4SqqoK94hdilEBIqLvfve7BBS2FNd1fchvEG+a7N8gWNM0IdW33HILdXd3i7c8k8mI/WlHA2zbFhsi+7ch/9///keLFi0Sz6TreugbIVelQoHCljwfffQRzZ8/X2zeW2kD/ecV7yPPR1NTEwGgG264gXK5XGCsGQ3wPI9s2ybbtsV3juNQV1cX3XjjjSXjPL/gYZFYNYFAQQr//Oc/k2EY4qKVGDL9SSuPo/yQuq5TLBajpUuX0qFDh0YNicePHxefU6kUdXV1ERHRp59+St///vdF22VZpoaGhpIxf9QQCADZbJZmzZpFkUhkyI2IRCIBMnlbc0VRAnvMS5JEy5Yto87OzsAbP5JwXTew1/3u3buFYceHX9p0XS+raUacQCKiF198UVyUieQxzi9RKFIrAx18nq7rFI/HCQBde+21tG3bNmHxZTIZ0YF+izCfz5PneeLI5/PiO9d1yXVdYeb7wf9v27Y43zTNwN72rAX819i4cSNdf/31oUrYaSMQAHp6eui3v/1t4Abjxo0rUY2V+omqqgrSikk///zzad26ddTX1xcgr7e3t8TAKUdSOaLLGUZ+0ogKapNfGMuyKJfLUSaToSeffJKmTZtGQMGlClPKThuBALBnzx66+OKLA2pRVVWh+1kKKyWRxxD+jX8MicfjtHLlStG5fkns7e0lx3EEKfl8nizLomw2S5ZllRBTLJWe51E2myXHccg0Tert7Q2o7UwmQ9lslnK5HP3mN78Rfp3/hauk8yv1l08bgUREq1evJk3TxMNwQ2Ox2CkN4qqqBsZClmT+e+HChfTcc88JotiM70+qGKZpkmVZgYjJQHAch3K5nCByzZo1tHDhQiF1/HJGIpGKJJD7pRoSQyeQSfzZz35GQMHq4gdLJpNCqippnF9K/Z/9ZPojGkuWLKF///vfdPz4ceGXua5bMn7Ztk29vb2DEsYvgt9QMU2TnnjiCZo9ezbJslzSLv7b38ZKCDxVIoeNQM/z6KabbiKgENcsbtxQrFV29Pl3hmEEOssfQFAUha677jp6/vnnqbOzs8TAMU1TSBuPfY7jkGVZQiI5lsnnuK5LBw4coBUrVtDixYspkUiQpmmBFzEWiwlXodJDlmVhcZ8qicNCIJO4f/9+WrhwYUCdTJ48eUgN1HV9wLihoijiZVBVlVpaWgK//epXv0pPPfUUHTx4kBzHIdu2ybIs4YCXU535fJ4cx6GOjg568skn6brrrhPBZ0VRSjo5FosFJI794UoJLEdipUQORGDVOQsnBnlceOGFOHjwIAzDQCaTEeUmB5sSKl61yzk0PF2l6zqy2aw4j+ciPc9DNBqFbdtiWkbTNCSTSbS1teHss8/GpEmTEIlERLEd0zTR09ODw4cP4/Dhw+jt7cXBgwcBBAsW+dM5uB3+PCBOIawExWknVDSFVPx3OfjnFrkfHn30Udx9993h5Jx4nkfbtm2jiy66iIBSA4Sli9+eaDRatWU2Wg6/L8yS6zfimpubacOGDfSLX/wi4CMPZXipajaiEiiKIp1zzjl45ZVX0N7eHqiF6U8hVFVV5I4QUeh79Y4ELMuCrutIJpMla/4ikQjuvfdezJ8/H+3t7QBOzsrwpHC1CG2Ns2EYkmEYePHFFzFx4kSYpomWlhYxg8/5krzQcVRNt1QBXdeRSCREekhLS4vYAWfZsmW47bbbEI/HJd6GjxPDyDdtVg1CXaTe2NgoJZNJ7Nq1C7NmzcKxY8cQiUTEfkm89Y6qqqG9gSONWCyGY8eOASiMwceOHYMkSbj88svx85//HBMmTAAAcQ5wclwclsUt1SKRSEi6ruPZZ5/FzJkzYZqmeEvZsMlms6Et4R5p9Pb2QlEUGIYB13XR1NSE8ePHY+3atVx7TgIKm4txhjunWoaR8zMsZSIMw5Bmz56Nd999F0uXLoXneUin0yAiUTPTMIxRk7RUDXipGA8H559/Pt544w0kEgk0NjYKK9GyLEQikcBeimFg2Op8KIoiRSIRrF69Gtdeey1/h0QiAWD0pEtUCx4idF3HzJkz8dhjj2HmzJnQNC1g4vt3r+axL9Tt54YDsVhMUhQFa9euxSOPPALLssQCEH4jax1M3vjx4/Hyyy/j4osvhqIoJf5ZPB4XPiaX8hyW5WVhIxqNSpIkSXfffTfee+89fOUrXxFFFPyLXoDgYplyicORSCRQx1TX9YrWJw4E//UqWToXi8VKfnPPPffgnXfeweg+oxwAAALxSURBVPTp08WYVwxeWkBEwkrlkpsDHXwPXoMxolvZcrD5d7/7nUihgC9cVm76SVGUEsdf13Vxbrnw1FBDVcWhPF3XKZFIiO9lWaZYLBYIn6mqShMnTqSnn36a9u3bRzRISGXNmjWBwEalU22apgnnXVVVUlWVJEmiFStWDB7CGS4QEe3bt49uvfVWisViIlDNDS0mV5IkMgyDGhsbA8FlzgCrhkDDMESEhOc0+5tJicfj4v8uvfRSevfdd8lxnIo68i9/+UsgksKfBzv43EgkQolEQjzTww8/PHIEAgCnDXZ1ddEPf/jDwNvpb3jx5KmfFH4bq5VA/739ktHY2CikjyV0+vTp9NBDD4ns8Uqfd+XKlaQoCiWTSdG2SuYTy81+xONx+r//+7+RJZDR19dH+XyePv30U7rvvvto6tSpQnWwyopEIiJlXZblgMSGIYE8dcTfcX6PP0ugtbWVli1bRocPHx4ScYznn38+0J6hJob5p7aSyeToIZBhmibZtk3vv/8+LV++nM4999wSlcMHkxMGgXzwWFusPs8++2y64447aMuWLWIa6lSe7/3336fFixdTS0sLRSIRamhooHg8ToZhDHjw3KhhGKJtc+bMob///e8EhDCdFDb47e7u7kZHRweef/55/Pe//8XGjRvFdt6O4whLbjBLczBhicVi4lp8valTp+JrX/savv71r2PevHkiHNafhVnpc3EggyvZx+PxQUOK8XgcpmnCcRzEYrHirYxG9xrmXC5H0WgUR44cwc6dO7F582Zs3rwZO3fuxKFDh5DJZAIxxnIYjMDJkyfDMAycddZZmDdvHr70pS9h/vz5aGtrg2EYVZF2OjCqG1cMls6+vj7s3bsXe/fuxaZNm3D06FHs378f+/fvx5EjR2CapvDpeOqK45Wtra2YNm0azjrrLLS0tGDBggU477zzcO6554rFNbIs10y/1ExDy2H9+vXU2NjYb8VAAIEAsn/rU668ccEFF9R0H9RR4/h/pvtHujC4uvUAAAAASUVORK5CYII="},{"id":"35546aeb-21ac-40be-88e6-d5e5969ecebe","height":30.14,"width":28.03,"perimeter":115.8,"area":334.17,"image":"data:image/png;base64,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"},{"id":"edebf1af-9fcc-4a9f-ac4a-2a75e97ba8c8","height":21.9,"width":20.15,"perimeter":113.54,"area":167.67,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHcAAACBCAYAAAD68iWOAAAABmJLR0QA/wD/AP+gvaeTAAAa80lEQVR4nO1de3CU1RU/3+63++0jCXmRxDQpRsDSYrFFioBVsQUsCBoYqvYBrZUy084ArdZBOtoplIraqgzNKDI4Clo7gvBHK1AqodKHIo+CjVJ0Wl4hQoC8dje77PPXP5Jzud+XTfbb7CbZDTkzZxIS8u13z++ec88599xziYbo6qNoNAoACAaDSOdzg8EgmNL53KuJGBcA8Hq93cpRifeHr776KjU0NNCZM2eoqqqKXC4XBYPBlF6ovb2dSktLyeFw0MGDB+mhhx6iqqoqUhSlyzsMFgKA1tZWeuedd+jEiRMpP89isVA0GiVVVam5uZksFgu5XC76/ve/TyUlJYnlePbsWRQXF4OIQET47Gc/CyKCxWJJiYkIDocDRISKigoQEbZu3YpYLDZoNbipqQmLFy9Oi/xYhkSEnJwcOJ1O8e+VK1eak2EwGMT69esFAESE3Nxc8X0qnJOTI753uVwoLCzE+fPnB6WJBoAXX3wRRAS73Z4W+amqCiKCpmmwWCxwOByYNGkSotGoefkFAgH8+te/xvDhw8XLKYoCi8UCu92umzX8vaIoPTI/hweqaRpyc3Nxzz33DDpwAWDr1q3CUvHXZJllx3Lnn1ssFrjdbowYMQKRSCQ5cImIfD4fPv/5zyM/Pz/uDOIPttlspsFVVVW8JP9deXk51q9fP2gADofDqK+vx2233SYsFPVSU2VwNU0TPy8qKgIR4d1334Xf709ebn6/H++99x6cTqcOROqcOaqqwmq1dnmRRADzc+SXnTBhAg4fPjwoAA6FQli6dKkYmyy3ZFkGlzotH1vKmpoatLa29l5eALBq1SqdQ+BwOKCqqm6Rt1qtCYGV/y8PmgF2Op2orq5O3rxkGLE55jHyGtnbNVeWnc1mE+Z9ypQp6XFEY7EY7rrrLp0jxLORB2EGXOOAqRNg1mi3243XXnsta7U3Go2ioaEB119/PYg6nEcem2zhkmEjuCznTz75JD1yCoVC+Oijj0RIRJ1aTJJptVgspkwydQIqa7E8q2+44Yas1V6Px4N7771XyIWBkCdzsiyDyxNk+/bt6Q0fAWDdunU6gIn0XqBZcHn9tlqtsFqtcDgcupm9YcOGHrMumUg+nw/PPvssiPRhI09cefzJsFFz16xZ0zd5AQCorq7WBdOyU5QIXLvdLkCUZ6JsuhRFgdPpxFtvvZX2tGdfUVNTE44ePQqbzSaANSZtessyuBMnTuy7JSscDuPcuXMoLy8XpkaOv8xqbncse5UjR45EY2NjVoALAOPGjevV+I3OJjNPCrZwLpcL586dg8/n6zuZNDU1YevWrcjNze1VGJSIS0pKxPfr1q3DxYsXMxpgn8+HlStXCscwVXDlkNNmswklqqmp6VtgmQDgqaeegtVqNZ2dMgMum7S8vDzxs8bGRrS3t2ckwB6PB6+//rpuSUmH5g4bNgxEVzJ/999/PyKRSP/JIBKJYNq0aVAURZiQVMGVkyKc1ZkxYwZaW1t7l4XpQwKAhoYGMXZOz6YKLvsweXl5sFgs+NznPge/39+//kcoFEJtbS0KCgrgdrvTAi51AlxQUCCSJUSEBx98MONiX7/fjwULFoh3dLlcKYPLaV7eXMnPz8eBAwcGZuzhcBhPP/206XU33uBklp0zOR+raRp27NiRMQD7/X784Q9/AFFH4iWZ3LqRZXDlZY6I8Nvf/hbhcHjgxuz1ejF//nzdRkJvweW1hplNtNPpxOTJkzPCubpw4QKOHz+OsrIyMRGT2RUzcjyHKicnB7NmzUJbW9vAjretrQ3Nzc0YPnx4Wsyy7EzJ2SuLxYINGzbA4/EM2IC9Xi8AYMyYMeId+f3S6VDl5eXh6NGjmWGpfD4ftmzZItZekgbO5tUsuEY2Dr6urm7AnKtIJILFixeLPW4iEiGhmfQry0CWk8Ph0MnG7Xbjb3/7W2ZFCI2NjXj44Yd1ppToyiZBOhLnTqcTd95554DknmOxGHbt2iXKj/Lz80X6VDapPbExW5Wfny8mf2lpKYgIv/zlLzMvMwcA//3vf3HrrbeKl2eAUykxkcHlMGHjxo39arK8Xi/q6+tx8803i/diB0jeZ00ErqZpOi3luJ7ltGDBAjQ3N2eGOTYSAOzatQsFBQVCW1OtvTKaZZvNhoqKChw/frzfhAAADz74oDCb8phYG806lBwRyKnWnJwcjBkzBseOHctMYJkA4Fe/+pWY2fIeJKUBXLYCd999d78Iwu/3Y9OmTcLR4XfiZcbhcCSVxGFQ2RzzRNm9e3d2VIG2trbi61//ekoaS3HAZSFarVZomoaampo+Bdjv92P//v0iqSDH3jabTUxcs2suSc6U7B0/8MADma2xMgUCAezfvx/XXnutEIxx18Msy+Cy1qqqipycHJSWluKDDz7oE+85GAyipaUFN910k8785ubm6t6DJLATgctOoazFM2fORGNjY//mjlMlAFi/fj2o0yukNK25RPpQorq6uk9mPQCsWLFCV2ctx+DyO7BpNRsKqaoKTdNQUFCAM2fOZI/WyhQMBvGNb3xDFwZx+EBxQDcrGHmDwel04tVXX01reBSJRPDnP/9ZfK4MqhmWq0z4Z5qm6ZwvIsJbb701sOnFVMjn86GlpQXl5eXIycnReYlyzOd2u00lAfhv5CpMIsIXv/jFtHnPra2t8Hg8qKys1JlQM3E677/KziOPmf+eJ8qiRYuyF1gmAPjTn/4k8sZGcO12u2mzxqaZZ77NZhPr309+8pO0eJuRSAT33HOPDrRkCtyMpUOKonQpwr/++uvR1NSEQCCQ3eASdQC8bNmyLrOcKPkCO6OguS7L5XKlXBYLAL/5zW8EILITl2yGzeVydSnltdlsKCgowJtvvpmd62w88vl8uHjxIqZOnSrWH6fTqXOS2AT2xPJ2mCw8PlpRUVEBAL1afwHgyJEjKC4u1n2OMS7tieNFBJyZ4t/9/ve/z454NhkCgNraWhQWFgpBsDaaTQIwmOzByvuo/P2yZct6lZsNh8O4/fbbhZbJBQgyOD0xv4ecfZInxb333pu1NdkJCQB+8YtfCICJuu4cJTLLiqLo/p7zzQ6HQyTfd+7cmVTcePbsWaxdu1Y8U875ck11MnE6Tz55y3LSpEn4+OOP0dLSMjjBvXz5MgKBAObPn99FIGZys/L6zBPCWDftcrlwyy234NNPPzWlJaFQCJs3bxZF33IGSa6tNuNUscayWecJUVJSktXHZEwTALz//vvIzc0VYYF8rNPIxnjRDGuahuXLlycUZjQaxblz51BUVGQq923GspAEMjtlzz33XOZt4/UVAcArr7wCoo5Ehqwh8lpMneCaNYl8PoeIUFZWhn379qG5ublboXKRG5G5YoJE4KqqKiwKa+/cuXPR1NR0dQDLBADz589Hbm6uEAiDzLtIxj3TZHnhwoXdrr0ejwd1dXVxzXt3bEZz+Tk2mw2jRo3KnHKZ/iQA+PjjjzFhwgTdGiezDDSZAJPNIAOmqmrcqkm/34+TJ08iNzdXnHAws6aa9eadTiesViu2b99+9QHLBADbtm3DsGHDuoDImms004nY2Dti7NixOH36tM65CoVCmDx5sjCdxlOG3XEicO12u3DIHn/88cyqgxoIAoAnnngirvYYwaYEwmeA3G43NE0TIC9atEg4NF6vF8888wycTqfQcLMbA2YdqqlTpwLA4A17kiGv14svf/nLcLlcAmCjwMyAy3GunETIy8uDpmn45z//iebmZpw8eVLXYyvda25RURE++OCDq9ccGykcDuPtt9/GsGHD4HA44ppjs6aZQdI0TZcdmjVrFlasWIF58+YJ8DnZYCzJ7Y4TgatpGl588cUhYI0EAK+//rour0udplbum9EfbPwsdpb43biKkbsCsDe/YsWK/jlmmY0Ui8Xwta99TfTMYG/ZrGali7sD1+FwwOl0ivSnvL03fvx41NfXD2ltdwQAx44dQ3l5uS5eJEpfez0z3B24/G+ebC6XS2jxYOmh1acEAC+88ILQFDIItD+4J3DZs+YjJS6XC0uXLh0C1iwBEJ1OZQ+6v7g7cOWD0fw7PvU+4CfysoUAoK2tDaNGjep3k0wmzDJzVVUV/H7/kNYmS1x7lZeXl3T1YarcE7jywa2DBw/2uDExRD0QADz22GMZo7nyezz66KODo8BtoAgATp06JY6m8LqnqmqX2qbe7hzJLJegsjPH66y8rzxv3jy0t7cPvlqo/iYAOHjwoG5jn+iKU8M7MJQGjZU1Uz5pIH8/fPhwnDp1aihvnC4CgM2bN8PtdutMpnxmN10Ay8cz3W63TmMLCgqwefPmIQcq3QQADzzwgE6T5AqOdDDH0larVRx1UVVVFNT/7Gc/GwK2LwgA6urqcOONN3YpXJOrIVNhOZ421inPnTsXFy5cQCgUGgK3L4g3F+S10XhKPVUuLy8X35eVlYGoo87ryJEjQ1rb1xSLxbBs2TLR65+1LdXWt2RYt51OJ+x2OwoLC/Hyyy8PaWx/EB8X+cpXvqIzp+lce7l9kKIomDBhQlZrrGWgXyAZUhRFsVgs9OMf/5g0TSMiIrvdTtFoNC3PdzqdFAwGyWazEQAaNWpUWp47RCYpGo3i7NmzqK6uTuqgllnmcKuwsBAWiwXvvvtuVmtvVhEA/PSnPxXmM13AymeGuQKEiDBnzpys6dqe1QQA//rXvzBixAgBRLpyz3a7XThoHNtyT601a9YMaW9f04ULFzB27NguGpuuzXxOXtjtdt2FVmVlZXj77beHAO4rAoAnn3xSF7pomiY2EygN4PJzVFUVBXH8derUqWhsbBwCON10+fJlbNmyRZwocLvdaa/QkG85Y0DZPLPpX758+dD6m066fPkyvF4vqqqqulRDpnqFqZF7ulKHY+lt27YN3hPy/U1tbW34zne+06WvcW/OEiXL8mfxpLrhhhvw73//eyhrlSoFAgHU1tYKczmQ4BJdKdj75je/ObT2pkIAcODAAYwePTpjwJU37mtqaq6eE/PpJgDi/C4f8xxIcBlY7m6jaRpqa2uzqylnJhAArFmzRgiZy2kGEtx4cfX06dOvvrYIqVA4HEZLS4soeeGvAw2u8Xc84YayVyapra0NHo8H1dXVIOp6G+VAgys3NaHOCVdeXo7du3cPlbomIgBYsGCBrrpC7pA+kODy58h3HXHsW1lZCY/HMwRwdxQKhbBv3z6dcFmoZjbjuVGZXOjGv2NA5I0GzkSZLdNJdPh68eLFQ2eG4hEA1NfXIz8/X6yxLHSzaUY2nXLJq91uFzXOY8eOxcKFC8VaKbcWNANwInALCwvxu9/9bmj9NVIgEBDXu6iqqjN5ZjVL3vqT2xURdRS7bdu2DceOHdOV6OTk5JiePGZ6YlRUVOCjjz4aMs9MAFBTUwMiwnXXXSeETpJQzQDAmmi8poaI8NRTTyEcDoPbE1ZUVHRZ0xNxInD5c+fOnTugdw5mDHE9Mtcey+thb3th8ERgsOfMmaPrCQUAzz//vO4oirEXRzw2o7k8UZ577rmh5IbH4xFt543tgvhkXTKVjcZmZddeey327t3bZR0MBAKYPn16UjeWmQGXubi4GH/961+v3vRkLBYTlyuz0yP3iCKKf9NHd2xsDjp8+HCsWrUq7kUR4XAYe/bs0Wl6Ik4ErvHyiltvvRVtbW24fPny1QUwAOzfvx+lpaVCuGySjVe0mGU590tEuOOOO3Dp0qVuBQsA9913X9r6UPH/ky+ofOihh64u79nv98Pn8+H222/XgWqG5VMGzMa7EqgT6JMnT/a47gFAJBLBpEmTRILE2AZffqYZ5opM2ds/dOhQ9l8zY5YA4Ac/+AEcDofQNjMAyx4pm0HZZMuZrNWrV5u6Bg4A/vGPf4jCOEVRdLlsRVGSOoskn8DnIruysrLMv2EzHdTe3o7t27frtC6eQxKPZYcr3hrMGjZjxoykQhEAePjhh0F0pWaKSF/obubkvs1m6xKOsQX41re+NbhLczjGHD9+PIhIl4kyA65cmWgUNv9uzJgx2L17d1JaEgwGcfr0aXzpS1/STZ546cueWE6T8sSwWq2i9vmll14avNorH6Bm4SUTZzLLZpLvI+LnrF27tle9KiKRCN555x0oioKioiLdREr2kBl3AJAnrNVqRWVlJU6cODH4AAaAZ555RpgpFl4yoMrrLXWCLJvO6dOno7W1tdeCAzoudibJ7CfzftwqUA6JeCLy1/vuuw+XLl0aPAADwN69e0U/ZKIr53GMFQ49sVx2SqRfd8eNG4c//vGPKQstFAph3LhxAiC5vDXR+7lcLjEWOdPG2Tdehh577LHB4T0DwKefforbbrtNZ0aNM9tMM2tm+QYxoo6wZ8WKFWnRBp/Phx07duiaeid7VMW47srj48m8e/fu7M9exWIxPPLII6aEkihJwBcyUuek4NzwnXfeCY/HkzZTBwBLliwRn8OTiGNXvsM32by37JTddNNNOH/+fPaCG4vFsGfPHtMNScyAa7fbRUzKpw8+/PDDtK5hPp8PwWAQd9xxh06Du7uI0SzI/Czuu7FmzZrsDI8AoLGxESNHjjTtlCQCV/aSFaXjVs7HH3+8T5wTTm7Im/7xrsHhUh8z4yMiMdH55tDa2trsM8/t7e1YunSpGLiZPdNkwNU0DbNnz0YgEEjJQ+6JGhoasGjRoi4tAuXarWRMs2zeufpjxIgRabu1u18oEAjgtddeExviZnPHZjfDi4uLUVxcjD179vSpUADg+PHjOi+fQx3jmmsGZGOyRlEUMUmzAtxwOIxPPvkEI0eO7OLVJuJE4MoAP/vss/0ikHA4jM2bN3erhcxmTDOvubIXzTLauHFj5h8si0QimDFjhi60yc3NNQWwGYdK07R+bx906dIlYZ7l2JrfyezklU25cZnK+M0FANi0aZPuihZj4qEnNgNuXl4ejh492q9eJgAcPnwYZWVlutou9t7NOlQ2m023c2W8Uft73/sezp8/n3kAA8CuXbt0DTGJ9E04yQS4sncqe6L8840bNw5I8RkAbNmyRYyNtZXroNPR5ExRFPzoRz/KrOwVAJw9exY33nijWFPktj9E5lrm8mY5n2pnAXL4sGDBAtTV1Q3YwIPBIL773e8KIHi3J12tkiwWC/Lz8/Hmm2/C6/VmBsAAsGzZMvGSrGVybjbZIjd5k8DhcKCgoACHDh0aUJMFAB9++CGqqqq6tGtIZ3+OMWPG4H//+9/Ad2KPxWLYuXMnNE3T3flOnWuMfICKEgwqngfKse0TTzyREd4kALz00kviHY3t8lNhuQ/HkiVLBtY8A8CZM2dwyy23CI2TNwLknsjxBmNkjh9lrVUUBdOmTeuzREVvyOPx4P777xfvnO4LNrgj7QsvvDBwlioUCmHhwoW6czfUOWC57Y/sYfbEDKY8GaqqqrBr166M8iADgQDq6+tFjjidJpktn8ViwXXXXTcw4VEkEhHBvdzz2Ji5ycnJSWrDmwfGf7t27dqMrPvlUwtsrdLVEpirJ4k6HLV58+b172UZsVgMp0+fhtvtFsDJg5PrkNlkmfEoZQ/Z6XRi9OjRGaWxRopGo/j2t7+tm5CpMFs/eWmy2Wz9eydvIBDAzJkzoapqlythzDB7w/KEYDPOcXJRUVHGt56PRCI4cuSIuJaOpEkuazMrQKIkDT+DlzGHwyFO7vdL30muheISULNnW4n0IQ4za7eqqrpqhVWrVmXFQWYA2LBhg7BOcuKFwWHgEoHLkyCeotx11119G/sCwM6dO3HNNdfoPjheqWl3HC8Py6abJ8ns2bNx8eLFjAeWKRgM4oc//KFu+THWPDPIPbGx14b8lYiwevXqvgkHvV4vGhsb8dWvflWYDtmcJBsOyBdAyTO1srIS77//fkabYyMBwIkTJ1BZWSkAMdZdmQGXpMkgJ38Y9KKiImzZsiX9eXUAWL58uQAyXhFYIo7XnITzybwRvnLlyqwClikajeL555+HxWIRFyfLsb6Z7UyirsV/RFfifyLCxIkTcerUqfTJCAD27dsn1ln5FFuy3WS4wIwHIM/wOXPmoKGhIeuAZQoEAiL3THQlQ2d2zSXS10nLvgxv9NvtdixatCg94EYiEXi9XowbN66L+ZWTE8loMA/AZrOJ533hC1/Ajh07slJrmYCOFv3FxcW6Q92yNpopRGCWNVZegy0WC954443Ua6/a29sxderULh8gt4inXoBKpO9d8fTTT2c1sEyRSASbNm3SOVJkcs3liS7v88rHWdjKsQVNKVQEgFdeeSUtSXEeoNvt1lUhuFwuTJ48eVAAyxQMBjFp0iSd3GSt5HBJbppGSWp2Tk4OpkyZouv1YZpisRjee+89fOYzn0nrXXnyQF0uF6655hr8/e9/H1TgAsCePXswbNgwuN3uLpEEg2vsgGfG6bLb7UI5cnNzsXr16uRkBwDt7e24++67uzTXTIVl00PUca3LYL22FAAeffRRaJomsnhEV4rbewMuJ0VIkmlpaWlyGysXL17Ez3/+c+Ewmd3VScSqqoowweFw4Oabb0YoFEJzc/OgBNfj8WDmzJnCr5DNq1wsZ5ZlxcjNzRVmf8qUKeaO0/j9fhw7dkws2m63Gy6XKy17ljxJioqK4HA4UFdXNyi1lgkADh06JOJdo7YmyyQ5W4wHW4Xly5f3LMtoNIr6+nqMHz8+rbdaxuN169YNamCZotEoVq9eDSL9iYV4yRyzGSxjUQR1gvzyyy93L9OWlhY88sgjulwnr7XJJCp64oKCAkybNu2qap/n9Xoxe/ZsEdb0dKCsJ5bTtHIIyg7W6NGj0dDQ0LVzOwC88cYbKCkpAdGVSkSi5PPGPXFRURH27t2bnafbeknhcBiHDx/WNQSnXoBLdKXKhf8td85RFAWzZs3qqr0tLS0oKyvTzYhkTbPxcBQ7D3LKsU8S31lA0WgU69ev7yKzdJbosNmXOwyoRET/+c9/KBKJEACyWCxktVpJVVWKxWIEgFRVTXgBsaIoREQkTxxFUchi6bh/ecmSJTRx4kSyWq1KqsLKNrJarUo0GsVf/vIXOnDgALW2tlI0GiWLxUJ2u50sFguFw+GUPkNVVWpvb6cDBw7QzJkziYhIIepIM2qaRsFgkGKxGKmqSoqiUCwWI4vFQqqqUiQS6fHhDC5RB8D8b0VRSFEUam5uppKSElLk/3gVEQCcP3+eiouLiYgoEAiQoijkcDgoFAqR1WpN9fkUiUTIZrORpmlXrZyvGvo/E0jsyJp5je0AAAAASUVORK5CYII="},{"id":"cae88021-5dac-4b95-8184-9f875d020257","height":22.78,"width":19.97,"perimeter":108.35,"area":283.57,"image":"data:image/png;base64,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"},{"id":"ca6250b9-c9a8-4ca4-8b17-5a1bbe7bffa9","height":30.66,"width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"},{"id":"3ad7fd72-3081-4cae-8d67-7594458e4770","height":30.14,"width":28.03,"perimeter":115.7,"area":334.24,"image":"data:image/png;base64,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"},{"id":"f8339abd-045a-4cd2-8882-5ccfb0a88d3c","height":21.9,"width":20.15,"perimeter":113.79,"area":167.81,"image":"data:image/png;base64,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"},{"id":"a9f6516d-58bd-43f9-8a43-2e9872149057","height":22.78,"width":19.97,"perimeter":108,"area":283.64,"image":"data:image/png;base64,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"},{"id":"c1eabd6e-5df2-41ec-a7f9-218c0f29683d","height":30.66,"width":18.92,"perimeter":98.57,"area":397.81,"image":"data:image/png;base64,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"},{"id":"b2abdcc6-5765-4060-b870-d710f9419806","height":30.14,"width":28.03,"perimeter":115.8,"area":334.17,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-07 09:31:34"} 
[2026-04-07 09:31:34] local.INFO: Number of letters detected {"data":{"noOfLetters":21},"timestamp":"2026-04-07 09:31:34"} 
[2026-04-07 09:31:34] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":2176.46,"perimeter_in_feet":181.37},"timestamp":"2026-04-07 09:31:34"} 
[2026-04-07 09:31:34] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[167.81,283.67,127.07,177.37,399.37,397.81,334.17,167.67,283.57,127.16,177.37,399.44,397.72,334.24,167.81,283.64,127.07,177.37,399.37,397.81,334.17],"actualFilledAreaSum":5661.679999999999},"timestamp":"2026-04-07 09:31:34"} 
[2026-04-07 09:31:34] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":39.32},"timestamp":"2026-04-07 09:31:34"} 
[2026-04-07 09:31:34] local.INFO: Average character height calculated {"data":{"avgCharHeight":27.99285714285714},"timestamp":"2026-04-07 09:31:34"} 
[2026-04-07 09:31:34] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":936.0,"originalHeight":779.0,"ratio":1.2015404364569962},"timestamp":"2026-04-07 09:31:34"} 
[2026-04-07 09:31:34] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"164","otherDimensionOfSign":136.49},"timestamp":"2026-04-07 09:31:34"} 
[2026-04-07 09:31:36] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"15744\" height=\"13103.179487179488\" viewBox=\"0 0 936 779\">
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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":647,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.67,"bounding_box_area":454,"exact_perimeter":108,"approximate_perimeter":99.98,"convex_hull_perimeter":68.97,"perimeter_pixels":616.4163056034271,"original_contour_points":211,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3056,"perimeter_to_area_ratio":0.3807},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":602,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.81,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":602,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.17,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3132,"perimeter_to_area_ratio":0.3465},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":752,"y":349,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.67,"bounding_box_area":441,"exact_perimeter":113.54,"approximate_perimeter":107.65,"convex_hull_perimeter":81.96,"perimeter_pixels":648.02142802481,"original_contour_points":276,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1634,"perimeter_to_area_ratio":0.6772},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":625,"y":347,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.57,"bounding_box_area":454,"exact_perimeter":108.35,"approximate_perimeter":100.53,"convex_hull_perimeter":68.97,"perimeter_pixels":618.4163056034271,"original_contour_points":209,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3035,"perimeter_to_area_ratio":0.3821},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":12,"position":{"x":170,"y":302,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.72,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.67,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592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","detection_approach":"prominent_color_detection"},{"index":13,"position":{"x":2,"y":302,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.24,"bounding_box_area":844,"exact_perimeter":115.7,"approximate_perimeter":108.64,"convex_hull_perimeter":96.45,"perimeter_pixels":660.3158005400394,"original_contour_points":351,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3138,"perimeter_to_area_ratio":0.3462},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":14,"position":{"x":752,"y":49,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.81,"bounding_box_area":441,"exact_perimeter":113.79,"approximate_perimeter":107.8,"convex_hull_perimeter":82.13,"perimeter_pixels":649.4356415871832,"original_contour_points":276,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1629,"perimeter_to_area_ratio":0.6781},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":15,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.64,"bounding_box_area":454,"exact_perimeter":108,"approximate_perimeter":99.98,"convex_hull_perimeter":68.97,"perimeter_pixels":616.4163056034271,"original_contour_points":211,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3056,"perimeter_to_area_ratio":0.3808},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":16,"position":{"x":873,"y":8,"width":61,"height":169},"scaled_width":10.69,"scaled_height":29.61,"actual_filled_area":127.07,"bounding_box_area":316,"exact_perimeter":83.73,"approximate_perimeter":77.47,"convex_hull_perimeter":68.35,"perimeter_pixels":477.8822509939089,"original_contour_points":78,"approximation_points":12,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2278,"perimeter_to_area_ratio":0.6589},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":18,"position":{"x":304,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":399.37,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.82,"convex_hull_perimeter":85.01,"perimeter_pixels":562.5929291125638,"original_contour_points":116,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5165,"perimeter_to_area_ratio":0.2468},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":19,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.81,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":20,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.17,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3132,"perimeter_to_area_ratio":0.3465},"image_base64":"data:image/png;base64,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"},{"id":"6a9e22b1-9dff-44fb-9f2a-2608eecfa789","height":22.78,"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"},{"id":"a6aded34-3a00-48fb-acb3-af181c2a4cc7","height":30.66,"width":18.92,"perimeter":98.57,"area":397.81,"image":"data:image/png;base64,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"},{"id":"35546aeb-21ac-40be-88e6-d5e5969ecebe","height":30.14,"width":28.03,"perimeter":115.8,"area":334.17,"image":"data:image/png;base64,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"},{"id":"edebf1af-9fcc-4a9f-ac4a-2a75e97ba8c8","height":21.9,"width":20.15,"perimeter":113.54,"area":167.67,"image":"data:image/png;base64,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"},{"id":"cae88021-5dac-4b95-8184-9f875d020257","height":22.78,"width":19.97,"perimeter":108.35,"area":283.57,"image":"data:image/png;base64,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"},{"id":"53cce9ca-881f-4897-99ef-7e2d0f1217ab","height":29.79,"width":10.69,"perimeter":84.02,"area":127.16,"image":"data:image/png;base64,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"},{"id":"ca6250b9-c9a8-4ca4-8b17-5a1bbe7bffa9","height":30.66,"width":18.92,"perimeter":98.57,"area":397.72,"image":"data:image/png;base64,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"},{"id":"3ad7fd72-3081-4cae-8d67-7594458e4770","height":30.14,"width":28.03,"perimeter":115.7,"area":334.24,"image":"data:image/png;base64,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"},{"id":"f8339abd-045a-4cd2-8882-5ccfb0a88d3c","height":21.9,"width":20.15,"perimeter":113.79,"area":167.81,"image":"data:image/png;base64,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"},{"id":"a9f6516d-58bd-43f9-8a43-2e9872149057","height":22.78,"width":19.97,"perimeter":108,"area":283.64,"image":"data:image/png;base64,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"},{"id":"c1eabd6e-5df2-41ec-a7f9-218c0f29683d","height":30.66,"width":18.92,"perimeter":98.57,"area":397.81,"image":"data:image/png;base64,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"},{"id":"b2abdcc6-5765-4060-b870-d710f9419806","height":30.14,"width":28.03,"perimeter":115.8,"area":334.17,"image":"data:image/png;base64,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"}],"no_of_letters":21,"perimeter_of_sign":181.37,"nested_area":82.12,"occupied_area":39.32,"avg_char_height":27.99285714285714,"widthOfSign":"164","otherDimensionOfSign":136.49,"width_of_smaller_line":20},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1417,"no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":167.76,"width_of_line_3":167.76,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":31.5,"height_of_line_3":31.5,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":21,"perimeter_of_sign":181.37,"nested_area":82.12,"occupied_area":39.32,"avg_char_height":"Greater than 24 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lyfG1GazkcfjoWAwSA6HI+n3VVUlTdMoGo2SqqrihG7l\\/OncAMhutwvhHKrjPGTo\\/wFbBB1kZ9w7bQAAAABJRU5ErkJggg==\"},{\"id\":\"6a9e22b1-9dff-44fb-9f2a-2608eecfa789\",\"height\":22.78,\"width\":19.97,\"perimeter\":108,\"area\":283.67,\"image\":\"data:image\\/png;base64,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dphj4M27b53HPPYdeuXVAUBaqqQmhPkX2xbbvo9xFZQk3T4DgOLMuCbduwbRtbtmzBG2+8gVBthwBJjhs3zmM7CtXqtiWLJbdkhEv6iveaNm1aaEeGADZv3iyZQqhmwTS6rvtOC+YjEf4R7yWC7+JndXU1V61aRdu2Q6bEMaqym5ubuXLlSqmqBaLRqPw9qIIccR7HcQAAut5az2JZFgCgsbERCxYsyFukEaIP49tvv+WoUaN8SbhIJCKD2wBYVlbWTrJqmtahI+QnbKQoCo8\\/\\/nju3r07lJA4BiWk4zh87bXX8PXXX\\/s63jRNj3PT0e+O40iHyHGcdlKxM2iaht27d8uyNN8fJETfAElOmzbN42DkI+GUuKVgR7FF9\\/F+zy0k6rhx47h\\/\\/\\/6QIY817N69mxUVFb6zMIKx3EHyXKdHMKw4p6IoBcUwRanb0qVL2dLSckwz5TGlskly4cKFSCaT0rnIB3GcW\\/2SBEnE43HP\\/4ljSRbkpGSzWQDACy+84Pu6QvQBZDIZnn322QVJsVzHxV2AMX78eFnjiBwp6j6uMxJFHPF4nEOHDuW+fftCCXksgCTXrFmDDz\\/8EJFIBCQRiUTyvk5IP0VRpONCEkOGDMGsWbNwwgknuN\\/D83sh8W5FUfC\\/\\/\\/0P8+bNw7FclnbMMCQAvPnmm2hpaZExQKEqO0NuPNI0TaiqiqFDh2LGjBkYMmQIKioq5LGFeNjiGioqKpDJZEASDz74IDKZTCEfK0RvxM6dO3nqqadK1epWtZ2RO43oLradM2cOTdPk448\\/zlgsJtWzqDT3c25BwiyorKwkAK5YsYLJZPKYlJLHhIQkyUceeQQ7duyAruswTROZTMZXNsayLEQiEWiaJltia2pqMGnSJOi6jrPOOgt1dXVSPSuKIqWjn75uRVFg2zbi8Tiam5uhKAqeeuqpvO23IXoxSPJ73\\/ueJ8SCAuKQ0WhUSspIJMKRI0dy7969FLjyyiupqqqUjoWUr+VWqEejUVZVVXHlypXHZNFFn5eQJLl9+3bs2LEDgHfShN\\/7nc1mPaVpgwYNQlVVlfy36dOnIxqNQlVVOI4DVVWl5PNxffI9otEoTNPEoUOHsHDhwkDK33ob+jxDAsAjjzyCdDqNaDQqb7yu675ihSIuGIlEoCgKDMPAuHHjALSqW8uyMHnyZKiqCsMwABz2sP0WaLiPI4lYLIbFixfLaRch+hBs2+bJJ59MoLUwAq54oV\\/nQ6hj8ffzzz9P0zSlym5paeHw4cPbxSILaYFwO1nxeJyqqvLNN9885srS+rSEJMnly5dj+\\/btAA6HYgpVhW7pN3ToUJx22mnQNE2q21gshssuuwzAYUdG07S8g6gEhKQVME0TjuPgP\\/\\/5D5qbmwu61hAlDJK89dZbPdJQNP8D\\/irD3dXe5eXlvPTSS\\/ntt99K6ZjNZkmSq1atYjwel+euqKjwJRkVRZHXEYvFGIvFPNfV0NDATCZzTEnJPotNmzaxrq5OqmrA2wXoZzaPu9JbURQ++OCDTKVSbBvdR5I8dOgQSXL8+PHtvPJi6e677z6mvO0+q7LbBkghk8m0U53uFGA+uJ0ZXdcxZcoUTwGEbdsoLy8HAFx99dVQVRXZbNZ3piYfli1bhm3btoW1kr0dJHnOOee0q1vMdWTySUi3pKuoqCBJOo5DkrRtW6rudDrNtWvXeqrLg5h+EY1Gee+994ZjV3ozTNPkypUredxxx3XIeCiAIcVxVVVVPOOMMyQTJpNJyYyZTIa2bXPXrl2cPHmyp1kMRTKkpmkcPnz4MaW2+xxIcvbs2TJrIhyZI1V2+2HIiooK\\/vWvf5XhnpaWFsmQhmGQJE3T5NNPPx2I7ShIURTGYjF+9tlnx3zxbq\\/F3r17OXDgQClhdF1vl8YTzo0fhhTj+RoaGkhSOjW2bUuJKZiyrQ0hsKkXwmy47bbbQinZG0GSc+fO9dzQ3B4Yd+jHD0Oqqsrx48dLiWiaJh3H8diQyWSSjuPQNE1OnjzZM5qlGBIB84EDB3Lnzp19niH7nJedyWSwePFiAJDBa8dxPF6vnyocAV3XoSgKpk6dCsuykEqloOs6UqmUTD2mUimUl5fLSp+f\\/exnsG3bE+w+Woj3aG5uxpo1a3CsZW56PVatWuXpnfZDbokpyN3cpWkaX3jhBebCsixPCjGTyZAkd+\\/ezbq6Oo+XrSiK7Fx0zx7PR+I4RVF48cUX93lvu09JSJJ86623YBhGQXFAIUUFVFWVFTumaWLs2LEYNWqU\\/H\\/TNGFZFjRNg67rUhIKyVtRUYEJEyYgm81C13UpZUX\\/NkmYpumZlHEkiBhqPB7H6tWrsXDhwj7d4tCnGNIwDCxatMhTLJsP4hi3vyBaEYS6nD59Ok455ZQjMrnIjYvi30QigRkzZgBoLfC1LEsOEBCdirkPQWfXJx6Offv24fHHHw9szEuILkRbZsajrv2oxY6KdN3pRV3X+f7778vgtwiKuwPjbudGqPAtW7Zw5MiRngEDaHNS3KnMfBSNRj3mRHV1NTdu3BiuFSl1kOTll1\\/ejrHg88YLymXQ2tpaJpNJZrNZT5hH2JCiuML9f8IDv\\/POO1lZWcloNOopXxMPip\\/QkPsziNfde++9YQio1LF161YmEomj2jWDDm4+2phTDKcXjOc4jud34cjYtt0uaL5ixQrJdIlEol1rQyFhIfG5IpEIR48e3WcZsk\\/YkKZp8o033kA6nZZ2X6ETIHLtMlVVkUgkMGvWLACtRRbCDhT1i4qieEJI4hzi5+jRo3HiiScCaLVvhRMjXuMnLKSqKqLRqLQ3I5EINm7ciLfffrtPTt7tEwxp2zZWrFgBALKn2e8oE3cvtfv+RiIRlJWV4bLLLpOMc+DAAQCHnRdxnG3b8hxii6xt2+jXrx8uueQSVFRUwLZt2QeuaVpBjonw9svLy2EYBizLwksvveT79SG6EST5yiuvsK6u7qhUIVyxRuBwb7Sqqrz55pulbeg4jof8YsOGDTLbImKR4n1Fft1PPaZ7JLSu6zzhhBO4fv16WpbVp6Rkn5CQr732GpqamqSkEuQ3IyNmQGqaJlsGotEozj\\/\\/\\/KKvbejQobjkkksQi8XkECpFUVBWVuarlUKoaneIyLIsNDQ0YO7cuQVlnUJ0A\\/bs2SMbrODTc3WT26t2txL84Ac\\/4N69e4uWkI7j8IknnvA4TKJYQ7x\\/vly6O3TkHvs3bNgwHjhwIJSQpQLLsvjWW29h69atRZ1HURRpCwKtduEVV1yB2traoq\\/RcRyMGzcOAwcOlP+m6zoMwyioTdZt3wobdPv27aivr++Tzk2vBElOnTrVI+GE3eV3im1Hq0B0Xefnn39O0zSLlpBka0D99ttvl9JRxBMLqcfMJVGZPnHiRIYMWSLYs2cPVVWVN+do9s24jxFMMHToUFnfGITKJsmPPvrIY1L4XRB\\/pNHRQo3H43Fu27atzzBkr1XZJDl\\/\\/nzP6BL3wHnA30i8XOESjUZx8803+yp88AMxZm\\/EiBEYMWKENAv8lqaJ8FVZWRlISidGfDbLsvDss88inU73GabsldizZw8nTJjQTirGYjGpEgvJ2ojX9O\\/fn\\/v27ZPSrVgJKVplSfK3v\\/0tdV33TNDwKyGFRBXFxu6i45EjR\\/Krr74KGbKnQHqrwoshdyFFZWUlJ0yYIFODbmYqBiKluGvXLk9Xoh\\/yY2NGo1H+\\/e9\\/7xNjV3qlyjYMA0uWLAnkXI7jQNd1GYO86aab5KjnoGJ8wiyora3FKaecgrKyMgAIxCwQWZzXXnstsF7wEAVi\\/fr1PO644wJZsA4cHiY1YsQIz5gUd2VPsRAFF\\/fccw\\/j8bjvQVR+VXo0GuWKFSt6fVlar5OQJPn6669j7969gUgw4QwZhoHbbrvNM\\/cxiPmMIuctfl577bUYMmRIYE6TyEhls1n885\\/\\/DKVkd4Mkf\\/jDH3pCKMWQ24b89ttvmclkOpxMcbQQ5WmGYUibdM6cObIbMt\\/15ZOQ7vx4VVUVv\\/nmm14tIXsdtm7d2mEMsRiKxWIcOXIk0+k0yVbvOiiHxnEcqa5FbPO\\/\\/\\/2vx7PvjPw4NW7V\\/dJLL5HsvYHyXqWybdvms88+G\\/h5VVXF9ddf79lJE0QLqziXMC2EAzJ8+HCMGjXK11oSP2Bbf46iKJg7dy52794dyHlD5MGuXbs4atSoQIY4CRIrQrZs2ULycGV4UBAhH8uypClgWRZ\\/\\/\\/vf+0pt5pOQIh4pzpVIJPjhhx\\/2ainZK2CaJp966imPd+onF5ybGgQOB8yFDXfddddJG09MpRCMUywEg7uHU6VSKe7Zs4eVlZXtgvd+9+e4SXxGETy\\/6aabei1D9hqVrSgK3n\\/\\/fdnP7C7r7wxu1Svii0JVOo6D\\/v3749xzz4WmaZLEvSxkgWZn1y3em6723EQigbPPPhuGYchNYOKaxPF+ogi6rkuPPZVKIRKJ4I033sC2bdt6ZRVQr2BIkvziiy\\/w5ptvAmgNKBcaklFc\\/S5s23NIEiNHjsRFF13kYRa2NfL7LQ\\/rDIKp3Q+QqqooLy\\/HlVdeKf8W7+W2K\\/18RsuyYBiGZN5YLIYdO3bgySefLGjXYogCQJJ33nmn9CQLyQXnqm1B4hxz5syRqlWoandnYRAQ4SNhAgi7cvv27Rw1apT8LEBhlUpuisVi0p5UVZXDhg3joUOHQo7sCpDksGHDJCMJp6asrMxXWKSj\\/LEoUFi1apVkGhGWEUwZFNy927k\\/f\\/e733nsWjHL3G8mR1XVdswr7NB3332XZCgmAwXZOgUCLgNeMKQoyM3HkOImCydGSKHx48fTsiwZfzwS4wTFkG4JLKTl+++\\/7xmmKpirkKC\\/e+ODeyrGz3\\/+81435LTkbch0Oo2HHnpI2lhiTo6mab5jhZZlyQ1ZAOSMndmzZ3taUoVdKc4blHARK+dEmtL9b6eeeiomTZok30u8dyE2stiho+u6dNxUVUV9fT0++uijQD5DiDY0NDSwsrKSFRUVHtXkd+CouwBDSBJd1zl48GDu37+fpmnSsiwpsdwSM0gIu9Ftq4p\\/mzNnTrvWBr8tGEIidjSqBQD\\/+te\\/9vkRft0GknzqqaeYSCSkTRWNRuWN8qvWOmLkX\\/\\/614GlBwtFbrGviEmijbHcRbzF0tixY9mbqslLWmUbhoFly5YhnU5LtSpaFgD\\/ao05qjcej+P73\\/9+SfQ027aN2tpa\\/OhHP5LdiJZlIZPJFDwOpiN8+eWXeP3113tlTLKkQJKrV6+Wqz0ikYhn3YbfWsiOGqXOOussbt26tUekY66EFGp77ty5rK2t9Vx7UCnSc845p09Uk\\/coHMfhbbfd5lG57nEihRTnugcAAOAf\\/\\/hHksEW4B4tQwrau3cvzzzzTEYikYIKeP1+9o8\\/\\/phk6UvJklXZTU1NePHFFwFAescC9Dl9ViB3QtmFF14oz9PTEBVAAwYMwHnnnQfTNAM1JSzLQiQSwaOPPnpMLoQPBCS5fPly+YS7HRoU4MyI17sHx59xxhlsaWkJNPBdrIQUeO+99zxB8aCkZEVFBQcPHszm5uaefwLzoCQlZDqdxrx58+TQKFH+z6MsehCv13Udt9xyC2KxmO9d1t0Fy7IwZswYTJ06NdBri0QiSCaT+Oabb7By5Uo0NTWVPFOWHL7++mtWV1d7hjKJXC3apF6h7QvRaJRVVVU8ePAgyeDrHgtBrnQUI1tI8qGHHgpUOgrSdZ0zZ84kWQJ2Sm8CSf7pT3+StX3Fktsjv+SSS2SPS6lAPBjiulKpFAcMGCA3gYkg+ZFqPwv5Lurq6vj+++8zlUqVLFOWnMret28flixZEpgBLrZ4xeNxTJ8+HfF4PLD2hCDANoEVj8fhOI6cvGbbdiDfgaIost6yqakJ\\/\\/jHP5BIJIo+7zEB0zRZX19PTdMCXV4JtE4J++abb0gert52b+HqSYjrME2ThmHw1VdflddfrIRUFMVThR6NRrlv375QQvqBrut4\\/vnnA5MOQKsEUhQFM2fOxMCBA2HbtsyAlEoYREhsMUFj5MiRGDt2bCDnVlUV6XQa8Xgcqqoim81i\\/vz5YebGDw4dOsQBAwYcVV9JZ5RIJLht2zZms1kahiEdiFKRkIZheGoxM5kM\\/\\/KXvwQiIYVzJHLjZWVlHDduXFi8mw8kOX\\/+fPkl+q128UMTJkwgeVhV27btWcDekxAPRSaT8RR7bNy4kdFoNBCVnTtOWtd1rl69mmTpScmSUdmNjY145JFHALTGDYMaCaJpGm666SYAh5u8AP\\/zGbsa7p4bdy3ksGHDcO655xZ9frpmSopz27aNl156Cclksujz90nYts3Vq1dTUZTAyq4EVVRUsLm5uV2pWU+VnnUEoa5FXFKEgp588smiJaTIZYuMl3jNiSeeyM8++6zkaiVLQkKqqoqXX35ZhkBEW6dbouWDOFZsWxX\\/9tOf\\/lQ6C6LaPJ1OQ9O0ksnWiM+bW7l+7bXXIhqNSgnHtrUibFtx7Cfn7XaY3J93z549MhsWIgeHDh3iuHHjPM1YhYR+cqvH0WaH9u\\/fn4sWLSLZaqu57bVSh5jee8EFF3gkm3D4\\/Dp+uROG3d\\/p6NGjSy6\\/3eMS0rIsLly4EOvWrfPkqGOxmO+wjJAUuq5LyaGqKk477TRMnToVQGu\\/M9skcK60KGXceOONnr5t8VlFH00+CFucrjoAERhfv3493nrrrZIKAfU4Q2qahieffBJAa1FFRUUFdF1HS0tLwedyqx\\/DMDBt2jSpyhOJBEjKOGQpVIv7wfnnn48zzjhDTt1tbm6WgxL8mDSCIUXs1TRNGZvVNA0PP\\/yw3F4WAsDBgwf5ne98x6OKcltCOyN3SMP9uxi6lMlkZIhHZEKESixlCJVNko888ojnu+jfv7\\/vanK3U5Nb1KzrOuPxOFetWhVKSABieD0aGxuRTqcRiUSkahVtoj7OIX93rwWZOHEixowZIzMUYpa4cCBKJezjB1OmTIFlWYjH44jH4zh48KDvEjz3KuRcB8ayLLS0tGD58uUoNW+7R7Bv3z6OGTPGE6JBB8FcP+Q+vrKyknPnzvVIHMMwumxUSlfALSEzmQwnT57MRCLB\\/v37t3PmOiP3dynGyrgdRk3TOHnyZH799dfHNkMeOHCAK1askEzo9rCPhhndK4ZFdbTjOGxqapI32F3E4L7hpQhxfcLceOGFFzzmSCEPbVlZWTvzJzd7s2TJEpKl49x0O5LJJG+44QZfw6L8jEtxr2z71a9+5RmlXMroqOErt4A3m83ywIEDska0pqamoAe2MxK57mnTppHseYbsMRty37592LhxY9HnIYloNCrHo6RSKYwZMwaGYcgd1b2Z9u3bB1VVUV1djSuuuAKapuHAgQMB3IFWCDv9k08+wZo1a0oqBNRtIMl\\/\\/etfLC8vL1o6lpWVSemYSCQ4ceJEaR+WSjVPEDAMg0uWLOHQoUOlhxxE8YmmaVJK3n777SR7liF7TEI+9thjSKVSRZ8nk8nAtm0kEgnYti2Hj6ZSKRkoL2USFe1HonQ6DQBoaWnBtGnTMGLECADwHYfMB5F8UFUVCxYsKHr3eLHodoYkyc2bN2P16tWBjEwWAd90Og2SmDlzJqLRqMxpi87FUiVVVTslAREYP+OMM+TnCmqLg2ma0HUd27Ztw6JFi3pUbfeIhHzssccABLNL0LIsVFZWIpFIYNKkSTjhhBMAQErffBKop0mUgx2JEokEUqmUjLfOmDEDZWVlKC8vD6wwQlSSA0B9fX2PplWLn2ZUIHbs2IEXX3wRuq4HVvMoUl\\/9+vXDl19+idNPPx1NTU0FBZB7CvmEUSwWQyaTQW1tLSzLkio8qHSfrutybmU8Hscnn3yCFStWgCSVvl4KRJL19fWeedrFOjWiVtAd7BUxTT8Tdnua4NPxALyjCIOsGxXnFPflN7\\/5DZPJZN\\/3tknyhhtuCGwlXEjFk7gXgtk1TWNNTQ0zmUyPMGS36rOvvvoKH374ISzLgq7rJa9OjwUIrWxZFlRVhW3byGQyeO6559CnR\\/g5jsMHHnjAo4aC6r0OqXgJCRxW2Zqm8ayzzuKuXbv6LkOS5Pjx4wkctn+CCOyGVDzl2pCiVG3BggXdHijvFp1p2zY\\/\\/vhjrFu3zrMdtYeTAiHaIO6Hu0LfcRzU19f3qjI93yDJG2+8kcDhxvcgN7qGVBzlpiEVpXVG5QknnMBPP\\/20W6VGt8Qhm5qaUF9fL\\/cIsq2EPkRpwLZtzz0RmquhoQGvvPJKt8Yku1xlk+S6devQ2NgoG7AURYFhGKGXXSIQDCia4wDI5aNvv\\/2274ayXgGSnDhxoie4C6DdnuiQeob8BO4\\/\\/PBDWpbVLaq7S0VUMpnkihUrsHv3bpkmFJI\\/qLRhiK7H\\/fff3zecG8dxOHv2bI80FL+LtB+6WSKEVJiEFFLy888\\/75axK10qIRVFwbJlyzz2orBXwpBP70AkEoGmaZg\\/f37vdkRJ8p133pFPors\\/GN3w5IcUjIQEWvuUTj755G7pTOxSCfl\\/\\/\\/d\\/AA6POAEQhnx6GXRdRyqVwtatW7F06dLe23OzadMmaS+6V1y4S87QjZIgpKOTkCLNq+s6L7jggi63I7tEQhqGwffee09WHouUlLtCPLdEP0RpIpPJAGiNiqxatQq7du1CNpvtXVIyk8nwRz\\/6ka\\/lP35sGDHa2L0wKawUOkzuwmTxnfkd1+enANo9xKGrOxMDN+Ysy+Krr76K2bNnY\\/\\/+\\/Xm96Xz2pHt0XiwWg2EYOOmkkxCPx6EoSiCdd6WMfPG\\/QYMGYdOmTQBaG8G2bdsme9Kz2WzekYZ+vn9d15HJZFBZWYl+\\/fphw4YN6NevX5c4AoHnsjVNw4svvigb3It9mEzTRCwWg6IoaGlpwa233or77rsPtbW1aG5u7hsB206Qb4l7JpNBNpvFkCFD0NLSgr\\/97W+YM2cOMplMIE10JOW50uk0mpubsXDhQti2TU3TSt87PXjwIIcPH+5breZTGe5tsHV1dfzqq696vJm9lHHw4EFOnjyZVVVVgahscZwY4xKJRDhp0qQea3EoCCT5xBNPSJvDjyddSBPUrFmzQmbMA5L85S9\\/ScBfI5hfG178FOuen3\\/++ZIbmN8OJHnOOefID+InNZjvCxGTvhKJBB999NFw4U8ekOSGDRt815v60VDu42OxGFVV7R3CYe3atQW3Z+b7QkQs86STTuL+\\/ftL+wsoEZDkNddcE4iGyq3SqqqqoqqqPPnkk7ljx47A70dggcBDhw5x+fLlMm7lXs9RDAzDQF1dHS666KLAztnXYVkWrr\\/++kDqBWzbRk1NDbLZLGKxGJqbm+E4DjZv3oyPPvqodDsTt27dylGjRnliVn6zMe61F4B3HrZwaL788kv2uoBsDyKTyfC0006T36OQcOJvv\\/Wo7um77ntUXV3N0047LXC1HYiENAyDn332GTZs2ADTNOVgJL+ZGBFnFOsvxIIjoPVpHz58OKqqqhCNRks\\/zFAiiMfjuOiii2RTnWmaUFXV09CVL6SUC\\/f9bGxsxNdff413330XpmkGxpSBMGQkEsGyZcvk8CQRbPWzZ6ajLVUAPNPBLrvsMtTW1gZxqccUZs2ahaqqKtnLpCiKfPg7GoLfEXKLYtyJiEwmg3nz5pVeLLihoYHf\\/e53PQ6N39TekdKLwpsbOHAgly9fXvoeXQnCNE1OmTKlnYoW3y183B\\/3fRRet4gNx+NxDh48mOvWrWMqlQrk\\/hQtIR3H4dNPP41t27Z5JKKQcPkgmonc0DQNtm3DcRyMHTsWY8eOhRLWrBUMXddx6aWXyr9FQYvfeyOguLoRLcuCZVkwTROmaWLnzp2YN2+e3A7W4zAMw2M8JxIJz0gO+HgK3UUTuXuy\\/\\/KXv4TSsQh89tlnPPHEE6U2cmuxQoqlOxp9IxydYcOGlcY9Isn33nuPiqLI1FIikSh4CIBbnbi99OHDh3PdunU9\\/0F7MVKpFO+55x7JgG4TqZCKKTHy0D3+UNd1ee9ef\\/31nmdKkrzrrrvkRbufvkKY0v068XssFuOMGTNoGEbIkEWAJD\\/\\/\\/HNGIhHPRlixHygfHamYWpSmib9nzJjR8wy5c+dODh48mJWVlZ4LhU9GBNrHIMvKyuRTvGzZstLPl\\/YCkOTw4cM9y6WC7G2KxWJMJBLctm1b0ffqqJ0ay7K4YMECNDc3y+wMAM8gdz\\/lT2I7qbvurry8HLW1tZgwYQJUVYlPskoAAAh0SURBVA2dmQBw6aWXwjRNuesxKGEmHNBMJoPFixf33M5E27Z53nnnecS2EOPCMfEbWnCPgRN\\/X3XVVT2vAvoIDMPg+vXrOWDAAM84bQQgHYVdCYATJkwIREoWjFQqxa+++oq1tbV5bQ0\\/H0iU24udhQC4aNEitrS0hAwZEEjyyiuvlN97kEMa3Lsm\\/\\/a3v3W\\/mUWSd955p0cqaprWjiH9MKg7zCPmXI8ePTp0ZgIGeXiBp9BiCIgh4dJuZ511VvfXHJBkXV2dJ3aYq7r9jmx2NygJD\\/vee+8N1XUXYP\\/+\\/RwzZkxga+kAr3Mk5n6uW7fuqO9fwU6NYRjcsGED9uzZI\\/OaYuajPGlbEt5PLltxDZ+yLAu1tbWYNm1a3xoBVyKoqanBzJkzZc1AEMkv933XNA3ZbBZPPPFE0ect5AJ49913t1PNufuX4fMJy61KvvTSS3nw4MFQOnYR1qxZI4PZQaltEeMUGbfjjz+++9T2xo0b5UbSIMjd7hCLxfjggw+G6roLYRgGR48eLYVAvorxfCScUHcGqF+\\/fnzxxRePaqZkQSq7zTBGY2Njoe\\/TKWKxGFRVhWEYmDp1alhI0YUgiRtvvNGXOeUHok3Z3Tvf1NSEefPmdf2EO8dxOH78+ECj\\/eJciqJw4sSJ3Tap9VjGt99+yyFDhsjISDEEwGMCiPsZiUT4zjvvdJ22a1vtwerqaml7BGGDCKbWNI1PPPEES7ZHow+BJG+55ZZAdk26Q3aifkFES7o0uUGSt99+e+DxK0VR2K9fPx533HFsaGgImbEbQJJLly6VdQTFMiPgnStUXl7OWCzGiooKfvnll11zT7PZrKyrExeAABlz6tSpYSFFN6KhoYGnn356YNLRnfYFDjfq\\/eEPfygo4+bLqSHJRYsWoaGhQf5bEHNjAMg+jRkzZoSDTLsRlZWVuO666wI5V0cxaLFgdf78+YHt9pZIpVK8+uqrPXWLQSbnzzvvvK4T7SGOiB07dhQtIYVkjMVi0rmJRqOeWPTOnTsZWGciSa5Zs4aDBg2SDT7uXl34YDj3T3fVsvj55z\\/\\/Ocxd9wBI8sc\\/\\/rG8L0diqGLpF7\\/4RXD317Zt3nXXXdJmdBdR+LnojkY4u5lU13V+\\/PHHITP2AEjysccek\\/dH3KtCe6I6I0VReMopp3DTpk3B3ONDhw5x5MiRnhkv7tihn4vqqJ1BiPrhw4eHmZkeRDKZ5Iknnuhp0gsyzizOe\\/\\/99\\/u6z506NSS5evVqbNq0ydM+WahDI453Tz4QmYKZM2cWdK4QwaK8vBzTpk2T98YwDDnsIYhsjuDBhx9+GLt37y76ZLzqqqvacbuwNfw+QULd5w4FGDBgADdv3hxKyB5EOp3mW2+9xYqKCo+KDrLnRjSUPfXUU8Xd6z179nguNFeUF6qyRVWIeN3FF18cMmMJIJlMctKkSZ7ORHcasFgS57zwwgvzxpqPqLIty2J9fT2SySRisVjrwa46x0Lmh7vnwziOA0VREIvFMH369NKbC3MMory8HDfffDMsy\\/LMWgpqQarjOIjH41i5ciXWr19\\/dCfZuXMnL7roIo+H7PaYC8nUiH4Ld19wdXU1165dG0rHEkFbnJCapgUa9lFVVQ6RAMDHHnvs6EJAq1evDqTM3c247kHsd9xxB9PpdMiQJQKSvPzyy6Up5nfPTT4SyRTBlGeeeSaTyWRh950k77vvvkAuSHzA3Cdu6dKlYe66hGBZFhctWiSTH8CRJ9MVSoK5a2pqCID19fWF3fvGxkaOHTs2sEYgUQ0OtHrotbW1bGxsDJmxxGBZFkeMGCHvW1CetnBqhZScPn26f2fWNE0+\\/fTTgV1QrocdjUZ59dVXh3WPJQjbtnnHHXd4VG2xJISaOF9VVRUjkQjXrl3rT0qS5E9+8pPA1LV7tnVZWRl1Xec777wTVoaXIJqbm7lmzRoed9xxgZUXurUjcNgMuPrqq\\/1JyYaGBiYSiUALcd2qf9CgQWHssYSRzWblhIugbEghHd0p54qKCjY1NbXjA08cMpvN8uWXX0Y6nQ50fbAYrq6qKqZPnx7IOUN0DSKRCG666abAUodA6yzySCQC27YRiUSgKAqSySReffXVzteKNDY2csqUKYEPJBLnqamp4WuvvRZ61yUOkoG1OrszPu4VdQB4ySWXHNmXIMk333yzw3rFfG\\/YGYl5PUDrrsJwCEDpI5PJcPbs2QRa99EA3t1BhcwGEgkRd1GvKDuMRCJcuXKlx4STOtlxHCxatEgONK+urvYlsh3H6ZSy2SwikQh0Xcc111yDfv36BfjVhegKxONxXHbZZaipqZE9+Lquo7y8XK6KjkajctZkZ3AcR47aEeTmj6VLl2LHjh3tX7hlyxYOHjyYiUTC92pb+JCQkUhETlgNdxX2HiSTSZ555pksKyuTUhJovxGsWBoxYgS\\/+eYbr4T89NNPuXjxYuzcuROmacqmnP79++e98HwS0jRNGIaBCRMmoKamJojvKkQ3QNRJZjIZpFIpqKqKiooKOWBMVVVfq0BEDW0uCaf5iy++wIIFC+Ax5bZv3866ujoqiiKlo9\\/ZL8jzBCQSCcbjcf773\\/8OB5D2IpCta45POeUUeS9z9yOKsX6dkXBq3OTWoEBrsFzYkToA7N+\\/H\\/v370c8HkdzczP69esny8LyVYfn25eXSqUwfvx4XHvttYjH42Gfay+BoiiK4zicMWMGnnnmGezduxckEYlEUF1dDcMwkM1mC+oeUNpW3AGQ9mQ0GkUymcTevXtbjwFa2yEHDBiAeDyOQ4cOoaqqCnv37sWAAQOQzWY7fZN8jk8ikUAmk0FZWVk4RKqXwbIsapqGZDIJAIhGo8hms57Zku7dhx1BMKD71rsdnEQigWQyCU3TkEgkQv4IUVr4fwCh\\/vTnpQGjAAAAAElFTkSuQmCC\"},{\"id\":\"edebf1af-9fcc-4a9f-ac4a-2a75e97ba8c8\",\"height\":21.9,\"width\":20.15,\"perimeter\":113.54,\"area\":167.67,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"cae88021-5dac-4b95-8184-9f875d020257\",\"height\":22.78,\"width\":19.97,\"perimeter\":108.35,\"area\":283.57,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"ca6250b9-c9a8-4ca4-8b17-5a1bbe7bffa9\",\"height\":30.66,\"width\":18.92,\"perimeter\":98.57,\"area\":397.72,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"3ad7fd72-3081-4cae-8d67-7594458e4770\",\"height\":30.14,\"width\":28.03,\"perimeter\":115.7,\"area\":334.24,\"image\":\"data:image\\/png;base64,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\\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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":167.76,"width_of_line_3":167.76,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":31.5,"height_of_line_3":31.5,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":21,"perimeter_of_sign":181.37,"nested_area":82.12,"occupied_area":39.32,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":167.76,"other_dimension_of_sign":136.49,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1417}},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"24.73228"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"362.8488624"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"5.713155"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"40.2260523"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":34.405},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":319.5683376},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"6.5696"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"313.78052"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"2.835"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"14.6265"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0180378585178},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":18.0378585178},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.001432625615416667},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":1.4326256154166668},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.01366504433166667},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":13.66504433166667},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.028084981686667"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"28.084981686667"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.01363053307"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"13.63053307"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0182506874"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"18.2506874"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.0014562228266667"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"1.4562228266667"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":18.91159068964341},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":61.59},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"62.4112"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"9.0620086073674"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":1277.7498164378605,"totalDenseWeight_before_formula":147.3008015608156},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1405.5247980816466},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":21,"totalDenseWeight":162.03088171689717},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":21,"sign_depth":"1"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":20.15,"height":21.9,"depth":"1"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":10.69,"height":29.61,"depth":"1"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":24,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":28.03,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":20.15,"height":21.9,"depth":"1"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":10.69,"height":29.79,"depth":"1"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":24,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":28.03,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-15","width":20.15,"height":21.9,"depth":"1"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-16","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-17","width":10.69,"height":29.61,"depth":"1"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-18","width":24,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-19","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-20","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-21","width":28.03,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 09:31:36"} 
[2026-04-07 09:31:37] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775554297_80f8b3b4d62f098c8ce1212f8e6b1f4e","bins_packed":[{"bin_data":{"w":26,"h":30.96,"d":28.33,"id":"unique","used_space":69.1489,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":30.96,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3096fa7930ca3f0c111a58970410df79/1775554297-8582-4948667.svg","items":[{"id":"item-7","w":28.33,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3096fa7930ca3f0c111a58970410df79/1775554297-8566-7591307.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-14","w":28.33,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3096fa7930ca3f0c111a58970410df79/1775554297-8568-6095428.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-21","w":28.33,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3096fa7930ca3f0c111a58970410df79/1775554297-8569-2905969.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":24.3,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3096fa7930ca3f0c111a58970410df79/1775554297-8569-4598829.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-11","w":24.3,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3096fa7930ca3f0c111a58970410df79/1775554297-857-4256519.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-18","w":24.3,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3096fa7930ca3f0c111a58970410df79/1775554297-857-1119883.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":20.45,"h":22.2,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3096fa7930ca3f0c111a58970410df79/1775554297-8571-7127135.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":20.45,"h":22.2,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3096fa7930ca3f0c111a58970410df79/1775554297-8572-3831465.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-15","w":20.45,"h":22.2,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3096fa7930ca3f0c111a58970410df79/1775554297-8572-7372569.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":20.27,"h":23.08,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3096fa7930ca3f0c111a58970410df79/1775554297-8573-2119147.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-9","w":20.27,"h":23.08,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3096fa7930ca3f0c111a58970410df79/1775554297-8574-5139912.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-16","w":20.27,"h":23.08,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3096fa7930ca3f0c111a58970410df79/1775554297-8575-6410497.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3096fa7930ca3f0c111a58970410df79/1775554297-8575-2676430.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3096fa7930ca3f0c111a58970410df79/1775554297-8576-8102741.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting 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[2026-04-07 09:31:37] local.INFO: Box added from packed bin {"data":{"length":28.33,"width":26,"height":30.96,"denseWeight":162.03088171689717},"timestamp":"2026-04-07 09:31:37"} 
[2026-04-07 09:31:38] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":30.33,"width":28,"height":33.21},"quantity":1,"denseWeight":162.03088171689717}],"cheapestShippingCost":1706.3132584599302,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":30.33,"width":28,"height":33.21},"denseWeight":162.03088171689717,"volumetricWeight":92.5,"higherWeight":162.03088171689717,"quantity":1}],"totalHigherWeight":162.03088171689717,"DS":0,"rate":2123.4273298458734,"tariffAndDS":2123.4273298458734,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3609.240226643486,"totalShipmentCostFormula":"((tariffAndDS (2123.4273298459) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 3609.24","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":30.33,"width":28,"height":33.21},"denseWeight":162.03088171689717,"volumetricWeight":92.5,"higherWeight":162.03088171689717,"quantity":1}],"totalHigherWeight":162.03088171689717,"DS":0,"rate":1186.1760541676872,"tariffAndDS":1186.1760541676872,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2098.0162697399787,"totalShipmentCostFormula":"((tariffAndDS (1186.1760541677) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2098.02","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":30.33,"width":28,"height":33.21},"denseWeight":162.03088171689717,"volumetricWeight":92.5,"higherWeight":162.03088171689717,"quantity":1}],"totalHigherWeight":162.03088171689717,"DS":0,"rate":1591.3132584599302,"tariffAndDS":1591.3132584599302,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1706.3132584599302,"totalShipmentCostFormula":"(((tariffAndDS (1591.3132584599) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1706.3132584599","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":30.33,"width":28,"height":33.21},"denseWeight":162.03088171689717,"volumetricWeight":92.5,"higherWeight":162.03088171689717,"quantity":1}],"totalHigherWeight":162.03088171689717,"DS":0,"rate":1053.2007311598315,"tariffAndDS":1053.2007311598315,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1883.6068589221125,"totalShipmentCostFormula":"((tariffAndDS (1053.2007311598) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1883.61","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":30.33,"width":28,"height":33.21},"denseWeight":162.03088171689717,"volumetricWeight":92.5,"higherWeight":162.03088171689717,"quantity":1}],"totalHigherWeight":162.03088171689717,"DS":0,"rate":1649.4743758780132,"tariffAndDS":1649.4743758780132,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2812.683705747188,"totalShipmentCostFormula":"(( tariffAndDS (1649.474375878) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 2812.6837057472","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":30.33,"width":28,"height":33.21},"denseWeight":162.03088171689717,"volumetricWeight":92.5,"higherWeight":162.03088171689717,"quantity":1}],"totalHigherWeight":162.03088171689717,"DS":0,"rate":1827.262494593626,"tariffAndDS":1827.262494593626,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1827.262494593626,"totalShipmentCostFormula":"((tariffAndDS (1827.2624945936) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1827.2624945936","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-04-07 09:31:38"} 
[2026-04-07 09:31:38] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 09:31:38"} 
[2026-04-07 09:31:38] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 09:31:38"} 
[2026-04-07 09:31:38] local.INFO: Final API Response {"data":{"sign_width":"164","sign_height":136.49,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud mounted","combined_production_cost_usd":1410.0,"total_production_cost":2340.0,"totalDenseWeight":162.03088171689717,"totalVolumetricWeight":92.5,"bin_packing_result":{"response":{"id":"1775554297_80f8b3b4d62f098c8ce1212f8e6b1f4e","bins_packed":[{"bin_data":{"w":26,"h":30.96,"d":28.33,"id":"unique","used_space":69.1489,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":30.96,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3096fa7930ca3f0c111a58970410df79/1775554297-8582-4948667.svg","items":[{"id":"item-7","w":28.33,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3096fa7930ca3f0c111a58970410df79/1775554297-8566-7591307.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting 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[2026-04-07 09:31:38] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 09:31:38"} 
[2026-04-07 09:31:39] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":136.49,"sign_width":"164","dimensions":[{"id":"04761db9-9fb0-489e-ba59-e4014454cb1e","height":21.9,"width":20.15},{"id":"6a9e22b1-9dff-44fb-9f2a-2608eecfa789","height":22.78,"width":19.97},{"id":"ad40d544-7a3c-46f4-aaee-1f7ab856578e","height":29.61,"width":10.69},{"id":"d40a1a18-ca95-4d29-afe4-b812e74920d4","height":30.14,"width":24},{"id":"1d7a940f-2924-4356-b9bb-c5f388ed824b","height":30.66,"width":18.92},{"id":"a6aded34-3a00-48fb-acb3-af181c2a4cc7","height":30.66,"width":18.92},{"id":"35546aeb-21ac-40be-88e6-d5e5969ecebe","height":30.14,"width":28.03},{"id":"edebf1af-9fcc-4a9f-ac4a-2a75e97ba8c8","height":21.9,"width":20.15},{"id":"cae88021-5dac-4b95-8184-9f875d020257","height":22.78,"width":19.97},{"id":"53cce9ca-881f-4897-99ef-7e2d0f1217ab","height":29.79,"width":10.69},{"id":"e5a5f995-604f-4ba1-aab5-7b9f931ae0d2","height":30.14,"width":24},{"id":"69dd61a8-95b1-40fa-a549-318cb7d410e6","height":30.66,"width":18.92},{"id":"ca6250b9-c9a8-4ca4-8b17-5a1bbe7bffa9","height":30.66,"width":18.92},{"id":"3ad7fd72-3081-4cae-8d67-7594458e4770","height":30.14,"width":28.03},{"id":"f8339abd-045a-4cd2-8882-5ccfb0a88d3c","height":21.9,"width":20.15},{"id":"a9f6516d-58bd-43f9-8a43-2e9872149057","height":22.78,"width":19.97},{"id":"ee06667d-19e3-4205-9acc-18cdc6d9f22e","height":29.61,"width":10.69},{"id":"9f6ba8f1-bb03-4a94-9ffc-575557e20b93","height":30.14,"width":24},{"id":"b8a20212-b01c-4842-9348-c07be43e0ada","height":30.66,"width":18.92},{"id":"c1eabd6e-5df2-41ec-a7f9-218c0f29683d","height":30.66,"width":18.92},{"id":"b2abdcc6-5765-4060-b870-d710f9419806","height":30.14,"width":28.03}]},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":136.49,"sign_width":"164","dimensions":[{"id":"04761db9-9fb0-489e-ba59-e4014454cb1e","height":21.9,"width":20.15},{"id":"6a9e22b1-9dff-44fb-9f2a-2608eecfa789","height":22.78,"width":19.97},{"id":"ad40d544-7a3c-46f4-aaee-1f7ab856578e","height":29.61,"width":10.69},{"id":"d40a1a18-ca95-4d29-afe4-b812e74920d4","height":30.14,"width":24},{"id":"1d7a940f-2924-4356-b9bb-c5f388ed824b","height":30.66,"width":18.92},{"id":"a6aded34-3a00-48fb-acb3-af181c2a4cc7","height":30.66,"width":18.92},{"id":"35546aeb-21ac-40be-88e6-d5e5969ecebe","height":30.14,"width":28.03},{"id":"edebf1af-9fcc-4a9f-ac4a-2a75e97ba8c8","height":21.9,"width":20.15},{"id":"cae88021-5dac-4b95-8184-9f875d020257","height":22.78,"width":19.97},{"id":"53cce9ca-881f-4897-99ef-7e2d0f1217ab","height":29.79,"width":10.69},{"id":"e5a5f995-604f-4ba1-aab5-7b9f931ae0d2","height":30.14,"width":24},{"id":"69dd61a8-95b1-40fa-a549-318cb7d410e6","height":30.66,"width":18.92},{"id":"ca6250b9-c9a8-4ca4-8b17-5a1bbe7bffa9","height":30.66,"width":18.92},{"id":"3ad7fd72-3081-4cae-8d67-7594458e4770","height":30.14,"width":28.03},{"id":"f8339abd-045a-4cd2-8882-5ccfb0a88d3c","height":21.9,"width":20.15},{"id":"a9f6516d-58bd-43f9-8a43-2e9872149057","height":22.78,"width":19.97},{"id":"ee06667d-19e3-4205-9acc-18cdc6d9f22e","height":29.61,"width":10.69},{"id":"9f6ba8f1-bb03-4a94-9ffc-575557e20b93","height":30.14,"width":24},{"id":"b8a20212-b01c-4842-9348-c07be43e0ada","height":30.66,"width":18.92},{"id":"c1eabd6e-5df2-41ec-a7f9-218c0f29683d","height":30.66,"width":18.92},{"id":"b2abdcc6-5765-4060-b870-d710f9419806","height":30.14,"width":28.03}]}},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"04761db9-9fb0-489e-ba59-e4014454cb1e","height":21.9,"width":20.15},{"id":"6a9e22b1-9dff-44fb-9f2a-2608eecfa789","height":22.78,"width":19.97},{"id":"ad40d544-7a3c-46f4-aaee-1f7ab856578e","height":29.61,"width":10.69},{"id":"d40a1a18-ca95-4d29-afe4-b812e74920d4","height":30.14,"width":24},{"id":"1d7a940f-2924-4356-b9bb-c5f388ed824b","height":30.66,"width":18.92},{"id":"a6aded34-3a00-48fb-acb3-af181c2a4cc7","height":30.66,"width":18.92},{"id":"35546aeb-21ac-40be-88e6-d5e5969ecebe","height":30.14,"width":28.03},{"id":"edebf1af-9fcc-4a9f-ac4a-2a75e97ba8c8","height":21.9,"width":20.15},{"id":"cae88021-5dac-4b95-8184-9f875d020257","height":22.78,"width":19.97},{"id":"53cce9ca-881f-4897-99ef-7e2d0f1217ab","height":29.79,"width":10.69},{"id":"e5a5f995-604f-4ba1-aab5-7b9f931ae0d2","height":30.14,"width":24},{"id":"69dd61a8-95b1-40fa-a549-318cb7d410e6","height":30.66,"width":18.92},{"id":"ca6250b9-c9a8-4ca4-8b17-5a1bbe7bffa9","height":30.66,"width":18.92},{"id":"3ad7fd72-3081-4cae-8d67-7594458e4770","height":30.14,"width":28.03},{"id":"f8339abd-045a-4cd2-8882-5ccfb0a88d3c","height":21.9,"width":20.15},{"id":"a9f6516d-58bd-43f9-8a43-2e9872149057","height":22.78,"width":19.97},{"id":"ee06667d-19e3-4205-9acc-18cdc6d9f22e","height":29.61,"width":10.69},{"id":"9f6ba8f1-bb03-4a94-9ffc-575557e20b93","height":30.14,"width":24},{"id":"b8a20212-b01c-4842-9348-c07be43e0ada","height":30.66,"width":18.92},{"id":"c1eabd6e-5df2-41ec-a7f9-218c0f29683d","height":30.66,"width":18.92},{"id":"b2abdcc6-5765-4060-b870-d710f9419806","height":30.14,"width":28.03}],"sign_height_raw":136.49,"sign_width_raw":"164"},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":137.0,"sign_width":164.0,"tax_factor":0.0887},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"04761db9-9fb0-489e-ba59-e4014454cb1e","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"6a9e22b1-9dff-44fb-9f2a-2608eecfa789","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"ad40d544-7a3c-46f4-aaee-1f7ab856578e","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":53,"sign_type_id":1,"heightOrWidth":"30.00","return":2,"price":361,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"d40a1a18-ca95-4d29-afe4-b812e74920d4","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"1d7a940f-2924-4356-b9bb-c5f388ed824b","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"a6aded34-3a00-48fb-acb3-af181c2a4cc7","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"35546aeb-21ac-40be-88e6-d5e5969ecebe","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"edebf1af-9fcc-4a9f-ac4a-2a75e97ba8c8","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"cae88021-5dac-4b95-8184-9f875d020257","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"53cce9ca-881f-4897-99ef-7e2d0f1217ab","height":29.79,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":53,"sign_type_id":1,"heightOrWidth":"30.00","return":2,"price":361,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"e5a5f995-604f-4ba1-aab5-7b9f931ae0d2","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"69dd61a8-95b1-40fa-a549-318cb7d410e6","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"ca6250b9-c9a8-4ca4-8b17-5a1bbe7bffa9","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"3ad7fd72-3081-4cae-8d67-7594458e4770","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"f8339abd-045a-4cd2-8882-5ccfb0a88d3c","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"a9f6516d-58bd-43f9-8a43-2e9872149057","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"ee06667d-19e3-4205-9acc-18cdc6d9f22e","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":53,"sign_type_id":1,"heightOrWidth":"30.00","return":2,"price":361,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"9f6ba8f1-bb03-4a94-9ffc-575557e20b93","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"b8a20212-b01c-4842-9348-c07be43e0ada","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"c1eabd6e-5df2-41ec-a7f9-218c0f29683d","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"b2abdcc6-5765-4060-b870-d710f9419806","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":21,"baseProductionCost":7245,"result":[{"id":"04761db9-9fb0-489e-ba59-e4014454cb1e","height":21.9,"width":20.15,"depth":2,"price":236},{"id":"6a9e22b1-9dff-44fb-9f2a-2608eecfa789","height":22.78,"width":19.97,"depth":2,"price":250},{"id":"ad40d544-7a3c-46f4-aaee-1f7ab856578e","height":29.61,"width":10.69,"depth":2,"price":361},{"id":"d40a1a18-ca95-4d29-afe4-b812e74920d4","height":30.14,"width":24,"depth":2,"price":392},{"id":"1d7a940f-2924-4356-b9bb-c5f388ed824b","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"a6aded34-3a00-48fb-acb3-af181c2a4cc7","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"35546aeb-21ac-40be-88e6-d5e5969ecebe","height":30.14,"width":28.03,"depth":2,"price":392},{"id":"edebf1af-9fcc-4a9f-ac4a-2a75e97ba8c8","height":21.9,"width":20.15,"depth":2,"price":236},{"id":"cae88021-5dac-4b95-8184-9f875d020257","height":22.78,"width":19.97,"depth":2,"price":250},{"id":"53cce9ca-881f-4897-99ef-7e2d0f1217ab","height":29.79,"width":10.69,"depth":2,"price":361},{"id":"e5a5f995-604f-4ba1-aab5-7b9f931ae0d2","height":30.14,"width":24,"depth":2,"price":392},{"id":"69dd61a8-95b1-40fa-a549-318cb7d410e6","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"ca6250b9-c9a8-4ca4-8b17-5a1bbe7bffa9","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"3ad7fd72-3081-4cae-8d67-7594458e4770","height":30.14,"width":28.03,"depth":2,"price":392},{"id":"f8339abd-045a-4cd2-8882-5ccfb0a88d3c","height":21.9,"width":20.15,"depth":2,"price":236},{"id":"a9f6516d-58bd-43f9-8a43-2e9872149057","height":22.78,"width":19.97,"depth":2,"price":250},{"id":"ee06667d-19e3-4205-9acc-18cdc6d9f22e","height":29.61,"width":10.69,"depth":2,"price":361},{"id":"9f6ba8f1-bb03-4a94-9ffc-575557e20b93","height":30.14,"width":24,"depth":2,"price":392},{"id":"b8a20212-b01c-4842-9348-c07be43e0ada","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"c1eabd6e-5df2-41ec-a7f9-218c0f29683d","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"b2abdcc6-5765-4060-b870-d710f9419806","height":30.14,"width":28.03,"depth":2,"price":392}]},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":137.0},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Total Production Cost and Tax {"data":{"productionCost":7393.47,"taxFactor":0.0887,"tax":655.800789},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Box Calculation Details {"data":{"breadth":143.0,"boxDepth":8,"oneBoxCapacity":-143.0,"noOfBoxes":-1.0,"noOfFullBoxes":-2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-143.0,"widthOfHalfBox":-122.0},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":1300.3741007194244,"shippingWeightInKG":589.7388211879476},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":589.7388211879476,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":16,"min":"551","max":"700","rate":"500","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":500,"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":7245,"PSUCost":148.47,"tax":655.800789,"shippingRate":500,"miscellaenous":0,"signPrice":8549.270789},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"164","sign_height":136.49,"sign_depth":2,"totalCost":8549.270789,"TATDays":7,"baseProductionCost":7245,"productionCost":7393.47,"PSUCost":148.47,"tax":655.800789,"shippingCost":500,"uniqueReturns_count":2,"objects_count":21},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"04761db9-9fb0-489e-ba59-e4014454cb1e","height":21.9,"width":20.15},{"id":"6a9e22b1-9dff-44fb-9f2a-2608eecfa789","height":22.78,"width":19.97},{"id":"ad40d544-7a3c-46f4-aaee-1f7ab856578e","height":29.61,"width":10.69},{"id":"d40a1a18-ca95-4d29-afe4-b812e74920d4","height":30.14,"width":24},{"id":"1d7a940f-2924-4356-b9bb-c5f388ed824b","height":30.66,"width":18.92},{"id":"a6aded34-3a00-48fb-acb3-af181c2a4cc7","height":30.66,"width":18.92},{"id":"35546aeb-21ac-40be-88e6-d5e5969ecebe","height":30.14,"width":28.03},{"id":"edebf1af-9fcc-4a9f-ac4a-2a75e97ba8c8","height":21.9,"width":20.15},{"id":"cae88021-5dac-4b95-8184-9f875d020257","height":22.78,"width":19.97},{"id":"53cce9ca-881f-4897-99ef-7e2d0f1217ab","height":29.79,"width":10.69},{"id":"e5a5f995-604f-4ba1-aab5-7b9f931ae0d2","height":30.14,"width":24},{"id":"69dd61a8-95b1-40fa-a549-318cb7d410e6","height":30.66,"width":18.92},{"id":"ca6250b9-c9a8-4ca4-8b17-5a1bbe7bffa9","height":30.66,"width":18.92},{"id":"3ad7fd72-3081-4cae-8d67-7594458e4770","height":30.14,"width":28.03},{"id":"f8339abd-045a-4cd2-8882-5ccfb0a88d3c","height":21.9,"width":20.15},{"id":"a9f6516d-58bd-43f9-8a43-2e9872149057","height":22.78,"width":19.97},{"id":"ee06667d-19e3-4205-9acc-18cdc6d9f22e","height":29.61,"width":10.69},{"id":"9f6ba8f1-bb03-4a94-9ffc-575557e20b93","height":30.14,"width":24},{"id":"b8a20212-b01c-4842-9348-c07be43e0ada","height":30.66,"width":18.92},{"id":"c1eabd6e-5df2-41ec-a7f9-218c0f29683d","height":30.66,"width":18.92},{"id":"b2abdcc6-5765-4060-b870-d710f9419806","height":30.14,"width":28.03}],"sign_height_raw":136.49,"sign_width_raw":"164"},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":137.0,"sign_width":164.0,"tax_factor":0.0887},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"04761db9-9fb0-489e-ba59-e4014454cb1e","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"6a9e22b1-9dff-44fb-9f2a-2608eecfa789","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"ad40d544-7a3c-46f4-aaee-1f7ab856578e","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":54,"sign_type_id":1,"heightOrWidth":"30.00","return":3,"price":379,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"d40a1a18-ca95-4d29-afe4-b812e74920d4","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"1d7a940f-2924-4356-b9bb-c5f388ed824b","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"a6aded34-3a00-48fb-acb3-af181c2a4cc7","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"35546aeb-21ac-40be-88e6-d5e5969ecebe","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"edebf1af-9fcc-4a9f-ac4a-2a75e97ba8c8","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"cae88021-5dac-4b95-8184-9f875d020257","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"53cce9ca-881f-4897-99ef-7e2d0f1217ab","height":29.79,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":54,"sign_type_id":1,"heightOrWidth":"30.00","return":3,"price":379,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"e5a5f995-604f-4ba1-aab5-7b9f931ae0d2","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"69dd61a8-95b1-40fa-a549-318cb7d410e6","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"ca6250b9-c9a8-4ca4-8b17-5a1bbe7bffa9","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"3ad7fd72-3081-4cae-8d67-7594458e4770","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"f8339abd-045a-4cd2-8882-5ccfb0a88d3c","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"a9f6516d-58bd-43f9-8a43-2e9872149057","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"ee06667d-19e3-4205-9acc-18cdc6d9f22e","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":54,"sign_type_id":1,"heightOrWidth":"30.00","return":3,"price":379,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"9f6ba8f1-bb03-4a94-9ffc-575557e20b93","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"b8a20212-b01c-4842-9348-c07be43e0ada","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"c1eabd6e-5df2-41ec-a7f9-218c0f29683d","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Dimension Calculation {"data":{"dim_id":"b2abdcc6-5765-4060-b870-d710f9419806","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":21,"baseProductionCost":7611,"result":[{"id":"04761db9-9fb0-489e-ba59-e4014454cb1e","height":21.9,"width":20.15,"depth":3,"price":248},{"id":"6a9e22b1-9dff-44fb-9f2a-2608eecfa789","height":22.78,"width":19.97,"depth":3,"price":262},{"id":"ad40d544-7a3c-46f4-aaee-1f7ab856578e","height":29.61,"width":10.69,"depth":3,"price":379},{"id":"d40a1a18-ca95-4d29-afe4-b812e74920d4","height":30.14,"width":24,"depth":3,"price":412},{"id":"1d7a940f-2924-4356-b9bb-c5f388ed824b","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"a6aded34-3a00-48fb-acb3-af181c2a4cc7","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"35546aeb-21ac-40be-88e6-d5e5969ecebe","height":30.14,"width":28.03,"depth":3,"price":412},{"id":"edebf1af-9fcc-4a9f-ac4a-2a75e97ba8c8","height":21.9,"width":20.15,"depth":3,"price":248},{"id":"cae88021-5dac-4b95-8184-9f875d020257","height":22.78,"width":19.97,"depth":3,"price":262},{"id":"53cce9ca-881f-4897-99ef-7e2d0f1217ab","height":29.79,"width":10.69,"depth":3,"price":379},{"id":"e5a5f995-604f-4ba1-aab5-7b9f931ae0d2","height":30.14,"width":24,"depth":3,"price":412},{"id":"69dd61a8-95b1-40fa-a549-318cb7d410e6","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"ca6250b9-c9a8-4ca4-8b17-5a1bbe7bffa9","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"3ad7fd72-3081-4cae-8d67-7594458e4770","height":30.14,"width":28.03,"depth":3,"price":412},{"id":"f8339abd-045a-4cd2-8882-5ccfb0a88d3c","height":21.9,"width":20.15,"depth":3,"price":248},{"id":"a9f6516d-58bd-43f9-8a43-2e9872149057","height":22.78,"width":19.97,"depth":3,"price":262},{"id":"ee06667d-19e3-4205-9acc-18cdc6d9f22e","height":29.61,"width":10.69,"depth":3,"price":379},{"id":"9f6ba8f1-bb03-4a94-9ffc-575557e20b93","height":30.14,"width":24,"depth":3,"price":412},{"id":"b8a20212-b01c-4842-9348-c07be43e0ada","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"c1eabd6e-5df2-41ec-a7f9-218c0f29683d","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"b2abdcc6-5765-4060-b870-d710f9419806","height":30.14,"width":28.03,"depth":3,"price":412}]},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":137.0},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Total Production Cost and Tax {"data":{"productionCost":7759.47,"taxFactor":0.0887,"tax":688.264989},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Box Calculation Details {"data":{"breadth":143.0,"boxDepth":8,"oneBoxCapacity":-143.0,"noOfBoxes":-1.0,"noOfFullBoxes":-2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-143.0,"widthOfHalfBox":-122.0},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":1300.3741007194244,"shippingWeightInKG":589.7388211879476},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":589.7388211879476,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":16,"min":"551","max":"700","rate":"500","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":500,"defaultShippingRate":null},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":7611,"PSUCost":148.47,"tax":688.264989,"shippingRate":500,"miscellaenous":0,"signPrice":8947.734989},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"164","sign_height":136.49,"sign_depth":3,"totalCost":8947.734989,"TATDays":7,"baseProductionCost":7611,"productionCost":7759.47,"PSUCost":148.47,"tax":688.264989,"shippingCost":500,"uniqueReturns_count":2,"objects_count":21},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":136.49,"sign_width":"164","shipping_weight":162.03088171689717,"shape":"rectangular","dimensions":[{"id":"04761db9-9fb0-489e-ba59-e4014454cb1e","height":21.9,"width":20.15},{"id":"6a9e22b1-9dff-44fb-9f2a-2608eecfa789","height":22.78,"width":19.97},{"id":"ad40d544-7a3c-46f4-aaee-1f7ab856578e","height":29.61,"width":10.69},{"id":"d40a1a18-ca95-4d29-afe4-b812e74920d4","height":30.14,"width":24},{"id":"1d7a940f-2924-4356-b9bb-c5f388ed824b","height":30.66,"width":18.92},{"id":"a6aded34-3a00-48fb-acb3-af181c2a4cc7","height":30.66,"width":18.92},{"id":"35546aeb-21ac-40be-88e6-d5e5969ecebe","height":30.14,"width":28.03},{"id":"edebf1af-9fcc-4a9f-ac4a-2a75e97ba8c8","height":21.9,"width":20.15},{"id":"cae88021-5dac-4b95-8184-9f875d020257","height":22.78,"width":19.97},{"id":"53cce9ca-881f-4897-99ef-7e2d0f1217ab","height":29.79,"width":10.69},{"id":"e5a5f995-604f-4ba1-aab5-7b9f931ae0d2","height":30.14,"width":24},{"id":"69dd61a8-95b1-40fa-a549-318cb7d410e6","height":30.66,"width":18.92},{"id":"ca6250b9-c9a8-4ca4-8b17-5a1bbe7bffa9","height":30.66,"width":18.92},{"id":"3ad7fd72-3081-4cae-8d67-7594458e4770","height":30.14,"width":28.03},{"id":"f8339abd-045a-4cd2-8882-5ccfb0a88d3c","height":21.9,"width":20.15},{"id":"a9f6516d-58bd-43f9-8a43-2e9872149057","height":22.78,"width":19.97},{"id":"ee06667d-19e3-4205-9acc-18cdc6d9f22e","height":29.61,"width":10.69},{"id":"9f6ba8f1-bb03-4a94-9ffc-575557e20b93","height":30.14,"width":24},{"id":"b8a20212-b01c-4842-9348-c07be43e0ada","height":30.66,"width":18.92},{"id":"c1eabd6e-5df2-41ec-a7f9-218c0f29683d","height":30.66,"width":18.92},{"id":"b2abdcc6-5765-4060-b870-d710f9419806","height":30.14,"width":28.03}]}},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Input Parameters {"data":{"dimensions_count":21,"shape":"rectangular"},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 09:31:39] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":4114.95,"dimensions_count":21},"timestamp":"2026-04-07 09:31:39"} 
[2026-04-07 10:36:24] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"164","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php5219.tmp"}},"file_present":true},"timestamp":"2026-04-07 10:36:24"} 
[2026-04-07 10:36:24] local.INFO: Validation Passed {"data":{"sign_width_or_height":"164","user_input_dimension":"width"},"timestamp":"2026-04-07 10:36:24"} 
[2026-04-07 10:36:26] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":7},"timestamp":"2026-04-07 10:36:26"} 
[2026-04-07 10:36:26] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":7},"timestamp":"2026-04-07 10:36:26"} 
[2026-04-07 10:36:26] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":7},"timestamp":"2026-04-07 10:36:26"} 
[2026-04-07 10:36:26] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":7},"timestamp":"2026-04-07 10:36:26"} 
[2026-04-07 10:36:26] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"164"},"timestamp":"2026-04-07 10:36:26"} 
[2026-04-07 10:36:26] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"164","file_size":23423},"timestamp":"2026-04-07 10:36:26"} 
[2026-04-07 10:36:26] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":7,"objects":[{"index":0,"position":{"x":752,"y":49,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.74,"bounding_box_area":441,"exact_perimeter":113.64,"approximate_perimeter":107.74,"convex_hull_perimeter":82.13,"perimeter_pixels":648.607214462437,"original_contour_points":275,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1632,"perimeter_to_area_ratio":0.6775},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detecti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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.78,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.14,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3131,"perimeter_to_area_ratio":0.3466},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-07 10:36:26"} 
[2026-04-07 10:36:26] local.INFO: Nested area calculated {"data":{"nestedArea":3941.0911},"timestamp":"2026-04-07 10:36:26"} 
[2026-04-07 10:36:26] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"27b7920d-ff1b-48ac-94f1-215d106e34bc","height":30.66,"width":18.92,"perimeter":98.57,"area":397.78,"image":"data:image/png;base64,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"},{"id":"47b361c1-c9ad-4aac-ac05-d55d69c4d635","height":30.14,"width":28.03,"perimeter":115.8,"area":334.14,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-07 10:36:26"} 
[2026-04-07 10:36:26] local.INFO: Number of letters detected {"data":{"noOfLetters":7},"timestamp":"2026-04-07 10:36:26"} 
[2026-04-07 10:36:26] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":725.03,"perimeter_in_feet":60.42},"timestamp":"2026-04-07 10:36:26"} 
[2026-04-07 10:36:26] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[167.74,283.61,127.01,177.37,399.34,397.78,334.14],"actualFilledAreaSum":1886.9899999999998},"timestamp":"2026-04-07 10:36:26"} 
[2026-04-07 10:36:26] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":13.1},"timestamp":"2026-04-07 10:36:26"} 
[2026-04-07 10:36:26] local.INFO: Average character height calculated {"data":{"avgCharHeight":27.98428571428571},"timestamp":"2026-04-07 10:36:26"} 
[2026-04-07 10:36:26] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":936.0,"originalHeight":179.0,"ratio":5.229050279329609},"timestamp":"2026-04-07 10:36:26"} 
[2026-04-07 10:36:26] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"164","otherDimensionOfSign":31.36},"timestamp":"2026-04-07 10:36:26"} 
[2026-04-07 10:36:27] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"15744\" height=\"3010.871794871795\" viewBox=\"0 0 936 179\">
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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.61,"bounding_box_area":454,"exact_perimeter":108,"approximate_perimeter":99.98,"convex_hull_perimeter":68.97,"perimeter_pixels":616.4163056034271,"original_contour_points":211,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3056,"perimeter_to_area_ratio":0.3808},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.78,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.14,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3131,"perimeter_to_area_ratio":0.3466},"image_base64":"data:image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","detection_approach":"prominent_color_detection"}]},"dataObjects":[{"id":"7f9d2cde-2404-4abe-a2b7-c86b1fbd1c33","height":21.9,"width":20.15,"perimeter":113.64,"area":167.74,"image":"data:image/png;base64,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"},{"id":"c8f21970-051b-448d-9ad5-efc34690bafd","height":22.78,"width":19.97,"perimeter":108,"area":283.61,"image":"data:image/png;base64,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"},{"id":"ce18b14b-e774-4d78-9949-f09b37b9daf8","height":29.61,"width":10.69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"},{"id":"79c38779-af0c-4c96-a318-f3508e70762d","height":30.66,"width":18.92,"perimeter":98.57,"area":399.34,"image":"data:image/png;base64,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"},{"id":"27b7920d-ff1b-48ac-94f1-215d106e34bc","height":30.66,"width":18.92,"perimeter":98.57,"area":397.78,"image":"data:image/png;base64,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"},{"id":"47b361c1-c9ad-4aac-ac05-d55d69c4d635","height":30.14,"width":28.03,"perimeter":115.8,"area":334.14,"image":"data:image/png;base64,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"}],"no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":27.98428571428571,"widthOfSign":"164","otherDimensionOfSign":31.36,"width_of_smaller_line":20},"timestamp":"2026-04-07 10:36:27"} 
[2026-04-07 10:36:28] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1418,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":"Greater than 24 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RcVrPnmjEbR3quuu6pOs63XTTTeS6LhmGIQQmd5OxoYg1G88iHMehbDZLAwMD9NxzzxHgN699wGazWTp8+DDpuk62bYveMVqKRqO0YMEC8VyiU+MSJuhapHKSvNXfxz72MSEs5eLv1q1bRcI6k+\\/J7e3tdODAAfHCcr24qamJLrnkEiIa7KHc+wCMbB42BeiSSy4h13XJ87whJX2k9Nprr+X5AwRyjuNgx44ddOjQIcH4cjH9vPPOo0WLFhGRX215nle2zjPRiXl52WWXic88No+W0uk09fX1+a4JrmqaRtu3b6d0Oi2ALddUZOHChRSLxYho0BhjMLnXTnXCye36iIiWL19O9fX1Ze3QhmHQe++957vme\\/rbb78txr1AIFC28e\\/8888nosGOwkYDW5FnA7EhSkQ0b948am5uLmvbHceh119\\/3WdAiae7rksdHR3kuq6wZMtF8+bNG3yZJKkAyjZHnizkeR5FIhGaM2eOmOuWQ2MBoDfeeIOSyaS4JoBNpVL00UcfDV5UVbFMsBwvbmhoEOOp67pkWZZ47lRyUBQjXppZWVlZVsExTZM6OzvpxIkT4poA9s033yTLssT+vyOJPsgvICLhLgNALS0tFAqFfHsK5+70PdUpnU4T0SnHTG1treBVOYY7z\\/Ooo6OD3n33XXFNuJW6urqERI30hbkLkuWFz\\/PmzSPTNEWjWBuwGnJdd9KDW4xXoVCIiE5pp0WLFlE2m6VIJELZbLZkJ8VQZNs2pVIpOnr0qLimnqwY2trahJRxZUsFdyi1GgqFqLa2VsQfiQaBZYlmo4KnQJO1yC7EQoWZz+2dM2cOEVFZQGWyLIsOHjwoDCidX7Bnz568gHGpJAMqbx\\/Anqx4PE6maQr1zgYav2eqT3l4lpFMJikWi9GRI0eorq6uoPP+dIj5KPuMdSKi3t5e2r9\\/vwCIreJSwZUNAdna9TyP3nnnHVqzZg3puk6apglNUC6vy0SgYu3IZDIUCoVIURSKxWK0Y8cOYaiGQiExBp8uMU5yRxHAHj9+XAA0UoazOmJXGVvUrutSV1cXdXV15Xmccn8\\/malY\\/dkgDYfDwvUXDAYpk8mUJebN\\/E8kEqfeSUSUTCaF1crjLPeCUtRyrjplw4glP3cynvvMqR4IYN6ycRkOh338GS3xsMahQKKTwPKYxzfJL5Mt5eGIfyOrcZZS+Xm5vXuyS2upZBgGWZYl\\/jLIgUBg1MfLMD7JZFJoBJ2IqL+\\/X+h5lrCR9iS+X\\/5doWfkSudUl1YmlqRcK7gcZwaxBkylUkJQVKLBwX0o1Xi2hdWmCqlEgyLMkirHSOV57TRNLsoDlig\\/v2aaJh+pRKdcgLIhM5XmmWcjqUT+cBpTuaL703RmSCU6FXVgs5kldRrYyUsqUX7usAzstDqenKQTDS+ZQ30nBwzkfGHDMCiVSpHneb69fuXfFHv2NPmpmHDJETn2R4w+zZ8GMwISiQRls1mf7zN3LctQQE5b38NTMV8Cb9JdUVFBNTU1g9fK8WI+fdkwDBFz1HWdXNf1HeQ7lMROO0GGp2KJCJzkcPz4ceHJKguwiqKQaZrkOM5pBY4newbFWFMxX300GiUAVFlZSYFAgIjKCKxlWULyIpEI2bZN2WxWxGD5Ppn4+tmU0HY6VKzj27ZNmUyGjhw5IhLaygYsG1GKolAymSQAFI1G6eKLLxZhJb6XyD\\/gcy+bpsJULHG\\/q6uLGhsb6aKLLqLKykoiKhOwctiPaBC8+vp6+spXvkI\\/+clPfPmzhYCdto6Hp2ISa1mWOGGET\\/4oC7C6rgtwDMMg27apv7+f+vv7uWLTk+FxJpWIaMaMGaJXABAOi+EWTbGkcSoMr\\/ssFEyepvEnlWhwHqqqasHV66WoyaFckF1dXdNTmTNEKtGgFSu7D2WASnEp5q6e478n81zHot7TVISEr1hebT6alXCcU6yqKh0\\/fnx6jnqGSCUaTIWcOXOmuCgDW4oq5XtyV6inUqlpiT1DpBIRVVdX0wUXXODLoBhtVAcAZTIZ6uzsHH0tp2nEpBIRxWIxWrJkCSmKQrqun5bBI+cKc5ZjOp2m3bt3l7fG01QSqUSDE+DZs2fnZVAQlRZ5kT1LRP7A\\/YEDB6jQlnDTNE60fft2sU8f7\\/eXe2DSUEXeuFGR9vyrqqrCsmXL0N\\/fPw3sOJMQx1mzZlEgECBFUcSeQaVGamSXIe9GRkQUj8eps7Nz1IuOpmkUxFvZ8q7X\\/LfU467lDZXlzasVRcHOnTunJXacSUisqqrU3NwsxlnZrViMeIERE89j+btdu3blbQk3TWNLPsvoggsuEPv+jcTPO1SEht2UW7duHX1Np2lE5AN2+fLlYgNL3tK2VA9UbmiOt7uxbZt27drl2\\/jibCdg8NAl+S9Tud4hvP6Koijvvvsumpub6cCBA0REQnpH4n0iIrF168lGUGdnJz3zzDPkeR5UVT2rQ3jxeBxPPvkkbdiwgRobG6mhoYFmzpxJDQ0NNG\\/ePNq2bRuamprE3h28WfXJ\\/Y1L5p3vRsdxcO2119LLL788og0sc7cO4t2vOTvCsiy6\\/PLLacuWLaSc5YnKlmVh5cqVtH37dqHlmG+maVI0GqXa2lqqr6+n2tpaqqiooFmzZlFdXR3NnTuX6uvrqaqqiqqqqqimpoai0SgvpB6ar9lsFj\\/+8Y+FJVzqSVjFCs+H29vby6puJhul02ls3bpVnANQ6HCloYp8XyAQQHNzM9asWYM77rgDGzduxDPPPIOBgYGhefv888+P6ozYQoWBXb9+\\/VkNLABcf\\/31IBo8yaPUqaSiKNA0DYZh5P2Grzc3N+Oll14amrednZ1oaGgY8Ty2WNE0Dbquo7Oz86wE1rZtvPPOO4jFYgKs3BM9ihXl5JGjpmkiEAj4sGlpacGBAwcEb\\/NM3qqqKrryyitHFRAoRJx3\\/OKLL1I2mz3rwNV1nR5\\/\\/HFKJpNiZ1lOzy3ltzwW27ZNtm2LtCVN0ygSidBVV11FjY2NQz8knU5jy5Yted6k0RQeU8LhMJYtW4a2tjbYtn3WgNvX14djx45h7ty5IBr0xY\\/kaDk+7JAPVCo0Lj\\/66KPo7e0dnqee52HGjBk+UEZbZENs3bp1Z9VYCwAbNmzwDW3yKc6lFh7OdF0XR7+Gw2FomuZTw8NW5J577hEVGMnLhyp8xjufO\\/vf\\/\\/73rAAXAN58803Rsevq6gRPSj3jns+gLfSdpmm4+uqrS+MlAOzbt0+AMdoiN4APtr300kvPGmBvvfVWHx\\/4\\/F06DcFhK1g+Fu2Pf\\/xj6by0LAs33ngjQqGQUKWF5rdKCUdRc+UDgYAYW2bMmIFf\\/vKXUxpcAPj3v\\/895InPXKgImHwPgypH4JYtWwbP80rnIQA8\\/fTT0HUdwWDQd24pv4xBLwasruviXiLC7NmzQURoaGjAU089NSXBBQZPfF65cuWogWUg2R9gmqY4RfpnP\\/vZyIAlIkomk1i5cqXv4SxxqqqKFxUDlmgwm4IlXT7WurGxEX19fVMuy6Krqwt33nmn0HSjAZYkLck4mKaJ5uZmHDx4cOR8A4DnnntOAMoWMkshv7QUieXK8VHWhmGIyfrq1avR39+PVCo1JcAFgD\\/84Q+i45cDWOaVrPm+853vnL62AyCklgd\\/NoDopPQVA1aeMmma5qsc98QrrrgC8Xh80ktuf38\\/duzYgZaWFp92Gy2wJKlinvLs27ev4NmxJREA\\/PnPfxZjrAySPN4WU8W1tbU+o0sGlzvMihUrkM1mkclkJiW46XQaruviE5\\/4hGhbJBIZNbDMc5lnd999N9Lp9Oj4NDAwgFtuuSVP+mTVPFzhTqEoig\\/cQCDgO9JaURRcfPHFOHr06KTzTDmOgyNHjmDdunWifZWVlWWRWHlKZBgG5s+fj\\/37949+6AKArVu3YsaMGcLwYaOglOmO3NNy1Tj\\/ZelXVRXXX3893n\\/\\/\\/UljLTuOA8uy8NnPftbXgculivl3\\/Lxvf\\/vb5eONZVl45JFHQESorq4WL+SG5B4Mr+v6sL5mbhT\\/Jvc8+I9\\/\\/OP4y1\\/+UvaUkXKTbdt49dVXcf755\\/tsBo7elNLx+XfcGWRNRieFgbXjJz\\/5SfT29o5eDcsEAIsXLxb6Xn4590huFE+kh+qRMrByYnosFhOqp6mpCffccw+6u7snHLgA8P777+NXv\\/oVGhoa8oYnmTfFgB3O+8T849nEtm3bRj5vLUaWZeGNN95Aa2uraASDJ6saVVVhGEbJEsv319fX+8ZfOtlhrrrqKmzatAkAyt+oEVI2m0U2m8Wrr76KW265xee4kV2nfJ35M1yR5\\/fsfFBVVfiIGdx169aNXfvZI8WN4QrJTgdZeocqMrA8dsgdIRQK+QwvTdOwdu1avPnmm2dEPZ84cQIAEI\\/H8d3vfleAyG2VMyJCodCI3K4kdYZCifeqqmLx4sX44IMPxnY66DgO1q9fL8ZGnstyI0rJ5ZGBlVVROBz2jbe6rgvrkr+\\/\\/PLL8eSTTyIej4+5BMfjcbiui7fffhtf\\/epXRWfmkFluWNM0zTyjqZRZQ66NIgcKampq8Kc\\/\\/WnsO7PjOEgkEli9enWepHGDcqc6uSXXeOJ5LkctFEVBVVWVTzVzB2BLe82aNXj88cexb98+dHd3w3XdsjQeAJLJJD744AO88cYb+MY3voGWlhbfEEGSREWjUYRCobzhhztkKWMsq2DDMBAOh31x2wceeGD8NBSH9hoaGhAOhwUguUbUUJkCMrDDGViBQEBYmHy9oqLCN\\/\\/VdR1Lly7Ft771Lfz9739He3s7BgYGBNC2bYv\\/ZXJdF7Zti88DAwPYv38\\/nnzySdx2220iWMEMLyRZNTU1eZ2aDcdSgyS57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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":167.76,"other_dimension_of_sign":31.36,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1418}},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"8.2399"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"120.9348924"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"1.90323"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"13.4005518"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":11.4625},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":106.5098076},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"2.1896"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"104.58077"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"0.945"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"4.8755"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.006009397851599999},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":6.009397851599999},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00047728599749999995},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.47728599749999995},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.00455257413},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":4.55257413},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.00935664444"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"9.35664444"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00454107654"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"4.54107654"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0060803028"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"6.0803028"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00048514752"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.48514752"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":6.300485855820001},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":20.5275},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"20.8012"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"5.2316345438113"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":460.27193693491995,"totalDenseWeight_before_formula":52.2825669730904},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":506.299130628412},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":7,"totalDenseWeight":57.51082367039944},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":7,"sign_depth":"1"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":20.15,"height":21.9,"depth":"1"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":10.69,"height":29.61,"depth":"1"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":24,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":28.03,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775558189_c83b24584928345e94bfca3cd892345f","bins_packed":[{"bin_data":{"w":28.33,"h":30.96,"d":9.1,"id":"unique","used_space":65.8453,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":30.96,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/bd6f52f4eefa74b85dde08ef465e42c2/1775558189-2383-1119331.svg","items":[{"id":"item-7","w":28.33,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/bd6f52f4eefa74b85dde08ef465e42c2/1775558189-2377-6982902.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":24.3,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/bd6f52f4eefa74b85dde08ef465e42c2/1775558189-2379-8736571.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":10.99,"h":29.91,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/bd6f52f4eefa74b85dde08ef465e42c2/1775558189-238-8568668.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":20.27,"h":23.08,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/bd6f52f4eefa74b85dde08ef465e42c2/1775558189-238-6841885.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":20.45,"h":22.2,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/bd6f52f4eefa74b85dde08ef465e42c2/1775558189-2381-3276573.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/bd6f52f4eefa74b85dde08ef465e42c2/1775558189-2382-1172829.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/bd6f52f4eefa74b85dde08ef465e42c2/1775558189-2382-5150229.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:28] local.INFO: Box added from packed bin {"data":{"length":9.1,"width":28.33,"height":30.96,"denseWeight":57.51082367039944},"timestamp":"2026-04-07 10:36:28"} 
[2026-04-07 10:36:29] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":11.1,"width":30.33,"height":33.21},"quantity":1,"denseWeight":57.51082367039944}],"cheapestShippingCost":564.9262884433225,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":744.8077642125686,"tariffAndDS":744.8077642125686,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1200.9280390163456,"totalShipmentCostFormula":"((tariffAndDS (744.80776421257) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1200.93","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":421.0892292673239,"tariffAndDS":421.0892292673239,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":678.964273270633,"totalShipmentCostFormula":"((tariffAndDS (421.08922926732) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 678.96","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":564.9262884433225,"tariffAndDS":564.9262884433225,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":564.9262884433225,"totalShipmentCostFormula":"(((tariffAndDS (564.92628844332) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 564.92628844332","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":373.82035385759633,"tariffAndDS":373.82035385759633,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":602.7479385599884,"totalShipmentCostFormula":"((tariffAndDS (373.8203538576) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 602.75","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":585.4601849646663,"tariffAndDS":585.4601849646663,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":998.3267074017489,"totalShipmentCostFormula":"(( tariffAndDS (585.46018496467) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 998.32670740175","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":57.51082367039944,"rate":453.21999999999997,"tariffAndDS":510.7308236703994,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":871.5638618870197,"totalShipmentCostFormula":"(((tariffAndDS (510.7308236704) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 871.56386188702","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":1025.1082367039944,"tariffAndDS":1025.1082367039944,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1025.1082367039944,"totalShipmentCostFormula":"((tariffAndDS (1025.108236704) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1025.108236704","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 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[2026-04-07 10:36:29] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 10:36:29"} 
[2026-04-07 10:36:29] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 10:36:29"} 
[2026-04-07 10:36:29] local.INFO: Final API Response {"data":{"sign_width":"164","sign_height":31.36,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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Standard","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":585.4601849646663,"tariffAndDS":585.4601849646663,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":998.3267074017489,"totalShipmentCostFormula":"(( tariffAndDS (585.46018496467) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 998.32670740175","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited 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Certified","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.006009397851599999,"result":6.009397851599999,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.00047728599749999995,"result":0.47728599749999995,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.00455257413,"result":4.55257413,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":28,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":29,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":30,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":31,"dense_weight_expression":0.00935664444,"result":"9.35664444","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00454107654,"result":"4.54107654","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.0060803028,"result":"6.0803028","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00048514752,"result":"0.48514752","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":6.300485855820001,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":20.5275,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":20.8012,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":5.2316345438113,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":57.51082367039944,"result":506.299130628412,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"164","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":167.76,"other_dimension_of_sign":31.36,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1418},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1418},"timestamp":"2026-04-07 10:36:29"} 
[2026-04-07 10:36:29] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 10:36:29"} 
[2026-04-07 10:36:30] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.36,"sign_width":"164","dimensions":[{"id":"7f9d2cde-2404-4abe-a2b7-c86b1fbd1c33","height":21.9,"width":20.15},{"id":"c8f21970-051b-448d-9ad5-efc34690bafd","height":22.78,"width":19.97},{"id":"ce18b14b-e774-4d78-9949-f09b37b9daf8","height":29.61,"width":10.69},{"id":"99d53e87-299f-4ada-b208-1ee49a12122c","height":30.14,"width":24},{"id":"79c38779-af0c-4c96-a318-f3508e70762d","height":30.66,"width":18.92},{"id":"27b7920d-ff1b-48ac-94f1-215d106e34bc","height":30.66,"width":18.92},{"id":"47b361c1-c9ad-4aac-ac05-d55d69c4d635","height":30.14,"width":28.03}]},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.36,"sign_width":"164","dimensions":[{"id":"7f9d2cde-2404-4abe-a2b7-c86b1fbd1c33","height":21.9,"width":20.15},{"id":"c8f21970-051b-448d-9ad5-efc34690bafd","height":22.78,"width":19.97},{"id":"ce18b14b-e774-4d78-9949-f09b37b9daf8","height":29.61,"width":10.69},{"id":"99d53e87-299f-4ada-b208-1ee49a12122c","height":30.14,"width":24},{"id":"79c38779-af0c-4c96-a318-f3508e70762d","height":30.66,"width":18.92},{"id":"27b7920d-ff1b-48ac-94f1-215d106e34bc","height":30.66,"width":18.92},{"id":"47b361c1-c9ad-4aac-ac05-d55d69c4d635","height":30.14,"width":28.03}]}},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"7f9d2cde-2404-4abe-a2b7-c86b1fbd1c33","height":21.9,"width":20.15},{"id":"c8f21970-051b-448d-9ad5-efc34690bafd","height":22.78,"width":19.97},{"id":"ce18b14b-e774-4d78-9949-f09b37b9daf8","height":29.61,"width":10.69},{"id":"99d53e87-299f-4ada-b208-1ee49a12122c","height":30.14,"width":24},{"id":"79c38779-af0c-4c96-a318-f3508e70762d","height":30.66,"width":18.92},{"id":"27b7920d-ff1b-48ac-94f1-215d106e34bc","height":30.66,"width":18.92},{"id":"47b361c1-c9ad-4aac-ac05-d55d69c4d635","height":30.14,"width":28.03}],"sign_height_raw":31.36,"sign_width_raw":"164"},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":32.0,"sign_width":164.0,"tax_factor":0.0887},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Dimension Calculation {"data":{"dim_id":"7f9d2cde-2404-4abe-a2b7-c86b1fbd1c33","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Dimension Calculation {"data":{"dim_id":"c8f21970-051b-448d-9ad5-efc34690bafd","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Dimension Calculation {"data":{"dim_id":"ce18b14b-e774-4d78-9949-f09b37b9daf8","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":53,"sign_type_id":1,"heightOrWidth":"30.00","return":2,"price":361,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Dimension Calculation {"data":{"dim_id":"99d53e87-299f-4ada-b208-1ee49a12122c","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Dimension Calculation {"data":{"dim_id":"79c38779-af0c-4c96-a318-f3508e70762d","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Dimension Calculation {"data":{"dim_id":"27b7920d-ff1b-48ac-94f1-215d106e34bc","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Dimension Calculation {"data":{"dim_id":"47b361c1-c9ad-4aac-ac05-d55d69c4d635","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":7,"baseProductionCost":2415,"result":[{"id":"7f9d2cde-2404-4abe-a2b7-c86b1fbd1c33","height":21.9,"width":20.15,"depth":2,"price":236},{"id":"c8f21970-051b-448d-9ad5-efc34690bafd","height":22.78,"width":19.97,"depth":2,"price":250},{"id":"ce18b14b-e774-4d78-9949-f09b37b9daf8","height":29.61,"width":10.69,"depth":2,"price":361},{"id":"99d53e87-299f-4ada-b208-1ee49a12122c","height":30.14,"width":24,"depth":2,"price":392},{"id":"79c38779-af0c-4c96-a318-f3508e70762d","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"27b7920d-ff1b-48ac-94f1-215d106e34bc","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"47b361c1-c9ad-4aac-ac05-d55d69c4d635","height":30.14,"width":28.03,"depth":2,"price":392}]},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2563.47,"taxFactor":0.0887,"tax":227.379789},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":3.0,"noOfFullBoxes":2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":30.0},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":398.04316546762584,"shippingWeightInKG":180.51844238894594},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":180.51844238894594,"shippingRateFound":false,"shippingRateRow":null},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2415,"PSUCost":148.47,"tax":227.379789,"shippingRate":null,"miscellaenous":0,"signPrice":2790.849789},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"164","sign_height":31.36,"sign_depth":2,"totalCost":2790.849789,"TATDays":7,"baseProductionCost":2415,"productionCost":2563.47,"PSUCost":148.47,"tax":227.379789,"shippingCost":null,"uniqueReturns_count":2,"objects_count":7},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"7f9d2cde-2404-4abe-a2b7-c86b1fbd1c33","height":21.9,"width":20.15},{"id":"c8f21970-051b-448d-9ad5-efc34690bafd","height":22.78,"width":19.97},{"id":"ce18b14b-e774-4d78-9949-f09b37b9daf8","height":29.61,"width":10.69},{"id":"99d53e87-299f-4ada-b208-1ee49a12122c","height":30.14,"width":24},{"id":"79c38779-af0c-4c96-a318-f3508e70762d","height":30.66,"width":18.92},{"id":"27b7920d-ff1b-48ac-94f1-215d106e34bc","height":30.66,"width":18.92},{"id":"47b361c1-c9ad-4aac-ac05-d55d69c4d635","height":30.14,"width":28.03}],"sign_height_raw":31.36,"sign_width_raw":"164"},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":32.0,"sign_width":164.0,"tax_factor":0.0887},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Dimension Calculation {"data":{"dim_id":"7f9d2cde-2404-4abe-a2b7-c86b1fbd1c33","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Dimension Calculation {"data":{"dim_id":"c8f21970-051b-448d-9ad5-efc34690bafd","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Dimension Calculation {"data":{"dim_id":"ce18b14b-e774-4d78-9949-f09b37b9daf8","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":54,"sign_type_id":1,"heightOrWidth":"30.00","return":3,"price":379,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Dimension Calculation {"data":{"dim_id":"99d53e87-299f-4ada-b208-1ee49a12122c","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Dimension Calculation {"data":{"dim_id":"79c38779-af0c-4c96-a318-f3508e70762d","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Dimension Calculation {"data":{"dim_id":"27b7920d-ff1b-48ac-94f1-215d106e34bc","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Dimension Calculation {"data":{"dim_id":"47b361c1-c9ad-4aac-ac05-d55d69c4d635","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":7,"baseProductionCost":2537,"result":[{"id":"7f9d2cde-2404-4abe-a2b7-c86b1fbd1c33","height":21.9,"width":20.15,"depth":3,"price":248},{"id":"c8f21970-051b-448d-9ad5-efc34690bafd","height":22.78,"width":19.97,"depth":3,"price":262},{"id":"ce18b14b-e774-4d78-9949-f09b37b9daf8","height":29.61,"width":10.69,"depth":3,"price":379},{"id":"99d53e87-299f-4ada-b208-1ee49a12122c","height":30.14,"width":24,"depth":3,"price":412},{"id":"79c38779-af0c-4c96-a318-f3508e70762d","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"27b7920d-ff1b-48ac-94f1-215d106e34bc","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"47b361c1-c9ad-4aac-ac05-d55d69c4d635","height":30.14,"width":28.03,"depth":3,"price":412}]},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2685.47,"taxFactor":0.0887,"tax":238.20118899999997},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":3.0,"noOfFullBoxes":2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":30.0},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":398.04316546762584,"shippingWeightInKG":180.51844238894594},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":180.51844238894594,"shippingRateFound":false,"shippingRateRow":null},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2537,"PSUCost":148.47,"tax":238.20118899999997,"shippingRate":null,"miscellaenous":0,"signPrice":2923.6711889999997},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"164","sign_height":31.36,"sign_depth":3,"totalCost":2923.6711889999997,"TATDays":7,"baseProductionCost":2537,"productionCost":2685.47,"PSUCost":148.47,"tax":238.20118899999997,"shippingCost":null,"uniqueReturns_count":2,"objects_count":7},"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:30] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 10:36:30"} 
[2026-04-07 10:36:31] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.36,"sign_width":"164","shipping_weight":57.51082367039944,"shape":"rectangular","dimensions":[{"id":"7f9d2cde-2404-4abe-a2b7-c86b1fbd1c33","height":21.9,"width":20.15},{"id":"c8f21970-051b-448d-9ad5-efc34690bafd","height":22.78,"width":19.97},{"id":"ce18b14b-e774-4d78-9949-f09b37b9daf8","height":29.61,"width":10.69},{"id":"99d53e87-299f-4ada-b208-1ee49a12122c","height":30.14,"width":24},{"id":"79c38779-af0c-4c96-a318-f3508e70762d","height":30.66,"width":18.92},{"id":"27b7920d-ff1b-48ac-94f1-215d106e34bc","height":30.66,"width":18.92},{"id":"47b361c1-c9ad-4aac-ac05-d55d69c4d635","height":30.14,"width":28.03}]}},"timestamp":"2026-04-07 10:36:31"} 
[2026-04-07 10:36:31] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 10:36:31"} 
[2026-04-07 10:36:31] local.INFO: Input Parameters {"data":{"dimensions_count":7,"shape":"rectangular"},"timestamp":"2026-04-07 10:36:31"} 
[2026-04-07 10:36:31] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 10:36:31"} 
[2026-04-07 10:36:31] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 10:36:31"} 
[2026-04-07 10:36:31] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 10:36:31"} 
[2026-04-07 10:36:31] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 10:36:31"} 
[2026-04-07 10:36:31] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 10:36:31"} 
[2026-04-07 10:36:31] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 10:36:31"} 
[2026-04-07 10:36:31] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1371.23,"dimensions_count":7},"timestamp":"2026-04-07 10:36:31"} 
[2026-04-07 10:38:53] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"164","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php9842.tmp"}},"file_present":true},"timestamp":"2026-04-07 10:38:53"} 
[2026-04-07 10:38:53] local.INFO: Validation Passed {"data":{"sign_width_or_height":"164","user_input_dimension":"width"},"timestamp":"2026-04-07 10:38:53"} 
[2026-04-07 10:38:56] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":12},"timestamp":"2026-04-07 10:38:56"} 
[2026-04-07 10:38:56] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":12},"timestamp":"2026-04-07 10:38:56"} 
[2026-04-07 10:38:56] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":11},"timestamp":"2026-04-07 10:38:56"} 
[2026-04-07 10:38:56] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":12},"timestamp":"2026-04-07 10:38:56"} 
[2026-04-07 10:38:56] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"164"},"timestamp":"2026-04-07 10:38:56"} 
[2026-04-07 10:38:56] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"164","file_size":40708},"timestamp":"2026-04-07 10:38:56"} 
[2026-04-07 10:38:56] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":12,"objects":[{"index":0,"position":{"x":580,"y":350,"width":111,"height":124},"scaled_width":19.45,"scaled_height":21.73,"actual_filled_area":175.11,"bounding_box_area":422,"exact_perimeter":118.78,"approximate_perimeter":115.82,"convex_hull_perimeter":79.9,"perimeter_pixels":677.9310242291875,"original_contour_points":74,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.12,"compactness":0.156,"perimeter_to_area_ratio":0.6783},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":392,"y":347,"width":168,"height":127},"scaled_width":29.44,"scaled_height":22.25,"actual_filled_area":281.53,"bounding_box_area":655,"exact_perimeter":177.33,"approximate_perimeter":153.73,"convex_hull_perimeter":99.73,"perimeter_pixels":1012.0904037956226,"original_contour_points":163,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.32,"compactness":0.1125,"perimeter_to_area_ratio":0.6299},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":251,"y":347,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":292.57,"bounding_box_area":454,"exact_perimeter":110.99,"approximate_perimeter":98,"convex_hull_perimeter":74.26,"perimeter_pixels":633.4457428549498,"original_contour_points":235,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.2985,"perimeter_to_area_ratio":0.3794},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":125,"y":302,"width":101,"height":172},"scaled_width":17.7,"scaled_height":30.14,"actual_filled_area":209.99,"bounding_box_area":533,"exact_perimeter":131.23,"approximate_perimeter":127.92,"convex_hull_perimeter":87.28,"perimeter_pixels":748.9949493661171,"original_contour_points":96,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.7,"compa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EBKEgApSQCkJAGQkgRAShIAKUkApCQBkJIEQEoSAClJAKQkAZCSBEBKEgApSQCkJAGQkgRAShIAKUkApCQBkJIEQEoSAClJAKQkAZCSBEBKEgApSQCkJAGQkgRAShIAKUkApCQBkJIEQEoSAClJAKQkAZCSBEBKEgApSQCkJAGQkgRAShIAKUkApCQBkJIEQEoSAClJAKQkAZCSBEBKEgApSQCkJAGQkgRAShIAKUkApCQBkJIEQAEAIsLg4CAUpTbOFEWBoijQdb0m66t3ot5/GgDouo7NmzdjeHgYIyMjiMfjS9qI67qIx+OYnJxceokFIOr9xwCAiGhoaAjJZBKKoqBcLi9pI6ZpIp/PIxaLgfF/3/wfRu4/Cf4HSC0+S2uiA14AAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":752,"y":49,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.81,"bounding_box_area":441,"exact_perimeter":113.79,"approximate_perimeter":107.8,"convex_hull_perimeter":82.13,"perimeter_pixels":649.4356415871832,"original_contour_points":276,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1629,"perimeter_to_area_ratio":0.6781},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.64,"bounding_box_area":454,"exact_perimeter":108,"approximate_perimeter":99.98,"convex_hull_perimeter":68.97,"perimeter_pixels":616.4163056034271,"original_contour_points":211,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3056,"perimeter_to_area_ratio":0.3808},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHYAAACGCAYAAAAINX4IAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1de3DcVfU/39e+sptsnk0f+SWmaW2hrZWCZaSDhdYCAsOIw6NKB8RhFHRsUUdxxPExwyiOHcFhRGTQQWcAdRRUGCjUFqtIaQu0pZBWJgTa9EESku2+9/v6/P5Iz+V+dzfZTbNJkzRn5k6y3/3u93vv+dxz7rnnnHsv0QxNS1LOdAXGSrlcDj6fj3p7e6m/v59M0yTTNCkWi9HAwACl02myLIs0TSNN00hRhpqsaRr5fD4yDINmzZpFmqZROBym5uZmikajZJomVVVVTVn+TJmK27YNVVVJURRyHIcOHz5M+/fvp66uLnrzzTeps7OTOjs7KR6Pk6ZpRERkWZbnGYqiEADPNV3XSVEUsiyLAoEALVq0iJYvX04dHR20dOlSWr58Of3f//2f/IwpwbNJXUnbtqFpGvX29tKuXbvo2WefpZdffpm6u7spHo8T0RAwpmmOaz0aGhpo8eLFtHbtWvr0pz9NS5YsoUgkQkSTF+hJV6l0Oo1gMEgnT56kHTt20L/+9S/asmULDQwM0MDAAOVyuQKpG29iSVcURYC8atUqWrt2LS1fvpyi0SipqjrpeDkpCKfo9ddfx8aNGzF//nyoqgoi8hRN0xAIBOD3+4t+Px5F0zSoqgpFUcQ1VVVRX1+Pjo4OPPjggzhw4AA3YWJ73WQlABgcHMTPfvYztLe3C6YFAgEYhgFN02AYxoSBOFJRFKWgHn6/H0SEuro63HLLLXjppZdg2zZs2z47AXZdFydOnMAjjzyC8847D7NmzYLP54Pf7/dIRjAYFGDrug5d16FpGjRNE59pAgBVFAWGYSAYDCIQCAzb0erq6nD77bdjz549ME0TqVTq7AC4v78fALB161asWrWqABhVVREMBhEMBqFpmoe58ueJLKFQyNPZuPCwEAgE4PP5EAqF4PP5QESIRCL47ne/iw8++ADZbHZ6gwsAb7zxBq644goBomEYHobIhaVT13X4/X4YhiGkx+fzibE2/3fjVXiIyO90cuf0+XziczAYxJw5c/D73/8e//vf/6bf+AsAvb29+MUvfoEFCxYMyzhd1xEOhz1gsaQwoCQxuZgUjWfh4UB+L3/Or4+maZ7PX/3qV9HZ2QnHcaYHuABw8OBBXHfddQKgqqoq0WAeQ8ezcKeQy3i/Uy6sjebMmYPf/e53cF13aqtny7Lw1FNPYfbs2aKRbO3SBDJ2MpRAIIBIJAIiwu233w7btqceuIODgwCAhx56yAOibPEqijKh42OxMlHSGwgExP+1tbUgIixZsgSHDx+eOuPuBx98AADYtGkTiAiGYSAQCIgxR1VVMTedKMnl8S9/vOa6jPf7FUVBKBRCTU2NqI+qqujo6MDevXsnP7jxeByJRALr1q0DEaG6utojEYqiCEuXr00EuPlj60SPt4qioLq6WnzmMbe6uhrz5s3D888/P3nBTSaTcF0XV199tVA/DJphGKiurvaoJJbgiZybninjSW53TU2Np4MREZqamvDuu+/Cdd3JBS4ApNNpXHbZZfD7/aipqRHqj8dRmZnhcBjhcHjCGMsqV9d1GIYBXdcn1EXJHVy2Kbj9Mo8OHTqEkydPTg5wHcdBOp3GmjVrijKUmSgbTjJTJwJgwzDg9/sRDAYRCoWENplIcCORiHif7NDg/6PRKKqqqvDyyy9XRC2PKdQ0ODgI27bp+uuvp71799Lg4CAZhkG2bYvQmq7rZNt24YtPhTEVRSHDMCiXyxERUSAQINd1RYzV7/dTLpcjXdfFs/h5nBFh2zY1NTVRR0cHLV68mM455xxqb2/ncBrV19eTaZpk2zZpmkaGYZDjOBSPxymZTNKRI0eot7eXOjs7ae/evdTV1SXer2ka6bpOuVyOfD4fua5LRCSepaoqaZpG2Wy2oL2appHjOKKtwxEA0c65c+fS1q1baeHChaRp2sSHAh3HgWmaWL9+Perq6kQPlL0wI41lsmVKRMKxz99zQEBVVUQikaLSPnv2bFx00UX4yU9+ghdeeAGJRAIAYNs2EokETNOETK7rej7bto1MJiM+J5NJHDhwAI8++ihuvfVWdHR0FNSbnSu1tbXif64buznz21iqsKpmn/OyZctw/PhxJJPJiVfLAHDXXXcJRstTBx7L8plCwwDr8/nEb1ltF/MdcznvvPPw85//HO+99x4AIJfLwbIsOI5TAJ5pmrBt23PddV3P5/wOAACWZeHo0aPYt28fbrjhBuFcMAzDM3zkT2EoD1DZvz1cCQaDng6raRpWrlwJ27ZhWdbEgQsATz31lOildKon8/9sqJQLLH/ON2p0XRdSEQqF8KlPfQoPP/wwTpw4URQUy7JgWVYBQDKwruvCsiyYpgnHccR9juMgm80ik8kUdA4A+Oc//4m77roLoVBIAMxtzHe2aJpW4O8uBSzfK/9/9913I5fLTQyw6XQae/bsER4UWUrlhjFAw3mXiqliwzDg8/mEkcPfLVy4EPfffz9isZgAgam/vx+ZTAa2bXsk0jRNWJZVFKRi0snBcVnyLctCOp0GAKRSKTiOgx07dmDRokWintFoFKqqekJ7HIkqF1iSNBWr8qqqKiiKgkcffRTAOM9xudEdHR0CyHyHA/dervBw81QZWJaC/N47Z84cXHnllR6pdBwHyWQSiUSiALRcLldUrbIkZrNZIalsIzBwMuU/lz9ns1kAQCKRwD333CPUMxcOQ8qgcvSnFLByKDAajYrft7e3o7e3d3zBBYBvfOMbBYaSrIL9fn9ZTod8iWUm8P8tLS247777AAyF/FjFytIKAH19fUgmk8jlch4gGMRySJZ413WF5GazWSQSCeRyOfH8dDotAO7v78fq1as9XiU5XFfuGCvnb7HEypru7rvvxpEjR8YHWADo6upCc3OzAI4lTW5UvmVbLrDV1dUC2DVr1uC5554TapEBzWazQtpyuVyBQVRs3Cymil3XHfa7/I4DQIDe19fn6Qyu66Kvrw9r1qxBQ0NDQRuLGVPDSSzzUra0ZQv7ySefBFBhqU2n07AsC2vXrhW9idVQOTlHcgeQLUqWdm6cYRhobW0VUQ95KjKZyXEcbNq0yTOk5LtP2e4oliBQDvAXX3wx+vr6KgssAHz/+99HQ0ODp1KjdeBzw30+n5gmcMOi0SjOPfdcvPPOO2Bv1lQh7vhf+9rXPNM+7sQMqDy/l/lYCljWfJs3bwZQIanNZrM4ceIEmpubC6RPzoQYqbBKkn8rW5BEhPnz56O7uxuu6wpG5XK5oqpxMtP69es9eU/lGE/lOjE0Tatc7pRt2/jBD37gSf+UAS3HUJLVtayKWV11dHQgHo/j5MmTAD4cy9hImeyUzWY94/ZnP/tZ0WEDgcCwYBWT4uFAZe24YcMGZDKZsQMbi8VQW1vrUbuyUTSSgVQMXO4U/Le5uRlHjhwRYPL8kSnf4TAZibUKW87xeByLFi1CQ0ODmPqNBVjWbtXV1TAMA6+//vrY3I3ZbBb333+/R7qKTbxLgZpvHfJzDMPAAw88AADCG8T+3lQqhYGBgTOD1GkQW9hsre/evRutra1ljaHlgMo2ia7ruO222wCMQR3v27cP7e3tIr2FJEmT56+limwhyvPW22+/HcCQ812mTCYj5qCyR2myUi6XExZ8Op0W/2/evFm4ScdiPMkpr7wKgd8xalATiQQeeOCBokBpmuaZpowGXFbJ8+fPF2MqMCShTLL6nQrjrOM4ogOyRwsAjh49inXr1o15upPvriUifO973wNwmsCuWLGibOBGKiylPPcNh8N45plnABS676Yi8RibHzUaHBxEZ2enR9PJbshyp4tsgMmdoqWlZfTrgizLwl//+lePN2ishRvW2NiISy+9VEjldAM2f+jIZDLCsUPknUWcTpYk3x8IBLBlyxaYplkUXLXYRV3X6fHHH6d4PF4y+l8O+f1+SqVS5Pf7qaGhge655x6xnUA6nR7z8880KVI2CADPFgmBQIA2btxIkUhEbLMQDAZJ0zRyXbesRdyKtG8G8y2bzdKzzz4rMjrKIsdxMHv27FGNoSMV2TFx7733AoAIq00Hkp0oPF1jKz+TycCyLFx77bWCB3Ikp5y8K54Ty+FQoqGEg+7u7vLUMQC8+OKLUFW1oolm3EmOHz8u1K9sME1lys/QKPbd448/LpZdFgNtpJK/EIyv6bqOhx9+uOhCrwJV7Lou/fa3vyXXdUWCWSUIAF177bVUW1tLiqJQNpulUChUNNFtqhEn1TmOQ47jFHyXyWRoxYoVVF1dTdlsViTUqapaFo9t2y4YEjlp8G9/+1vR4bIA2Lfffpu2bt0qtshhnT5WikQidMstt5Df76dkMkmBQIBs2y5gxFQmZrDruuS6LjmOQ7ZtC9vikksuISIS+0uNhreqOgRVIBDwXN+3bx/19/cX3i9/AIC33nqL+vv7xUt1XR9F04avlOu6dOWVVxLRUG8jGjIA/H7/mJ9/pgkAARCpqKqqisIGTygUohtuuIE0TSPbtsXGYsyLct5B9CHAlmWR3++nkydP0tGjRwvuL5DYrVu3ilxYTdNOWx0rikKKoghQ169fLyw4v99PjuNQVVXVaT17shG3dbjrjuOQrut0/fXXk+M4ZBiGEJj8TcaGI9ZsPIuwbZtyuRzF43F6+umnCfCa1x5gc7kcHT16lHRdJ8uyRO8YK0UiEVq0aJF4LtGH4xIm6VqkSpK81d9HPvIRISyV4u/27dtFwjqT58ldXV106NAh8cJKvbi1tZUuvPBCIhrqodz7AIxuHjYN6MILLyTHcch13WElfbT08ssvF/gDBHK2bWPXrl105MgRwfhKMf2jH/0onXvuuUTkVVuu61as80x2Yl5efPHF4jOPzWOlTCZDg4ODnmuCq5qm0c6dOymTyQhgKzUVWbx4MUWjUSIaMsYYTO61051wars+IqKVK1dSY2NjRTu0YRj09ttvk7wM0/P0N954Q4x7Pp+vYuPfOeecQ0RDHYWNBrYizwZiQ5SIaMGCBdTW1lbRttu2Ta+88opHSMTTHceh7u5uchxHWLKVogULFgy9TJJUABWbI08Vcl2XwuEwzZ07V8x1K6GxANCrr75KqVRKXBPAptNp+uCDD4YuqqpYJliJFzc1NYnx1HEcMk1TPHc6OShKES/NrK6urqjg+P1+6unpoZMnT4prAtjXXnuNTNMU+/+OJvogv4CIhLsMALW3t1MwGPTsKZy/0/d0p0wmQ0QfOmbq6+sFryox3LmuS93d3fTWW2+Ja8Kt1NvbKyRqtC/MX5AsL3xesGAB+f1+0SjWBqyGHMeZ8uCW4lUwGCSiD7XTueeeS7lcjsLhMOVyubKdFMORZVmUTqfp+PHj4pp6qmLo7OwUUsaVLRfc4dRqMBik+vp6EX8kGgKWJZqNCp4CTdUiuxCLFWY+t3fu3LlERBUBlck0TTp8+LDwQOn8gn379hUEjMslGVB5+wD2ZCUSCfL7/UK9s4HG75nuUx6eZaRSKYpGo3Ts2DFqaGgo6rw/HWI+yj5jnYhoYGCADh48KABiq7hccGVDQLZ2XdelN998k9atW0e6rpOmaUITVMrrMhmoVDuy2SwFg0FSFIWi0Sjt2rVLGKrBYFCMwadLjJPcUQSw77//vgBotAxndcSuMraoHceh3t5e6u3tLfA45f9+KlOp+rNBGgqFhOsvEAhQNputSMyb+Z9MJj98JxFRKpUSViuPs9wLylHL+eqUDSOW/PzJeP4zp3sggHnLxmUoFPLwZ6zEwxqHAolOActjHt8kv0y2lEci/o2sxllK5efl9+6pLq3lkmEYZJqm+Msg+3y+MR8vw/ikUimhEXQiolgsJvQ8S9hoexLfL/+u2DPypXO6SysTS1K+FVyJM4NYA6bTaSEoKtHQ4D6cajzbwmrThVSiIRFmSZVjpPK8doamFhUAS1SYXzNDU49Uog9dgLIhM53mmWcjqUTecBpTpaL7M3RmSCX6MOrAZjNL6gywU5dUosLcYRnYGXU8NUknGlkyh/tODhjI+cKGYVA6nSbXdT17/cq/KfXsGfJSKeGSI3Lsjxh7mj8NZQQkk0nK5XIe32f+WpbhgJyxvkemUr4E3qS7qqqK6urqhq5V4sV8+rJhGCLmqOs6OY7jOch3OImdcYKMTKUSETjJ4f333xeerIoAqygK+f1+sm37tALHUz2DYryplK8+EokQAKquriafz0dEFQTWNE0heeFwmCzLolwuJ2KwfJ9MfP1sSmg7HSrV8S3Lomw2S8eOHRMJbRUDlo0oRVEolUoRAIpEInTBBReIsBLfS+Qd8LmXzVBxKpW439vbSy0tLXT++edTdXU1EVUIWDnsRzQEXmNjI335y1+mH//4x5782WLAzljHI1MpiTVNU5wwwid/VARYXdcFOIZhkGVZFIvFKBaLccVmJsMTTCoR0axZs0SvACAcFiMtmmJJ41QYXvdZLJg8QxNPKtHQPFRV1aKr18tRk8O5IHt7e2emMmeIVKIhK1Z2H8oAleNSzF89x39P5bmOR71nqAQJX7G82nwsK+E4p1hVVXr//fdn5qhniFSioVTI5uZmcVEGthxVyvfkr1BPp9MzEnuGSCUiqq2tpWXLlnkyKMYa1QFA2WyWenp6xl7LGRo1qURE0WiUli5dSoqikK7rp2XwyLnCnOWYyWRo7969la3xDJVFKtHQBHjOnDkFGRRE5UVeZM8SkTdwf+jQISq2JdwMTRDt3LlT7NPH+/3lH5g0XJE3blSkPf9qamqwYsUKxGKxGWAnmIQ4zp49m3w+HymKIvYMKjdSI7sMeTcyIqJEIkE9PT1jXnQ0Q2Mg3sqWd73mv+Uedy1vqCxvXq0oCnbv3j0jsRNMQmJVVaW2tjYxzspuxVLEC4yYeB7L3+3Zs6dgS7gZGl/yWEbLli0T+/6Nxs87XISG3ZTbt28fe01naFTkAXblypViA0ve0rZcD1R+aI63u7Esi/bs2ePZ+OJsJ2Do0CX5L1Ol3iG8/oqiKG+99Rba2tro0KFDRERCekfjfSIisXXrqUZQT08PPfnkk+S6LlRVPatDeIlEAo899hht2rSJWlpaqKmpiZqbm6mpqYkWLFhAO3bsQGtrq9i7gzerPrW/cdm889xo2zauuuoqeuGFF0a1gWX+1kG8+zVnR5imSZdccglt27aNlLM8Udk0TaxevZp27twptBzzze/3UyQSofr6empsbKT6+nqqqqqi2bNnU0NDA82bN48aGxuppqaGampqqK6ujiKRCC+kHp6vuVwOP/rRj4QlXO5JWKUKz4e7uroqqm6mGmUyGWzfvl2cA1DscKXhinyfz+dDW1sb1q1bh1tvvRWbN2/Gk08+iXg8Pjxvn3nmmTGdEVusMLAbN248q4EFgGuuuQZEQyd5lDuVVBQFmqbBMIyC3/D1trY2PP/888PztqenB01NTaOex5YqmqZB13X09PSclcBaloU333wT0WhUgJV/okepopw6ctTv98Pn83mwaW9vx6FDhwRvC0zempoauuyyy8YUEChGnHf83HPPUS6XO+vA1XWdHnnkEUqlUmJnWU7PLee3PBZblkWWZYm0JU3TKBwO0+WXX04tLS3DPySTyWDbtm0F3qSxFB5TQqEQVqxYgc7OTliWddaAOzg4iBMnTmDevHkgGvLFj+ZoOT7skA9UKjYuP/TQQxgYGBiZp67rYtasWR5QxlpkQ2zDhg1n1VgLAJs2bfIMbfIpzuUWHs50XRdHv4ZCIWia5lHDI1bkzjvvFBUYzcuHK3zGO587+9///vesABcAXnvtNdGxGxoaBE/KPeOez6At9p2mabjiiivK4yUAHDhwQIAx1iI3gA+2veiii84aYG+66SYPH/j8XToNwWErWD4W7Y9//GP5vDRNE9dddx2CwaBQpcXmt0oZR1Fz5X0+nxhbZs2ahV/+8pfTGlwA+Pe//z3sic9cqASYfA+DKkfgVqxYAfksgLIq9cQTT0DXdQQCAc+5pfwyBr0UsLqui3uJCHPmzAERoampCY8//vi0BBcYOvF59erVYwaWgWR/gN/vF6dI//SnPx0dsEREqVQKq1ev9jycJU5VVfGiUsASDWVTsKTLx1q3tLRgcHBw2mVZ9Pb24rbbbhOabizAkqQlGQe/34+2tjYcPnx49HwDgKeffloAyhYySyG/tByJ5crxUdaGYYjJ+tq1axGLxZBOp6cFuADwhz/8QXT8SgDLvJI137e//e3T13YAhNTy4M8GEJ2SvlLAylMmTdM8leOeeOmllyKRSEx5yY3FYti1axfa29s92m2swJKkinnKc+DAgaJnx5ZFAPDnP/9ZjLEySPJ4W0oV19fXe4wuGVzuMKtWrUIul0M2m52S4GYyGTiOg49//OOibeFweMzAMs9lnt1xxx3IZDJj41M8HseNN95YIH2yah6pcKdQFMUDrs/n8xxprSgKLrjgAhw/fnzKeaZs28axY8ewYcMG0b7q6uqKSKw8JTIMAwsXLsTBgwfHPnQBwPbt2zFr1ixh+LBRUM50R+5p+Wqc/7L0q6qKa665Bu+8886UsZZt24ZpmvjMZz7j6cCVUsX8O37et771rcrxxjRNPPjggyAi1NbWihdyQ/IPhtd1fURfMzeKf5N/HvzHPvYx/OUvf6l4ykilybIsvPTSSzjnnHM8NgNHb8rp+Pw77gyyJqNTwsDa8ROf+AQGBgbGroZlAoAlS5YIfS+/nHskN4on0sP1SBlYOTE9Go0K1dPa2oo777wTfX19kw5cAHjnnXfwq1/9Ck1NTQXDk8ybUsCO5H1i/vFsYseOHaOft5Yi0zTx6quvoqOjQzSCwZNVjaqqMAyjbInl+xsbGz3jL53qMJdffjm2bNkCAJVv1Cgpl8shl8vhpZdewo033uhx3MiuU77O/BmpyPN7dj6oqip8xAzuhg0bxq/97JHixnCFZKeDLL3DFRlYHjvkjhAMBj2Gl6ZpWL9+PV577bUzop5PnjwJAEgkEvjOd74jQOS2yhkRwWBwVG5XkjpDscR7VVWxZMkSvPvuu+M7HbRtGxs3bhRjI89luRHl5PLIwMqqKBQKecZbXdeFdcnfX3LJJXjssceQSCTGXYITiQQcx8Ebb7yBr3zlK6Izc8gsP6zp9/sLjKZyZg35NoocKKirq8Of/vSn8e/Mtm0jmUxi7dq1BZLGDcqf6uSXfOOJ57kctVAUBTU1NR7VzB2ALe1169bhkUcewYEDB9DX1wfHcSrSeABIpVJ499138eqrr+LrX/862tvbPUMESRIViUQQDAYLhh/ukOWMsayCDcNAKBTyxG3vvffeidNQHNprampCKBQSgOQbUcNlCsjAjmRg+Xw+YWHy9aqqKs/8V9d1LF++HN/85jfx97//HV1dXYjH4wJoy7LE/zI5jgPLssTneDyOgwcP4rHHHsPNN98sghXM8GKSVVdXV9Cp2XAsN0iS327mWW1tLW666SaYpjlqUMeU4wsAO3fupKuuuoqy2SyZpinykeVTt4p1NkVaNeDz+SibzZLP5xPrfnRdp2w2S6qqUiAQEOfJyEeG8WlTMgUCAU6upsbGRpo3bx51dHSIfTZ4TRJvLGnbNu3evZtisRgNDg56DiUiGjr8SN7aiJe/yGf4ERFVVVVRKpUiXdfJMAzP0aKllssA8LSFefaFL3yBfvOb33Di+MTmYwPAK6+8IiRKzhCQLVuWunLX3E6lUo5Esi3C98vDCtGHaS/sS1+6dCm6u7vP7DQPAPbv3y8cF/xXNoryreRAIODxSE3lUgpYue08H5X5wwLATopIJIKenh709/efOVCZAGDHjh1CYrnS4XAYiqKgqqrKM07KqR1TvZQCVvYcEQ1ZzpFIpGAtMhGhra0NnZ2dSCaTZx5UJgD4z3/+g7q6Ovj9/gLDgotsOVYqWe5MlnJUcbHgCRF5vFZr1qzBvn37zrgTpigBQDabxaWXXioqzFMB/hwIBDzBgKleRuOAkJMOeDoUCoVw880347333pt0rlMPsZfmhz/8ocfZEAwGhYeGxxOaIOaPZykFLBtF+Q4IBpkzISY1qExc0W3btuH888/3uAapiEqaymU081TZ3dja2orNmzdPHVBlAoC+vj587nOfE2qHreHRLHOYzKUUsCy1sqvx85//PHbu3Dn1AJUJAJLJJJ544gmsXLlSMEOe7hRzgDMjhvPQDFeKeYhKFXZ/yu+Rpyv5RV5ukT9ty49Fy89ctGgR7rvvPsRisakNqkwA0N/fj82bN6OlpQVE5S1zkBljGAbC4bBnupAPfD4Y5Tx/pI5TztQs/3s57EY0NOysW7dOhB/Hkc1njlzXxe7du/HFL35R9PhiK9BUVfWEBoupbg74F1uJNlIQQi6l4sb8P0soS2wgEPBYtnIn5YVTREPptf/4xz+m5lg6WuJGptNp3HHHHWhtbQXR0FQo3y0pB6t5lVn+/He4gEI5Ept/TzF1m6+m5SLXhSNUDQ0N+NKXvoRt27YBAM66NcHJZBIAcOzYMdx3331YunQpVFVFOBwuyIPKL/lpNaWiReUUBlR+ZlVVlQd8zpaQNUh1dTUaGxvR0tKC9evXY8uWLUin09NfQsshluBnn30Wt912GxYsWAC/3+/JTpBVXLGSHzocbRmpYwSDQbEeVb7u8/mwatUq/PrXv0Z/f/+kULmTcmseZkoymaS+vj56+umn6cUXX6StW7eKc/QCgYDYaCwUCokl/EQfbrMrb1E0EilF9lpmqqqqEuE0PtFL0zQ6//zz6eqrr6aLLrqIPvnJT4ptAyY8vDYMTYpKlCIAiMVidPz4ceru7qb9+/fTvn37qKenh0zTpK6uLspkMiJmq5w6OFGOC5dLmqYJAIPBIEWjUWpra6PZs2fT4sWLaenSpbRw4UKaO3cu1dTUUCAQmJQ8nJSVKkUs0dlslmKxGO3fv5+OHj1KXV1ddOLECYrH4zQwMEDHjh2j3t7ekmfnBYNBampqorlz5zxx/44AAABNSURBVFJdXR3V1NRQc3MzzZ8/n+bNm0fLli2jYDAoNgWZLFI5Ek36CpZLp4IP4mTMU9fINM2S5xs4jkM+n09IOWeChEKhacOfGZom9P/aTjCp5ZZOewAAAABJRU5ErkJggg==","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":873,"y":8,"width":61,"height":169},"scaled_width":10.69,"scaled_height":29.61,"actual_filled_area":127.07,"bounding_box_area":316,"exact_perimeter":83.73,"approximate_perimeter":77.47,"convex_hull_perimeter":68.35,"perimeter_pixels":477.8822509939089,"original_contour_points":78,"approximation_points":12,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2278,"perimeter_to_area_ratio":0.6589},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":10,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.81,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":11,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.17,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio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t+h+4403SHZfR3m3Etm2bfOVV14JfF9VVXHTTTd5ZtIEUcIq9hKqhTBAhg0bhpEjR/oaS+IHbKrPURQFs2bNwp49ewLZN0Q72LlzJ0eOHBlIEyexxIiQ77//nuThzPCgIFw+lmVJVcCyLP71r3/1Fdpsj0MKf6TYK5FI8LPPPuvWXLJbwDRNvvjiix7r1E8suHloEDjsMBc63I033ih1PNGVQhBOoRAE7m5OlU6nuXfvXpaVlbVw3vudn+Ne4j0K5/ktt9zSbQmy24hsRVGwYsUKWc/sTutvC27RK/yLQlQ6joO+ffvi/PPPh6ZpcomzzGeAZlv3LV6brvLcRCKBc845B4ZhyElg4p7E9X68CLquS4s9nU4jEong/fffx9atW7tlFlC3IEiS/Pbbb/HBBx8AaHQo5+uSUVz1Lmyac0gSI0aMwKWXXuohFjYV8vtND2sLgqjdD5CqqigtLcU111wjfxav5dYr/bxHy7JgGIYk3lgshu3bt+OFF17Ia9ZiiDxAknfffbe0JPOJBTcX22KJPWbOnClFqxDV7srCICDcR0IFEHrlDz/8wJEjR8r3AuSXqeResVhM6pOqqnLo0KGsq6sLKbIjQJJDhw6VhCSMmpKSEl9ukdbixyJBYeXKlZJohFtGEGVQcNduN//6l7/8xaPXil7mfiM5qqq2IF6hh37yySckQzYZKMjGLhBwKfCCIEVCbnsEKQ5ZGDGCC40bN46WZUn/45EIJyiCdHNgwS1XrFjhaaYqiCsfp7974oO7K8ZvfvObbtfktOh1yEwmgyeeeELqWKJPjqZpvn2FlmXJCVkAZI+dGTNmeEpShV4p9g2KuYiRcyJM6f7dqaeeiokTJ8rXEq+dj44sZujoui4NN1VVMW/ePHz++eeBvIcQTaiurmZZWRmTyaRHNPltOOpOwBCcRNd1Dho0iPv27aNpmrQsS3IsN8cMEkJvdOuq4nczZ85sUdrgtwRDcMTWWrUA4MMPP9zjW/h1GkjyxRdfZCKRkDpVNBqVB+VXrLVGyH/4wx8CCw/mi+bJvsIniSbCcifxFrrGjBnD7pRNXtQi2zAMLFmyBJlMRopVUbIA+BdrbCZ64/E4fvzjHxdFTbNt26isrMS5554rqxEty0I2m827HUxr2LhxI957771u6ZMsKpDkqlWr5GiPSCTiGbfhNxeytUKps88+m1u2bOkS7ticQwqxPWvWLFZWVnruPagQ6Xnnndcjssm7FI7j8I477vCIXHc7kXySc90NAADwwQcfJBlsAu7REqRYNTU1POussxiJRPJK4PX73r/44guSxc8li1ZkHzp0CHPnzgUAaR0L0Gf3WYHmHcouueQSuU9XQ2QA9e/fHxdeeCFM0wxUlbAsC5FIBM8880yvHAgfCEhy6dKl8gl3GzTIw5gR/+9uHH/mmWeyoaEhUMd3oRxS4NNPP/U4xYPikslkkoMGDWJ9fX3XP4HtoCg5ZCaTwezZs2XTKJH+z6NMehD/r+s6brvtNsRiMd+zrDsLlmVh9OjRmDx5cqD3FolEkEqlsGvXLixfvhyHDh0qeqIsOmzbto0VFRWepkwiVosmrpdv+UI0GmV5eTkPHjxIMvi8x3zQnDuKli0k+cQTTwTKHcXSdZ3Tp08nWQR6SncCSf7973+XuX2FLrdFfvnll8sal2KBeDDEfaXTafbv319OAhNO8iPlfubzWVRVVXHFihVMp9NFS5RFJ7Jra2uxaNGiwBRwMcUrHo9j6tSpiMfjgZUnBAE2Max4PA7HcWTnNdu2A/kMFEWR+ZaHDh3CY489hkQiUfC+vQKmaXLevHnUNC3Q4ZVAY5ewXbt2kTycve2ewtWVEPdhmiYNw+A777wj779QDqkoiicLPRqNsra2NuSQfqDrOl577bXAuAPQyIEURcH06dMxYMAA2LYtIyDF4gYRHFt00BgxYgTGjBkTyN6qqiKTySAej0NVVeRyOcyZMyeM3PhBXV0d+/fvf1R1JW2tRCLBrVu3MpfL0TAMaUAUC4c0DMOTi5nNZvmPf/wjEA4pjCMRGy8pKeHYsWPD5N32QJJz5syRH6LfbBc/a/z48SQPi2rbtj0D2LsS4qHIZrOeZI8NGzYwGo0GIrKbt5PWdZ2rVq0iWXxcsmhE9oEDB/D0008DaPQbBtUSRNM03HLLLQAOF3kB/vszdjTcNTfuXMihQ4fi/PPPL3h/unpKir1t28Ybb7yBVCpV8P49ErZtc9WqVVQUJbC0K7GSySTr6+tbpJp1VepZaxDiWvglhSvohRdeKJhDili2iHiJ/znxxBP59ddfF12uZFFwSFVV8eabb0oXiCjrdHO09iCuFdNWxe9+9rOfSWNBZJtnMhlomlY00Rrxfptnrt9www2IRqOSw7FprAibRhz7iXm7DSb3+927d6+MhoVohrq6Oo4dO9ZTjJWP66d59jia9NC+fftywYIFJBt1Nbe+VuwQ3XsvvvhiD2cTBp9fw695h2H3Zzpq1Kiii293OYe0LIvz58/H2rVrPTHqWCzm2y0jOIWu65JzqKqK0047DZMnTwbQWO/MJg7cnFsUM26++WZP3bZ4r6KOpj0IXZyuPADhGF+3bh0+/PDDonIBdTlBapqGF154AUBjUkUymYSu62hoaMh7L7f4MQwDU6ZMkaI8kUiApPRDFkO2uB9cdNFFOPPMM2XX3fr6etkowY9KIwhS+F5N05S+WU3T8NRTT8npZSEAHDx4kMcdd5xHFDUvCW1ruV0a7u9F06VsNitdPCISIkRiMUOIbJJ8+umnPZ9F3759fWeTu42a5knNuq4zHo9z5cqVIYcEIJrX48CBA8hkMohEIlK0ijJRH3vI791jQSZMmIDRo0fLCIXoJS4MiGJx+/jBBRdcAMuyEI/HEY/HcfDgQd8peO5RyM0NGMuy0NDQgKVLl6LYrO0uQW1tLUePHu1x0aAVZ66f5b6+rKyMs2bN8nAcwzA6rFVKR8DNIbPZLCdNmsREIsG+ffu2MObaWu7PUrSVcRuMmqZx0qRJ3LZtW+8myP3793PZsmWSCN0W9tEQo3vEsMiOdhyHhw4dkgfsTmJwH3gxQtyfUDdef/11jzqSz0NbUlLSQv1pHr1ZtGgRyeIxbjodqVSKv/rVr3w1i/LTLsU9su33v/+9p5VyMaO1gq/mCby5XI779++XOaL9+vXL64Fta4lY95QpU0h2PUF2mQ5ZW1uLDRs2FLwPSUSjUdkeJZ1OY/To0TAMQ86o7s6rtrYWqqqioqICV199NTRNw/79+wM4gUYIPf3LL7/E6tWri8oF1GkgySeffJKlpaUFc8eSkhLJHROJBCdMmCD1w2LJ5gkChmFw0aJFHDJkiLSQg0g+0TRNcsk777yTZNcSZJdxyGeffRbpdLrgfbLZLGzbRiKRgG3bsvloOp2WjvJiXiKj/Ugrk8kAABoaGjBlyhQMHz4cAHz7IduDCD6oqoq33nqr4NnjhaLTCZIkN2/ejFWrVgXSMlk4fDOZDEhi+vTpiEajMqYtKheLdamq2uYSEI7xM888U76voKY4mKYJXdexdetWLFiwoEvFdpdwyGeffRZAMLMELctCWVkZEokEJk6ciOOPPx4AJPdtjwN19RLpYEdaiUQC6XRa+lunTZuGkpISlJaWBpYYITLJAWDevHldGlYtvJtRnti+fTvmzp0LXdcDy3kUoa8+ffpg48aNOP3003Ho0KG8HMhdhfaYUSwWQzabRWVlJSzLkiI8qHCfruuyb2U8HseXX36JZcuWgSSVnp4KRJLz5s3z9NMu1KgRuYJuZ6/wafrpsNvVCz4ND8DbijDIvFGxpziXP/7xj0ylUj3f2ibJX//614F9kOEqfAmHuSB2TdPYr18/ZrPZLiHITpVn3377LT777DMAkL7DEF0LcQaWZUFVVdi2jWw2i1dffRU9uoUfST744IPyyRSFXOhkjhCu1jmkOBOgUUU4++yzuXPnzp5NkKNGjZLiAYBvHSpcHbua65AiVe2tt97qdEd5p4hs0zT51VdfYd26dYhEItLy7eKgQIgmCPebO0PfcRzMmzevW6Xp+YbbmBHdzFobZhSurlnNw5CK0tij8vjjj+dXX33V8zjk/v37MW/ePACHg/nF7h/sTbBtW5Y1KE2zHgGguroab7/9dqdGbjqcKkjyyy+/RG1tLQBvkVJoZRcHBL2J4jgAcvjoRx995LugrFuAJCdMmOBx7gJoMSc6XF2z/DjuP/vsM1qW1SlcskM5ZCqV4rJly7Bnzx4pqgVXDCpsGKLj8dBDD/UM48ZxHM6YMcPDDcX3IuyHTuYI4cqPQwou+c0333RK25UO5ZCKomDJkiUwDKOFqyd0+XQPRCIRaJqGOXPmdG+dnyQ//vhj+SS664PRCU9+uILhkEBjndLJJ5/cKZWJHcoh//nPfwI43OIEgHQvhOge0HUd6XQaW7ZsweLFi7tvzc2mTZukvugeceFOOUMncoJwHR2HFGluuq7z4osv7nA9skM4pGEY/PTTT2XmsQhJuTPEm6fohyhOZLNZAI1ekZUrV2Lnzp3I5XLdi0tms1mee+65vob/+NFhRGtj98CkoKY09ITlTkwWn5nfdn1+EqDdYd6OrkwMXJmzLIvvvPMOZsyYgX379rVrTbenT7pb58ViMRiGgZNOOgnxeByKogRSeVfMaM//N3DgQGzatAlAYyHY1q1bZU16Lpdrt6Whn89f13Vks1mUlZWhT58+WL9+Pfr06dMhhkDgNTWapmHu3LmywL3Qh8k0TcRiMSiKgoaGBtx+++144IEHUFlZifr6+p7hsG0D7Q1xz2azyOVyGDx4MBoaGvDII49g5syZyGazgRTRkZR7ZTIZ1NfXY/78+bBtm5qmFb91evDgQQ4bNsy3WG1PZLinwVZVVfG7777r8mL2YsbBgwc5adIklpeXByKyxXWijUskEuHEiRO7rMQhL5Dk888/L3UOP5Z0PkVQ119/fUiM7YAkf/e73xHwVwjmV4cXX8W459dee63oGua3AEmed9558o34CQ2294GITl+JRILPPPNMOPCnHZDk+vXrfTc09SOh3NfHYjGqqto9mMOaNWvyLs9s7wMRvsyTTjqJ+/btK+4PoEhAkr/4xS8CkVDNs7TKy8upqipPPvlkbt++PfDzCMwRWFdXx6VLl0q/lXs8RyEwDANVVVW49NJLA9uzp8OyLNx0002B5AvYto1+/fohl8shFouhvr4ejuNg8+bN+Pzzz4u3MnHLli0cOXKkx2flNxrjHnsBePthC4Nm48aN7HYO2S5ENpvlaaedJj9HweHEz37zUd3dd91nVFFRwdNOOy1wsR0IhzQMg19//TXWr18P0zRlYyS/kRjhZxTjL8SAI6DxaR82bBjKy8sRjUaL381QJIjH47j00kvltAXTNKGqqqegqz2XUnO4z/PAgQPYtm0bPvnkE5imGRhRBkKQkUgES5Yskc2ThLPVz5yZ1qZUAfB0B7vyyitRWVkZxK32Klx//fUoLy+XdTKKosiHv7Um+K2heVKMOxCRzWYxe/bs4vMFV1dX84QTTvAYNH5De0cKLwprbsCAAVy6dGnxW3RFCNM0ecEFF7QQ0eKzhY/zcZ+jsLqFbzgej3PQoEFcu3Yt0+l0IOdTMId0HIcvvfQStm7d6uGIgsO1B1FM5IamabBtG47jYMyYMRgzZgyUMGctb+i6jiuuuEL+LBJa/J6NgLiWJCzLgmVZME0Tpmlix44dmD17tpwO1uUwDMOjPCcSCU9LDvh4Ct1JE83nZP/jH/8IuWMB+Prrr3niiSdKaeSWYvkkS7c2e1IYOkOHDi2OMyLJTz/9lIqiyNBSIpHw7ZQVyy1O3Fb6sGHDuHbt2q5/o90Y6XSa9913nyRAt4qUT8aUaHnobn+o67o8u/fee6/riZIk77nnHnnT7qcvH6J0/5/4PhaLcdq0aTQMIyTIAkCS33zzjae5l6Zpcj5Qe+tIydQiNU38PG3atK4nyB07dnDQoEEsKyvz3Ch8EiLQ0gdZUlIin+IlS5YUf7y0G4Akhw0b5hkuFWRtUywWYyKR4NatWws+q6M2aizL4ltvvYX6+noZnQHgaeTuJ/1JTCd1592VlpaisrIS48ePh2amDgIAAAhlSURBVKqqoTETAK644gqYpilnPQbFzIQBms1msXDhwq6bmWjbNi+88EIP2xZsXBgmfl0L7jZw4udrr72260VAD4FhGFy3bh379+/vaaeNALij0CsBcPz48YFwybyRTqf53XffsbKysl1dw88bEun2YmYhAC5YsIANDQ0hQQYEkrzmmmvk5x5kkwb3rMlHHnmk89Uskrz77rs9XFHTtBYE6YdA3W4e0ed61KhRoTETMMjDAzyFFENABAmXdDv77LM7P+eAJKuqqjy+w+aiuzW/VWvLXaAkLOz7778/FNcdgH379nH06NGBjaUDvMaRqqqMRqNcu3btUZ9f3kaNYRhcv3499u7dK+OaYkya3LQpCO8nlq24mk9ZloXKykpMmTKlZ7WAKxL069cP06dPlzkDQQS/3OeuaRpyuRyef/75gvfN5wZ47733thDNzecvw+cT1jwr+YorruDBgwdD7thBWL16tXRmByW2hY9TRNyOPfbYzhPbGzZskBNJg1jucodYLMZHH300FNcdCMMwOGrUKMkE2ssYb28JI9QdAerTpw/nzp17VD0l8xLZTYoxDhw4kO/rtIlYLAZVVWEYBiZPnhwmUnQgSOLmm2/2pU75gShTdtfOHzp0CLNnz+74DneO43DcuHGBevvFXoqicMKECZ3WqbU3Y/fu3Rw8eLD0jBSyAHhUAHGekUiEH3/8ccdJO9u2+cUXX7CiokLqHkHoIIKoNU3j888/z6Kt0ehBIMnbbrstkFmTbpedyF8Q3pIODW6Q5J133hm4/0pRFPbp04fHHHMMq6urQ2LsBJDk4sWLZR5BocQIePsKlZaWMhaLMZlMcuPGjR1zprlcTubViRtAgIQ5efLkMJGiE1FdXc3TTz89MO7oDvsChwv1/va3v+UVcfNl1JDkggULUF1dLX8XRN8YALJOY9q0aWEj005EWVkZbrzxxkD2as0HbVkWdF3HnDlzApvtLZFOp3ndddd58haDDM5feOGFHcfaQxwR27dvL5hDCs4Yi8WkcRONRj2+6B07djCwykSSXL16NQcOHCgLfNy1uvBBcO6v7qxl8fX//u//wth1F4Akf/rTn8pzORJBFbp++9vfBne+tm3znnvukTqjO4nCz0231sLZTaS6rvOLL74IibELQJLPPvusPB9xVvnWRLW1FEXhKaecwk2bNgVzxnV1dRwxYoSnx4vbd+jnplorZxCsftiwYWFkpguRSqV44okneor0gvQzi30feughX+fcplFDkqtWrcKmTZs85ZP5GjTienfnAxEpmD59el57hQgWpaWlmDJlijwbwzBks4cgojmCBp966ins2bOn4M147bXXtqB2oWv4fYKEuG/eFKB///7cvHlzyCG7EJlMhh9++CGTyaRHRAdZcyMKyl588cXCzrqmpsZzo81Zeb4iW2SFiP+77LLLQmIsAqRSKU6cONFTmegOAxa6xJ6XXHJJu77mI4psUcSVSqUQi8UaL3blOebTP9zdH8ZxHCiKglgshqlTpxZfX5heiNLSUtx6662wLMvTaymoAamO4yAej2P58uVYt27d0W1SXV3NSy+91GMhuy3mfCI1ot7CXRdcUVHBNWvWhNyxSNDkJ6SmaYG6fVRVlU0kAPDZZ589OhfQqlWrAklzdxOuuxH7XXfdxUwmExJkkYAkr7rqKqmK+Z1z094SwRRBlGeddRZTqVR+506SDzzwQCA3JN5g8ydu8eLFYey6iGBZFhcsWCCDH8CRO9PluwRx9+vXjwA4b968/M7+wIEDHDNmTGCFQCIbHGi00CsrK3ngwIGQGIsMlmVx+PDh8tyCsrSFUSu45NSpU/0bs7lcji+99FJgN9Tcwo5Go7zuuuvCvMcihG3bvOuuuzyittAlmJrYr7y8nJFIhGvWrPHHJUnywgsvDExcu3tbl5SUUNd1fvzxx2FmeBGivr6eq1ev5jHHHBNYeqFbOgKH1YDrrrvOH5fcvn07E4lEoIm4btE/cODA0PdYxMjlcrLDRVA6pOCO7pBzMpnkoUOHWtCBxw/Z0NDAN998E5lMJtDxwaK5uqqqmDp1aiB7hugYRCIR3HLLLYGFDoHGXuSRSAS2bSMSiUBRFKRSKbzzzjttjxXZt28fzz//fPlkBGnUAI1W1rvvvhta10UOkoGVOrsjPu4RdQB4+eWXH9mWIMkPPvhAzrKDT5Yt2qgcabmd6DfeeGOrbDpEcSGbzXLGjBkEGufRAN7ZQfn0BhIBEXdSr0g7jEQiXL58uUeFkzKZJBYsWADLspDL5VBRUeGLZTuO0+YSjdIjkQiuvfZalJeXB/jRhegIxONxXHnllejXr5+swdd1HaWlpXJUdDQalb0m24KgAfdy08fixYuxffv2lv+4ZcsWDho0iKWlpezTp09eLLmtJXxP5eXl3L17d8gduwlSqRTPOusslpSUSC4JtJwIVugaPnw4d+3a5aWL9evX89FHH5ViWuiOffv2DeRFgcaqwtC67j4gyT//+c+SCFVVZTKZlAxG13Vf4cUj1eK4xf7jjz/u7edUXV3NY489VtZIixdsa8PmZQlHWqI+94knnghnFXYjkI1jjk855RTPWcJ1tqKtX1tLGDXu5ZagaJKeglnpALBv3z7s27cP8XgcdXV16Nu3r+zV0l52eHvz8tLpNM444wz8/Oc/D2cVdiMoiqI4jsNp06bh5ZdfRk1NDUgiEomgoqIChmEgl8vlVT2gNI24AyD1yWg0ilQqhZqamsZrAGDXrl2sqKhALBZDXV0dysvLUVNTg/79+yOXy7X5Iu0ZPolEAoZhCGU4JMhuBMuyqGkaUqkUACAajSKXy3l6S7pnH7YGQYDuo3cbOIlEAqlUCpqmIZFIhPQRorjw/1AC7sIdc03HAAAAAElFTkSuQmCC","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-07 10:38:56"} 
[2026-04-07 10:38:56] local.INFO: Nested area calculated {"data":{"nestedArea":6462.0908},"timestamp":"2026-04-07 10:38:56"} 
[2026-04-07 10:38:56] local.INFO: Mapped objects from Image-to-Text API 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lzJy1YsEA48bJDXYgelSeA7LbwQHi9XvrhD39IZ86cGXGxOxgKh8N08OBB+tSnPpUzyIBBTP587ZprrqEtW7YUb3zOnDlDDz/8sHhAVVXJ5XLZapQKfTg5iMCi2ePx0Ne//vUxWw9ERPTee+/RJz/5ySxfm+2RYrSqqir66le/WrwY8jvvvEPz5s2z3UQWL4MxHthAYM43DIPuvfde6uzsHJOgMmUyGXrvvffo3nvvJZfLJaJYKBKoQJ++XrlyJZ0+fXro4xQOh2ndunWEc/qQH5ajNvlKNbk5f4dzk2PZsmW0Z8+eMQ0qUyqVon/961+0cuVKAs67gPkiXIU0dgXnzZtHe/fuHfpYHT58mO666y7xgHLKif8OtryTf7to0SJ65plnPhCgMhERPfPMM+R2u0XcuxjuEKuvyy67jDZv3px3vNSBvozH49TU1IR//vOfME0TiUQC8XhchOWYCgmppdNpuN1uAH1hQa/Xi8WLF+Puu+/+QFXKK4qi3HbbbVi9erWIxhVz3hIR3n//feRzAwcEtqenB6+//joSiYRttRqHuzgMVgiwuq4jGo3CMAyk02ksWLAADz30EAzDyN+bMUZlZWV44IEHEI/HRUx7qKRpGgAgFoshGAxmMZeTBvy2s7MT9fX1RQlyc9xY0zRUVFRg1apVqKioGFUr1IpFlmUpVVVVWLhwITRNE30vBqXTaQSDQUSj0QHP6xfYjo4O+u9//4tDhw4V7aEsywIAXHHFFbjrrrtQUlLygQOVqaqqCrfddhtKS0uLcj0W58lkEu3t7eju7h7w/H6BDQQC2Lt3L86ePZuX7QshXsGmaRqWLFmCuXPnDvmao5k8Hg9uuOEGTJw4sSjXY6mZTCbR1taGrq6uAc/vF7FIJIK9e/cimUwWRRRrmoZEIoGqqiqsWLFCcO8Hlfx+vzJr1ixMmTKlKIzBHJtKpdDV1WVLG+aifu8YDAbR1NRUFMUP9M00l8uF5cuXY/HixVBV9QMrhpnGjRuH6dOnF8Uq5mtkMhlEIpH8hQu5DkajUWpsbEQwGCyqqT5lyhTceeedqKioKNo1RzNpmlY0YGVKpVLI5yHmZMeuri4cOXJEuDic1R8KaZqGKVOmYNGiRR8ov3UgymQymDBhAnRdL6plDCAvsDk5tqenBw0NDeLHiqLY/E3ecIN1h6xDFEURG3NwU1UVLpcLVVVVmDFjxpA7NVZo/PjxyvTp03m7giE1l8sFoM8oSyaTecuNcnLsFVdcgW9961tYtWoVmpubcfz4cTQ1NYmCLw5QMHHhWTqdRjqdzhI9iqJg3LhxWLhw4VDGaUxSMpnM63MWQgxkKBSCz+fDiRMnBjw/J7AsKomI0uk0urq6EAwG0dHRgdbWVnR1daG9vR2nTp3CmTNnEAgE0N7ejkgkgt7eXrGvEovvTCaDadOm4brrrvufEcNMuTYjuRBKJpNCpBMRTp8+PeD5A5q8A4FwrtYLiUQC6XQasVgM7e3tOHbsGI4cOYLGxkacOHECra2tCAQCWLNmDa666qoL7NbYJY/Hg/Hjx6O1tXXI12JgFUXJq7Mv2JfJB7r8fyaTQXd3N8rLy/+nuBUAJkyYgJkzZxYFWB7WRCIB0zQHPLc4TqqD/tfE7UDk8/lQWVk55Oso0l5VhejsoYdELtGAxHZHMUnX9bzu5yVgLzJ1dnaipaVlyNchIuF++ny+CwtQXKLiUW9vL86ePZv3vHzRKUVRkEgkhOGUz3i6xLEXmZLJ5IgUE1wC9iISEZGu6/B4PMN+70ui+CIQEVFPTw/27duHf/7znzh58mRenVhsugRsESgcDpPH40EwGMTp06exbt06/PnPf0ZtbS16enpgGEbRkwD56BKwgyQ5+NLR0YHa2lps3LgRf/3rX1FbW4v29nakUimYpgld18W62UscO8ooEokQBwQaGxuxceNGHDt2DM3NzTh27BgaGxvR1dUFt9uNaDQqMl1yZWdpaSkCgcCwPvclYGHnQt7WoLOzE8ePH8fmzZtx+vRpvPrqq2hsbBRFZHKO1eVyiYyXrutIJBJQVVVsWd/b23uJYy8mpdNp4oI6oC80d+jQIWzevBkNDQ04ceIE6urq0NzcbKseyfWOAFlnyi+UYC7NZDK29xAM92KHDxyw5xYmIxqNird99Pb2orW1Fb/5zW/Q2NiI5uZmdHd3i1e6dHZ2Ih6PZyWwWawWo5hvuGlMAesUmfF4HOFwGNFoFCdPnkQgEMDTTz8t9N/Ro0fR3NyMzs5OANkvfdB13bZDC5/DpUBjEVCmUQssEVEmkxH53oaGBmzbtg0HDx5EbW0tjh8/jra2NgQCAcRiMViWhWQyaave4zdw8K4umqaJ3WwymYxNnPLWQww0TwBVVYXeHEs0KoBNJpOk67pI1Dc1NeHHP/4xjhw5IrbiAfrKQnp7e23LRbgsJxaL2QLlDJDMjZykZtD494qiZJX7MPHkGms0IsCySA0EAqirq8Nzzz2H/fv3o6GhAQcPHrQFzXVdh8vlshVIs4/Im4Y5iTnz3L1s4lZVVQGmDJrL5RJlLLLRNFZXeA4bsPF4nEzTRCqVwr59+/DCCy/gT3/6E06ePCmsVB58wzBEtCaRSCAUComXJvExBkTXdQGUzKUykFwlyVkRp07VNE2sjJNJOfc6NEVR8hZojza66MCyi7Fz505s374df/3rX9HS0oJUKiUGy7kijQGQB5ojOAwUc5OcwuJSTZkymYw4j0m2dp3fMbfzJBnuUGCx6KIBm0gkyDAMvPnmm3jsscewe/duRKNRW4iNKwGcOmwg8TeQtdqf6HQeG8jadeplJtbHstHFYp2vmU6nxTncP+6bc8JdbBFfdGCj0SjF43Hs2LEDv/3tb7Fz506xIEue/c6C6NGuy/oDXBbRXFifTqeRTCYFqD6fL+9LE4tNRQOW3ZOdO3fiqaeewmuvvYaOjo5+z2fjZawYKOz2APbokmmaMAwDkUhEiG/2j1m6hEKhsRlSJCJqaGjAI488gq1btyIajYoOulwuxGIxm/gCzuu3sUKsMtg3ZtErG3KmaYKIRBWhx+OB1+vF+++/P+zPOyRgU6kUdXR0YNOmTfj5z3+O5uZmAH2uQzgcFgYS+49OF2QskdfrRTweF1Y161Dui8fjEWHJyspK3HzzzVi2bBlaWlrw+9//Pu961mLTBQMbCATov//9L5588kk899xzImXFYPp8PrGWkzdXlv1DJufexqOVWEfyu2TZGtc0DT6fD7quY/Xq1VixYgWWLl2KmpoamKaJrVu3FmWJx2DpgoAlInrppZfwk5/8BPX19UIUWZYlfL5QKATLsoTV6ORS2TUZCzFZljZs+ZaVlaG6uhoLFy7EvHnzsGrVKsycOVPoXCa/3w+fz1eUhVmDoUEDG41GacOGDXjsscdw5MgRAQ4nmoE+sRUOhxGPx8Vx2XgYa6ACfc85fvx4LFy4EHfccQdWrVqF2bNniy0X4vG4+ExEwioOBoPDnmQHBglsKpWijRs34pFHHsGJEydsC6LlGSmb9nxc5tZcOta5OJijSblENK+/5ev0p6/l0CHHkXOdz8fZDjAMAxUVFZg3bx4WLlyI2bNnY9myZSgrK0NZWVlWOSlbx3LfDMMQKsayLFvOdjioYGCTySRt2rQJv/3tb8XaTPbZcq2JHSwxgCzO2VUwTVNEptLpdM4AhRMY/n0u3cZRJX5+n88Hj8eDsrIyTJo0CZdffjmuvPJKzJ07FzU1NWJzkFgsJhYfAxAGVK5o12iggoCNxWL04osv4sknn8R//vMfYRHG43GhQ4dKfr8f0WjUFtRXFEW4FDL1F8VhbuH4Mb8kwrIshEIhmKYJv9+PiRMnYvbs2bjuuutw/fXXY86cOZg0aZK4Rq7rO0HlN43I2aTRRHmBJSLavXs3Hn30URw+fBhAHwiy+V6MTrEeYoOLrU55EnHAngdf1tP85g+Xy4WJEydi6tSpmDFjBubNm4eamhrMnDkTZWVlmDBhAvx+v7gvg8T9cPrbLJE4OMH35eTAaKUBgSUiOnToENavX4/Dhw8LUcerx1ivFMOcd7vdInPDE0UWqaZp2uK0uq6jqqoKU6ZMQWlpKebNm4fy8nLMmTMH8+fPx6RJk2AYBkzTFL/laBCvgWHO5onE+lUmWSLl4mbufzH2ciomDQhsNBrFli1b8MorrwDoG3z5BUOse4qxqwxXSsgkD2QikcCsWbOwZMkSXHfddViwYAHmzp2LysrKLHHIOjeZTIrv+tsIhXU2cyRPJFlasMhl1cB6nImlyGiifoGNRCL0yiuvYNu2baJmiMsqAQhQi0XpdFpYkul0Gl6vF1deeSVuueUWLF68GIsWLYLX6xXcB0Bwl7zwSQ5VMjcCEBOQ03JO94v3eOCAicy5copQ/g0RZV1rtFC/wJ45cwbPPPMMDh48CMCeM1VVVWQ1eNYX5WF0HTU1Nbjxxhtx++23Y9GiRRg/fjyAPsDYgOFBZtA0TROBAzltxoOfSCRsxo8MEnMqX4vroeStjLjPTr3KVY2jUd/mBDYcDtPmzZuxa9cumKaZVZYpAzmQCJL3ieLBYguTB5DfjTdnzhx8/vOfx/333w+/329zL5zAOPedcuo3p7h17tvIIjbngAywxaATPKc+jsViMAxDpCnT6TQ8Ho9wjQaiYovynL04efIktmzZgmAwCOA8RwyFFEWBx+NBOBwWItztdqOkpASPPvoo1q5dK0RxMpkUeltV1bwbaYwWYlEOnLeenaU4w0VZplwwGKQ9e/Zg165d4lgxZpNpmgiHwwI8AFi0aBFefvllfPSjH4XX6xUzna1Z1n2jzTDpj2S/lonfdjnclMWxbW1t2LZtmxhMzqcOleLxuMiMeL1erFq1Cr/73e/g8XhQWloqxJjH4xEi2ilyxwqx/iYiBIPBgja1LDbZgG1tbaXXXnsNr7/+Otxut3i5Q7GIMx+rVq3C008/jZKSEsGVTuMGOG/QFLKv0UgTT0QAIvoVj8cRDAZHxLCyieJMJoPdu3cjGAyK+K8znHahxCvP1qxZg1/+8pfCrYjFYlAUxfaSXi4Cl4MTo53kSBi7QIlEAr29vUULuw6GbBwbCoWwb98+APYVZsVwZ6LRKJYuXYoHHngAU6ZMga7r6OzsxPjx40UokO/FwYVkMile6TLaSU5EMMDhcBjd3d0jkpoUHBsOh6mtrQ1NTU0AzpvyLJKHSuXl5bjrrruwbNky4f6MHz8+a1kGD4xpmvB6vQAw5LcpDwfJqw3kVGYgEBhZYDOZDP7xj38glUqJJfamaRasY2X/T561itL3mu1rr70WDz74oLB8VVVFOBzOOtepj1RVHZFdVwZLsm9MRIjH40gkEjh58qQ4NlArNglg29vbUV9fj3A4LGYYZz4KCXDzb5y1wlzodcMNN6CsrAy6rgtpwIGD0Ra1uVBivx/om5BHjx7Nu/3sxSKBWEtLCw4cOCAA4kVPAApS/vKyQ5nzeMv4W265xRYS5HuMtTLUgYjHyTAMBAIBHD16FG1tbSOS+RF37OnpsYkNmYsGEzlxZno8Hg/mz5+PK6+80paS478jEZW5GCSHD4G+eEBjY6NIEQ43CWCDwaDwF9kQkGuG8l5ImpUyB5aWlmLx4sXw+/0iZmoYRpZrMNaJAeVgTjwex/79+23fDSfJVjEAZLk4gxUjsiEE9FVbXHvttVnXknOnHwTiJaKsbgKBgChOGAkSpmwikbBVCnJSuVByAsV61uVyobq6GkQkpIFcOci6fCSc+GITW8Wtra3YsWOHCL6MBKkAEAqFSFVVYaValpXlvuSjXJWDAERxtfM6HHnic8Y6sa+fTCZx5swZbNmyRayGGIn+qUCf2HjvvfdE0TOvUQGyc479XugcSPF4XKwLVRQF5eXlWUEI4PzuLPKx0U5yMsQ5kVkUZzIZ7NmzB/X19SIWUAwdK9dFy2PXH+nAeeUui2HDMESyuJCBlzvqtKjlWt5cDzQW9Gw6nbYl7DkDJVeVEBGam5uxfft2oYo4GFOs6BODey7PS5qm5Rw8HbCLS7kQGhgcN3FCnmuBMpmMCOxzZQHTWDOeeEwYTE5MsMqKx+PIZDLYvn07du/eDeD8ZC+GRJIT+LzYbaCxU4G+nOvUqVPFrJOr6Hm5wmBuLgcdOBDuLK7ur5RztBI/a6531AN9fT927Biee+45Mbm5+rGYwHK4sre3d0ApoAJAeXm5wkXUchH2hZKzbPT06dNZ4tm5lme0E1dBGIYhuDQUCiEajSIcDqOrqwsbN27EgQMHLkpGiiUgESEWi6G7u3vAcRNTj2eYMxwodyofOavoDcMQG1E6SzfHKslGIu9wapomdu/ejT/84Q+iZouTAsVa9yuDyKJ4IANKfCOXYTLIgwlOyEXTciF2Z2cn3nzzTfT09Ni2/5EfdiwAzWMhLw7jrNNrr72GjRs3ivIe3sqomG4OS1B528CCgPV4PLYNNAAMqiA6VyfS6TR6e3tRW1uLQCCQldcdK2tjATvH8EIvADhw4AB+9KMf4dVXX0VJSQni8bit4qNYNVsysIXUMQtgq6qqUF1dLfKvPPO4AC0fyeJaBsyyLLS0tGDXrl3wer1iKwPZBRjutaO5yPkuermCBLAbhuzCHDlyBI8//jjeeOMNAOfTdjyBeU+KYpAs3SKRSF6jTADr8/kwd+7crFhvoTrCuQ0BUzKZRCQSwcsvv4zOzk6Rj5WTC6Mh8sQ7wUQiEeHyOf1ULrozTRPHjx/Hpk2bsG3btmFNy8kpz7zuDtBXurJ06dK+g5L4vdCVZPIMj0Qi2LdvHx577DHbqgJVVRGJREZFiWk0GgW/I0cukJeXfjCXNDQ04Pvf/z5+9atfZXH2xSa5GrJg+stf/kKmaRIA8RcAaZomPvfXFEWxfVZVNev7q666io4fP07RaJQSiQSNJspkMuJvKpUSx9PpNIVCIfH/nj176IYbbiC32y3GyO125x2fYjVN00hRFLrtttsoEAj0K4ttrDh16lTxSkwuAwUKyyfKs4gcAQgOg3V3d+M73/mOTZ8N91Z0/REvx4jFYkKPRqNRUeDe29uLf/zjH/j617+OvXv32sKFw70jDBEhEAigq6ursB80NTXRmjVrSNf1gjkV0kxyHmPO1TRNcHBJSQl96UtfIiKiZDJJyWRy2LhyIAqHw+LzuR1biYgoFovR8ePH6YknnqCKigrSdZ1KSkoIAOm6TpZlDQunskTkcVywYAH95z//KSyy09nZSevXr6fp06f3K1IHurEsjp3gAqDS0lICQJMmTaIvfvGLREQUDAaFGBwNFI/HKRqNEhFRd3c3Pfvss/Sxj32MvF6vmLymaQoxrOt6wWM0lCbfQ1EUWrBgAR08eLAwYAGgrq6OlixZIjrB3FsouKwDnN95PB4CQF6vlwBQeXk5ffrTn6ampqaRRVKiaDQqJlltbS198YtfpIqKCiGRVFW1cajL5bLZIhezyThomkaLFi2iQ4cOFQ5sR0cHrVu3jgzDsF1Y0zTSdZ10Xc8JXCHN5XKJz263m1wuF334wx+mDRs2UDweF4OaSqUomUxSKpWidDqdJa4zmQyl02nxfX8kn5dKpcT/TsMtkUhQJpOhSCRCr7/+On35y1+m6urqvKqIpZSqqmLgFUXpF2w+x+12i/EtVJTL6gwAzZ07lzZs2NAvsFmr7SoqKpS6ujqqrq5GQ0ODSLw730cj76pSKJHk63Kg4s0338TJkyfx9ttv47777sOKFSugaZpt4bMc1JD3g+jvHtyA7H2ROUmdSCRsO5hu27YNe/fuxa5du3Dq1KlBJ8d5rwouFGdfnX3faDQKy7JEKpOJz80XyJD3vqBzGZ7Ozk4kEgkyTbMw/6e3t5d+9rOfidkFZLszmqYNyriCQ0+4XC6bm+B2u6myspLWrl1Lf//73wVX5TKu2CVJJpOCY2OxmOC8XOfzOcFgUHDv4cOH6fvf/z5dc801VFlZKfqo67pNYsmSRm4yx/IxwzCyxso5bs57FCoBZclQWVlJX/rSlygajebk2n6RPnXqFK1duxb79+8Xznl/e+QXksXgIIS8r5KmaWIrBPn3brdbbEJ54403YtmyZVi8eDEMw4BlWeItHjJxSamXFJEAAAcOSURBVI4cxQqHwwiFQojFYuI1LwcPHsTevXvx3nvvCc5hLpBJ3uHN+Z0YPMmdsyzLtk8xrzcaN24c/H4/ysvLcejQIZs0kX9TCMkvnvB6vbj55puxefNmVFRUZOHYL7DxeJy2bt2KH/zgBzh69KjYtIM7IkdbChElHM3hSkXn+bqui1gy+7amaQpVMHfuXEydOlVsh1dRUSHippFIBFOnThX+ZyAQQHt7O86cOYPW1lb09vZi9+7dtu3ceXLwlvZc4SHHrS3LEpuT5CJn+LWkpETsgWVZFlwuF1atWoVvfvObOHz4MH7xi1+gqalJhCc5oF/I+ihnNNDlcuHqq6/Gs88+i7lz5w4uFNXe3k7f/e53s8x5wzBsYniw5j5bk4ZhkGmaWSLdsqysyBdHemSxpaoqeb1eKi8vz3vPXCLS6aoYhkE+n488Ho84rihKvwaOLIr5fMMwyOPxUFlZGX33u9+lrq4uIiKqq6ujm266KUu0s7eQr8neBj/TlVdeSTt37uzXgOqXIpEIHTp0iO677z7yer02J3kwbhA/2EDf+/3+rNCcYRhZ1jnf2zmZVFW1DbSmaWQYBlmWRW63u98AClv7Pp+v32frr69OHTthwgTyeDw0f/582rp1q9DxAHD8+HG67777xPV4shRqp8iTkj2TadOm0bp168Q9BkWZTIbeeustqqmpEREX540KVf5OTmQwnM638zz5fDb75dnr/DxQoISNPifnO4HWdX1Q7o5lWeTz+eiBBx6g/fv3Zw322bNn6eGHHxa/lbl2sL4wT/bS0lL63ve+R6lUavDAMrivvvoqLV261ObHKopi4yhN04SIvVBfd6SaLG5VVbWpCO6LZVk51Y6qqlRZWUk//elP6fTp0zkHOhgM0vr16wmATYIwwPKkzNX4PJ4EiqKQ2+2mW2+9lerr6y8MWAAgIvrLX/5CEyZMIAA20ezUfdxkDhhp4ApplmWRx+PJ2RenlGAxP336dFq5ciW98cYb1NPTM+AAb926lUpKSsTkkCVCPmD5PB5Lfp45c+bQU089RZlM5sLBDYfDtHv3brrsssuybmJZluBmVVXJMIwhRamGuznFIfuZLJLZ0JPDiJWVlfSd73yH2tvbC9Jz//73v2nFihXiHsyFsn2QD1iWhiwpS0pK6P77778wPStTOp2m+vp6qqmpIQA0fvz4LF3EuiyXAz+aGwPYH8fyRNZ1ndauXUs7duygWCxW8KC2tbXRo48+KsaGwWGJV0jj38hW+KJFi+j9998fGrBA347jTU1N9IlPfEJYk5zxsCwrSxeNFWCZK3EO5NLSUpulrmkaLV68mNavX0+9vb0XxCWvvPKKzS4phFtlFZCrgGHq1Kn07LPPDp1rgT5XKBKJ0EMPPUSzZ8/OGiCXyzVmAAXsVqrTzbIsi+bPn0+/+c1vqKOjY0gD+O6779KMGTNs9wIK07H92Ssej4fuuOMOamtrGzqwQF90Kp1O0xtvvEHXX389TZ482Ta7XS4XGYYxJgBm8ejxeMjv94vj8+fPp6997WtUV1dHoVBoyAPX3NxMn/3sZ7N89kKA5cCQHKfn76uqquiFF14oDtcyJRIJ6urqog0bNtDy5cvF7O8vNztam8wN11xzDT355JN06tQpIupLwBdjrMLhML3wwgtUWVkp7uV2u/MC21/ShZmmsrKSvvGNb1A6nS4esExERK2trbRu3Tq66aabBMByqY08eE7QnQ8vh+rytf6CCbJeknOaTkvTMAyaMGECrVmzhp5//nk6c+YMJRKJ4g8SgGPHjtG3v/1tG7Dc1/5aPuBVVaUrrriCNm/eTECR3x+rKH1RaiKiu+++G3v27MGmTZvw5z//2ZYokF+rzf/HYrGc7wQ4d928Revya8DlIjzntrhyZsmyLL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6ODN37WiNjcYHx8nH/mBazcyWQSL730Ek6dOgUiIilf7+aVS8A2BAKBAJWWlub4U9nD2GSzTfc2qGmaVFVVRQ8++CD9/ve/p7GxMR6HOtNFeRZE0t/fTydPnqQf/ehHtH79esJV35PlgbkXM/VfWXncw3a2u/Lwww/Tm2++Sd/5zndI1/WMpT63O8ICRvLdw+3vM1vHYjHatm0b/fa3v6W2tjYaGhq6rnjd8fFxfl5nZyd997vfpRUrVlBJSQnPgzv2ON8Kz0zs5XYJWPnLysroK1/5yuR590KwsiznXYphi9zTCZb5im7hNjc3009/+lO6ePHirARLExGdPXuW/vCHP1BTUxNvcNl5KlS4bN3UXcZsW5aVldGmTZu4GLPXV9lPt5+YHWztPmfFihW0b98+eumll+ijjz7y3Ea2bdOlS5foBz/4Aa1du5bfN3sJ8HpStmDdccv33nsvXbx48foFW+jNJ0tsL9xdYHcrZYKWZZmamproa1/7GrW1tc1JcHQ6naYjR47Q5s2bCZjYAGH5ZEE5hdjgRpJ7dYFNwABkTCLZd2x78/7776eTJ0/OyZMPiUSCTp8+Tbt27aJoNJrRuNwxDe7GNJOe1z3RNAyDFi1aRM8991z+cs2FYN3HZrdMdj9VVWnr1q10/PjxOakEN0REr776Kn35y1/mQp3rLU+3G8BWOdzCYJH8ra2t9PLLL5PjOLMeNO4mHo/TwMAA/exnP8t5dIktmeVbJitUuEwHzD364he/SMPDw/MjWBZe5n7uyD2EVldX07e+9S3q7OycU6G6sW2bzp49Szt37iRgYllquvVOLxNzibLvx0RRVlZG3/jGN+jSpUvzZiNgonH/5S9/ocWLFxOAHN2wXUN3uVBA+dnIxsq/bt066ujomB/BAhOBDux4NgTKskwbNmygF154gXp6eua1IoCJymhvb6fVq1fPqHe40eR+DsrtgrD7x2Ix+v73v0/Dw8PzbiNgwk7PPfccLV26lOvGnW/DMPI+LDpVYq4OW7teunQp/eMf/5g/wbLj3JVz3333zTy8bJYZGhqiF154gUf4z0UIX/bkjq2UBINBKi8vp4MHD9KVK1cWjI0AoK+vj/74xz/yVYOioqKcSeT12k7Xdaqrq6MDBw7Q+Ph4ZrnnQrCsR3X7hp/4xCfotddeW1BiZYyMjNCTTz6ZMzLMZnI3ZGajhoYGeuaZZxakjQDg3LlztH//fq4Zt9vHUiFPXed73CccDtO+fftyHwiYKx/Wfa2PfexjdPjw4QVbEZcvX6bjx4/TihUr5kSsbJuZTTgMw6D6+np66qmnvHs8ehYgInr55ZeppaWFi5M1Nia+QnxYpo9sN+Kuu+6i06dP8/J7Fq01HY7jIBqNAgDq6urwxBNPYMuWLQvi7Sn5KC0tlRoaGrBt27Y5uZ9hGLBtG7qu823lPXv24Otf/3rGa4QWGpIkSatWrcL27dt5GcbHxwFci1xTFGXa67DXJdm2nXF8X18fPvzwQ/63Z5Zwh+KxG7K/WSc6NDSEhoYG7N27Fzt27IBhGAtSrIza2lps3rwZsVgMwLVtSXfoI6uU6ZCubjdPlYCJreRAIICHHnoITz/9NDt3QdupvLxc2rRpE+rr6wFc20ZmcRXTxWEA114tJWe9YurKlSsZ7wbzTLDuvXT3frh89d1MkUgEALBo0SLs27evoBjT+SYYDEoVFRVYt24dDxYBMCt5d8dMrFq1Co888giLg13QYmVUVlZi5cqVGZ+xOIdCYjGYZrK1Y9s2rly5wt8h5plgHcfJiS5iSFcDWcrLy/HZz34WDQ0NC753ZdTU1OCee+5BaWlp3p6ikN6jEFggSSAQwKZNm3D33Xcv+J7VTUVFBdavX88Df4CJhs1GpZnAIvckSUIymcTAwAD/zlPnKJ+vwiKCxsbGcPfdd2P79u2+qohIJCKtW7cOixYt4p+5h3DWUL3AMAwsWbIEmzdvRjAY9OSac0U0GpWWL1+O2trajM/dTzhMhduG0tWnQhzHQSKRwNDQEP/Oc2/eHavpniyUl5djx44dvqsIAKiurkZzczOAa43SLVgvMAwDsVgMDz/8MO644w5fNWpGbW0tWlpa+N8sJLSQSRfrVVlMMEss1pcJf9amnyzYGABM08Qdd9yBjRs3+vJ17KFQiAtWkiRPe1VGMplEaWkp7r//foRCId/ZCABisRhuv/12LlD35LsQsifprMNLpVIYHh6e+MzLDOfr1iVJQkVFBbZt24aSkhIvbzdnVFZWSg0NDQCQEWTtpWglScKqVatwyy23eHbNuaa4uBg1NTX8b9YrFjoKMc2w3lZRFNi2jZGREfT29gKYRcGyVhIIBFBSUoIHHnjAl8McgzU2Znx3r+FFsW655RZs2bKFPzXhR8LhsMTcAGCiZyx00uV+ghe4trrkOA5GRka4H+upYG3b5o9psCUgXdexZs0avpbpV2KxWMY6I3uUGiisByEi/tp29jdbu5YkCYsXL8bWrVt93aiBCTuxIkiSlPN6+clgz72xc+nqI+UAcPHiRXR1dQHwWLBsqGQtTJZllJSUYNmyZV7eZl5gkyLgWu+a/bzVdGT7cmyhvKioCI2NjfzdA35Gcf1DFLc/6hWevkiD4X7itba21rezXjeGYaChoSGj9wAyd72mI1vgrGGXlJSgpaXlutYsFxq6riMcDns+KWV4Lli3cDVNQ0NDA2677TavbjNvKIqCysrKnBksmygUAjvOXZmO46CkpATNzc2+b9TAxP9Di0ajGT6pl8XyTLDZPY8kSdA0DY2NjSgtLfXqNvMGTfwLn+s+P3sH0N3AY7FYzoK7X1EUBaZpej4pZXgmWLdfx9bfNE3DkiVLvLrFvOMW3EzeWQCAL4i7kSQJwWAQTU1Nvl3yy8ZxHP5yj2xf3ws8jSVgmwWsRem6jsWLF98UQ10gEOCzVhYbkS9uYjKy127Z5kM0GkVzczOKiopmLe9zCbPLbOGpYN0ZpatvwquoqPDqFvOKpmmwbZuvDwK5btBUMMG6e1pJkhAKhXwVDFQIbneHBUR5dm3ProRr8Y8sg7W1tTfFUg0A/ppPd/gbezVnoZMuwzD4K4w0TePvCmtqaprNrM8pgUCA/+d05i4tSJfAPSuUZRnBYBAVFRW+3rnxmnxhl4Zh8FhhwfR4PukCJnoe0zTR0NBw0/SwXsB6HLblyHa/2KNDgunx1IdlorVtG6ZporGx0ZfhhLOBe4h0T9bYf8IWFIanGwdu55pNJjRNu2kmE16R/c5XL328mx3P3g/r3jcmIh6lJZgcRVFgGMasbWPejHgqWDdsUVyQiXtVwTRNRCKRmyKGYK7wTLCBQIAvhjuOw19VLrgGexaMCdYwDITDYWGnGeCZYN3v9gcmos9vpm1ZL2A7XcxnHR8fh2EYBceMCubwzS8CgRcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFcIwQp8hRCswFfIAJBKpZBIJEBEAADHcSBJEgDwzwq6mHxN/5IkQVVVL/M6ryiKAkVRYBgGiAiGYQCYsI9pmtOer+s6gAkbBYNBAIBlWSgpKUEgEJi9jM8xqqqiqqqK66YQ2wDX9MLOc2vJNE1uMxUA6urqEAqFoKoqLMuCLMuQZRlEBCKCLMtwHGfKGyaTSUSjUdi2DSKCqqoYGBiYeYkXKBUVFWhsbER1dTU6OzuhqiqKi4uRSCSQTCYRDoenPN+yLGiahnQ6jXg8DsMwsHbtWixbtgyWZc1RKWafYDCIpUuX4ty5c+jq6oKiKDBNM0OA+Ugmk9A0DcCE6E3TRDKZhGEYME0T9fX1AAAJAAYHBykSicCyLNi2DUmScnrL6QSb3Tun02lEIhFIrKu+CbAsixRFgeM4sG0b6XSaN+50Oj3luePj4wiHw1BVFY7jIJVKQVVVqKp6U9mIiIg1wFQqBUVRYNs2FEWZ8jzLsqDrOizLguM4MAyDd57BYBDxeByhUOimsZPg/xP+H96Em0gHD8RYAAAAAElFTkSuQmCC"},{"id":"9a5b8a40-a8ce-4955-a7fa-834da3acfe61","height":22.78,"width":19.97,"perimeter":110.99,"area":292.57,"image":"data:image/png;base64,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"},{"id":"9ca18f6b-d4d4-4e0e-87e6-f64de31bae79","height":30.14,"width":17.7,"perimeter":131.23,"area":209.99,"image":"data:image/png;base64,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"},{"id":"fc69688f-976f-4a2e-bc4e-e4358625a156","height":21.9,"width":20.15,"perimeter":113.79,"area":167.81,"image":"data:image/png;base64,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"},{"id":"a6488643-09ec-4b8e-8c14-6fa6e9cd1d0c","height":22.78,"width":19.97,"perimeter":108,"area":283.64,"image":"data:image/png;base64,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"},{"id":"46f191fe-e3c5-4412-af92-00b38a639b0b","height":29.61,"width":10.69,"perimeter":83.73,"area":127.07,"image":"data:image/png;base64,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"},{"id":"045d6c25-e791-43b2-8413-5c1030c10615","height":30.14,"width":24,"perimeter":106.86,"area":177.37,"image":"data:image/png;base64,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"},{"id":"e9083055-b6dc-4a2f-a28e-c92939f57a46","height":30.66,"width":18.92,"perimeter":98.57,"area":399.37,"image":"data:image/png;base64,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"},{"id":"ac0f7dbf-7d41-4b42-b596-f2863475436e","height":30.66,"width":18.92,"perimeter":98.57,"area":397.81,"image":"data:image/png;base64,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"},{"id":"a196f045-e924-45be-820f-dd3593b2c751","height":30.14,"width":28.03,"perimeter":115.8,"area":334.17,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-07 10:38:56"} 
[2026-04-07 10:38:56] local.INFO: Number of letters detected {"data":{"noOfLetters":12},"timestamp":"2026-04-07 10:38:56"} 
[2026-04-07 10:38:56] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1374.3299999999997,"perimeter_in_feet":114.53},"timestamp":"2026-04-07 10:38:56"} 
[2026-04-07 10:38:56] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[175.11,291.91,281.53,292.57,209.99,167.81,283.64,127.07,177.37,399.37,397.81,334.17],"actualFilledAreaSum":3138.35},"timestamp":"2026-04-07 10:38:56"} 
[2026-04-07 10:38:56] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":21.79},"timestamp":"2026-04-07 10:38:56"} 
[2026-04-07 10:38:56] local.INFO: Average character height calculated {"data":{"avgCharHeight":26.2975},"timestamp":"2026-04-07 10:38:56"} 
[2026-04-07 10:38:56] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":936.0,"originalHeight":479.0,"ratio":1.9540709812108559},"timestamp":"2026-04-07 10:38:56"} 
[2026-04-07 10:38:56] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"164","otherDimensionOfSign":83.93},"timestamp":"2026-04-07 10:38:56"} 
[2026-04-07 10:38:57] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"15744\" height=\"8057.025641025642\" viewBox=\"0 0 936 479\">
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bPmKN9Ph+VlJTY7sUWbaH97K85++LxeAgAXX755bR9+3aKRqODAlcfzMlM0WgU69evx/PPP49MJgOv14t0Oo14PG5LaXHazDAMJJPJAa+pqqr4bSaTgaZp0HUdiqJA0zT09PQA6MuLjhs3DkQEXdfxoQ99CEuXLkVJSQlKSkpQUVGBiooKlJaWwjRNkcKLxWJQVRWqqgIAkskkYrEYotEokskkWltbcfbsWdTV1eHQoUM4efIkQqGQSNTruo5QKCSe1+fzwTRNhEKhrNzthZCu60gmk9A0DUQkxqKxsRGbNm3CokWLBne9wT4AEdHf/vY3vPTSS+jo6ICu6wgGgzbweABTqRSA3AlwJ8nAyyDzd5qmYcKECaipqcHVV1+N5cuX47rrrsPkyZOhKArcbveQ857pdJrC4TBaWlpQX1+Pd999F++88w6OHj2K9vZ2AawTZI/Hg0gkMpRb28Yuk8kgHo8D6Jvkb7/9Nvbv349EIkGmaV6c3G59fT2tWbNG5DtZhLII1jSNPB6PTVegQN3qFMGGYdD06dNpyZIltGHDBmpsbCSmcDh8UfUO3ycej1NXVxe9+OKL9OCDD4qAixzUL6R/hTQ2NGXr3O12k9/vp8985jN06NChi9PnQCBAzzzzDI0bN050jh+EH07TNJuelSNM+TrFoKqqSpMnT6a1a9fSli1bqLu7e8TjqDyZXnvtNfr85z9P06ZN69dKv5DmtK5Zx+LceFRVVdG2bdsuzoTet2+fCOjzjPL7/QU/vOz7OZPpcps6dSo99dRTlMlkKJ1OjyigTiIiSqVS9Le//Y1Wr14tfHeZ25DDCBpqM02T1q5dW/wJ3traSj/5yU+otLQ0p/jI15xczZ/dbjcpiiL84M997nPU2NhIoVBoVAHqJObgp556ihYvXiykF0/00tJSAWoxsleaptFHPvIRamlpKd64xONx2rlzJy1YsEA48bJDXYgelSeA7LbwQHi9XvrhD39IZ86cGXGxOxgKh8N08OBB+tSnPpUzyIBBTP587ZprrqEtW7YUb3zOnDlDDz/8sHhAVVXJ5XLZapQKfTg5iMCi2ePx0Ne//vUxWw9ERPTee+/RJz/5ySxfm+2RYrSqqir66le/WrwY8jvvvEPz5s2z3UQWL4MxHthAYM43DIPuvfde6uzsHJOgMmUyGXrvvffo3nvvJZfLJaJYKBKoQJ++XrlyJZ0+fXro4xQOh2ndunWEc/qQH5ajNvlKNbk5f4dzk2PZsmW0Z8+eMQ0qUyqVon/961+0cuVKAs67gPkiXIU0dgXnzZtHe/fuHfpYHT58mO666y7xgHLKif8OtryTf7to0SJ65plnPhCgMhERPfPMM+R2u0XcuxjuEKuvyy67jDZv3px3vNSBvozH49TU1IR//vOfME0TiUQC8XhchOWYCgmppdNpuN1uAH1hQa/Xi8WLF+Puu+/+QFXKK4qi3HbbbVi9erWIxhVz3hIR3n//feRzAwcEtqenB6+//joSiYRttRqHuzgMVgiwuq4jGo3CMAyk02ksWLAADz30EAzDyN+bMUZlZWV44IEHEI/HRUx7qKRpGgAgFoshGAxmMZeTBvy2s7MT9fX1RQlyc9xY0zRUVFRg1apVqKioGFUr1IpFlmUpVVVVWLhwITRNE30vBqXTaQSDQUSj0QHP6xfYjo4O+u9//4tDhw4V7aEsywIAXHHFFbjrrrtQUlLygQOVqaqqCrfddhtKS0uLcj0W58lkEu3t7eju7h7w/H6BDQQC2Lt3L86ePZuX7QshXsGmaRqWLFmCuXPnDvmao5k8Hg9uuOEGTJw4sSjXY6mZTCbR1taGrq6uAc/vF7FIJIK9e/cimUwWRRRrmoZEIoGqqiqsWLFCcO8Hlfx+vzJr1ixMmTKlKIzBHJtKpdDV1WVLG+aifu8YDAbR1NRUFMUP9M00l8uF5cuXY/HixVBV9QMrhpnGjRuH6dOnF8Uq5mtkMhlEIpH8hQu5DkajUWpsbEQwGCyqqT5lyhTceeedqKioKNo1RzNpmlY0YGVKpVLI5yHmZMeuri4cOXJEuDic1R8KaZqGKVOmYNGiRR8ov3UgymQymDBhAnRdL6plDCAvsDk5tqenBw0NDeLHiqLY/E3ecIN1h6xDFEURG3NwU1UVLpcLVVVVmDFjxpA7NVZo/PjxyvTp03m7giE1l8sFoM8oSyaTecuNcnLsFVdcgW9961tYtWoVmpubcfz4cTQ1NYmCLw5QMHHhWTqdRjqdzhI9iqJg3LhxWLhw4VDGaUxSMpnM63MWQgxkKBSCz+fDiRMnBjw/J7AsKomI0uk0urq6EAwG0dHRgdbWVnR1daG9vR2nTp3CmTNnEAgE0N7ejkgkgt7eXrGvEovvTCaDadOm4brrrvufEcNMuTYjuRBKJpNCpBMRTp8+PeD5A5q8A4FwrtYLiUQC6XQasVgM7e3tOHbsGI4cOYLGxkacOHECra2tCAQCWLNmDa666qoL7NbYJY/Hg/Hjx6O1tXXI12JgFUXJq7Mv2JfJB7r8fyaTQXd3N8rLy/+nuBUAJkyYgJkzZxYFWB7WRCIB0zQHPLc4TqqD/tfE7UDk8/lQWVk55Oso0l5VhejsoYdELtGAxHZHMUnX9bzu5yVgLzJ1dnaipaVlyNchIuF++ny+CwtQXKLiUW9vL86ePZv3vHzRKUVRkEgkhOGUz3i6xLEXmZLJ5IgUE1wC9iISEZGu6/B4PMN+70ui+CIQEVFPTw/27duHf/7znzh58mRenVhsugRsESgcDpPH40EwGMTp06exbt06/PnPf0ZtbS16enpgGEbRkwD56BKwgyQ5+NLR0YHa2lps3LgRf/3rX1FbW4v29nakUimYpgld18W62UscO8ooEokQBwQaGxuxceNGHDt2DM3NzTh27BgaGxvR1dUFt9uNaDQqMl1yZWdpaSkCgcCwPvclYGHnQt7WoLOzE8ePH8fmzZtx+vRpvPrqq2hsbBRFZHKO1eVyiYyXrutIJBJQVVVsWd/b23uJYy8mpdNp4oI6oC80d+jQIWzevBkNDQ04ceIE6urq0NzcbKseyfWOAFlnyi+UYC7NZDK29xAM92KHDxyw5xYmIxqNird99Pb2orW1Fb/5zW/Q2NiI5uZmdHd3i1e6dHZ2Ih6PZyWwWawWo5hvuGlMAesUmfF4HOFwGNFoFCdPnkQgEMDTTz8t9N/Ro0fR3NyMzs5OANkvfdB13bZDC5/DpUBjEVCmUQssEVEmkxH53oaGBmzbtg0HDx5EbW0tjh8/jra2NgQCAcRiMViWhWQyaave4zdw8K4umqaJ3WwymYxNnPLWQww0TwBVVYXeHEs0KoBNJpOk67pI1Dc1NeHHP/4xjhw5IrbiAfrKQnp7e23LRbgsJxaL2QLlDJDMjZykZtD494qiZJX7MPHkGms0IsCySA0EAqirq8Nzzz2H/fv3o6GhAQcPHrQFzXVdh8vlshVIs4/Im4Y5iTnz3L1s4lZVVQGmDJrL5RJlLLLRNFZXeA4bsPF4nEzTRCqVwr59+/DCCy/gT3/6E06ePCmsVB58wzBEtCaRSCAUComXJvExBkTXdQGUzKUykFwlyVkRp07VNE2sjJNJOfc6NEVR8hZojza66MCyi7Fz505s374df/3rX9HS0oJUKiUGy7kijQGQB5ojOAwUc5OcwuJSTZkymYw4j0m2dp3fMbfzJBnuUGCx6KIBm0gkyDAMvPnmm3jsscewe/duRKNRW4iNKwGcOmwg8TeQtdqf6HQeG8jadeplJtbHstHFYp2vmU6nxTncP+6bc8JdbBFfdGCj0SjF43Hs2LEDv/3tb7Fz506xIEue/c6C6NGuy/oDXBbRXFifTqeRTCYFqD6fL+9LE4tNRQOW3ZOdO3fiqaeewmuvvYaOjo5+z2fjZawYKOz2APbokmmaMAwDkUhEiG/2j1m6hEKhsRlSJCJqaGjAI488gq1btyIajYoOulwuxGIxm/gCzuu3sUKsMtg3ZtErG3KmaYKIRBWhx+OB1+vF+++/P+zPOyRgU6kUdXR0YNOmTfj5z3+O5uZmAH2uQzgcFgYS+49OF2QskdfrRTweF1Y161Dui8fjEWHJyspK3HzzzVi2bBlaWlrw+9//Pu961mLTBQMbCATov//9L5588kk899xzImXFYPp8PrGWkzdXlv1DJufexqOVWEfyu2TZGtc0DT6fD7quY/Xq1VixYgWWLl2KmpoamKaJrVu3FmWJx2DpgoAlInrppZfwk5/8BPX19UIUWZYlfL5QKATLsoTV6ORS2TUZCzFZljZs+ZaVlaG6uhoLFy7EvHnzsGrVKsycOVPoXCa/3w+fz1eUhVmDoUEDG41GacOGDXjsscdw5MgRAQ4nmoE+sRUOhxGPx8Vx2XgYa6ACfc85fvx4LFy4EHfccQdWrVqF2bNniy0X4vG4+ExEwioOBoPDnmQHBglsKpWijRs34pFHHsGJEydsC6LlGSmb9nxc5tZcOta5OJijSblENK+/5ev0p6/l0CHHkXOdz8fZDjAMAxUVFZg3bx4WLlyI2bNnY9myZSgrK0NZWVlWOSlbx3LfDMMQKsayLFvOdjioYGCTySRt2rQJv/3tb8XaTPbZcq2JHSwxgCzO2VUwTVNEptLpdM4AhRMY/n0u3cZRJX5+n88Hj8eDsrIyTJo0CZdffjmuvPJKzJ07FzU1NWJzkFgsJhYfAxAGVK5o12iggoCNxWL04osv4sknn8R//vMfYRHG43GhQ4dKfr8f0WjUFtRXFEW4FDL1F8VhbuH4Mb8kwrIshEIhmKYJv9+PiRMnYvbs2bjuuutw/fXXY86cOZg0aZK4Rq7rO0HlN43I2aTRRHmBJSLavXs3Hn30URw+fBhAHwiy+V6MTrEeYoOLrU55EnHAngdf1tP85g+Xy4WJEydi6tSpmDFjBubNm4eamhrMnDkTZWVlmDBhAvx+v7gvg8T9cPrbLJE4OMH35eTAaKUBgSUiOnToENavX4/Dhw8LUcerx1ivFMOcd7vdInPDE0UWqaZp2uK0uq6jqqoKU6ZMQWlpKebNm4fy8nLMmTMH8+fPx6RJk2AYBkzTFL/laBCvgWHO5onE+lUmWSLl4mbufzH2ciomDQhsNBrFli1b8MorrwDoG3z5BUOse4qxqwxXSsgkD2QikcCsWbOwZMkSXHfddViwYAHmzp2LysrKLHHIOjeZTIrv+tsIhXU2cyRPJFlasMhl1cB6nImlyGiifoGNRCL0yiuvYNu2baJmiMsqAQhQi0XpdFpYkul0Gl6vF1deeSVuueUWLF68GIsWLYLX6xXcB0Bwl7zwSQ5VMjcCEBOQ03JO94v3eOCAicy5copQ/g0RZV1rtFC/wJ45cwbPPPMMDh48CMCeM1VVVWQ1eNYX5WF0HTU1Nbjxxhtx++23Y9GiRRg/fjyAPsDYgOFBZtA0TROBAzltxoOfSCRsxo8MEnMqX4vroeStjLjPTr3KVY2jUd/mBDYcDtPmzZuxa9cumKaZVZYpAzmQCJL3ieLBYguTB5DfjTdnzhx8/vOfx/333w+/329zL5zAOPedcuo3p7h17tvIIjbngAywxaATPKc+jsViMAxDpCnT6TQ8Ho9wjQaiYovynL04efIktmzZgmAwCOA8RwyFFEWBx+NBOBwWItztdqOkpASPPvoo1q5dK0RxMpkUeltV1bwbaYwWYlEOnLeenaU4w0VZplwwGKQ9e/Zg165d4lgxZpNpmgiHwwI8AFi0aBFefvllfPSjH4XX6xUzna1Z1n2jzTDpj2S/lonfdjnclMWxbW1t2LZtmxhMzqcOleLxuMiMeL1erFq1Cr/73e/g8XhQWloqxJjH4xEi2ilyxwqx/iYiBIPBgja1LDbZgG1tbaXXXnsNr7/+Otxut3i5Q7GIMx+rVq3C008/jZKSEsGVTuMGOG/QFLKv0UgTT0QAIvoVj8cRDAZHxLCyieJMJoPdu3cjGAyK+K8znHahxCvP1qxZg1/+8pfCrYjFYlAUxfaSXi4Cl4MTo53kSBi7QIlEAr29vUULuw6GbBwbCoWwb98+APYVZsVwZ6LRKJYuXYoHHngAU6ZMga7r6OzsxPjx40UokO/FwYVkMile6TLaSU5EMMDhcBjd3d0jkpoUHBsOh6mtrQ1NTU0AzpvyLJKHSuXl5bjrrruwbNky4f6MHz8+a1kGD4xpmvB6vQAw5LcpDwfJqw3kVGYgEBhZYDOZDP7xj38glUqJJfamaRasY2X/T561itL3mu1rr70WDz74oLB8VVVFOBzOOtepj1RVHZFdVwZLsm9MRIjH40gkEjh58qQ4NlArNglg29vbUV9fj3A4LGYYZz4KCXDzb5y1wlzodcMNN6CsrAy6rgtpwIGD0Ra1uVBivx/om5BHjx7Nu/3sxSKBWEtLCw4cOCAA4kVPAApS/vKyQ5nzeMv4W265xRYS5HuMtTLUgYjHyTAMBAIBHD16FG1tbSOS+RF37OnpsYkNmYsGEzlxZno8Hg/mz5+PK6+80paS478jEZW5GCSHD4G+eEBjY6NIEQ43CWCDwaDwF9kQkGuG8l5ImpUyB5aWlmLx4sXw+/0iZmoYRpZrMNaJAeVgTjwex/79+23fDSfJVjEAZLk4gxUjsiEE9FVbXHvttVnXknOnHwTiJaKsbgKBgChOGAkSpmwikbBVCnJSuVByAsV61uVyobq6GkQkpIFcOci6fCSc+GITW8Wtra3YsWOHCL6MBKkAEAqFSFVVYaValpXlvuSjXJWDAERxtfM6HHnic8Y6sa+fTCZx5swZbNmyRayGGIn+qUCf2HjvvfdE0TOvUQGyc479XugcSPF4XKwLVRQF5eXlWUEI4PzuLPKx0U5yMsQ5kVkUZzIZ7NmzB/X19SIWUAwdK9dFy2PXH+nAeeUui2HDMESyuJCBlzvqtKjlWt5cDzQW9Gw6nbYl7DkDJVeVEBGam5uxfft2oYo4GFOs6BODey7PS5qm5Rw8HbCLS7kQGhgcN3FCnmuBMpmMCOxzZQHTWDOeeEwYTE5MsMqKx+PIZDLYvn07du/eDeD8ZC+GRJIT+LzYbaCxU4G+nOvUqVPFrJOr6Hm5wmBuLgcdOBDuLK7ur5RztBI/a6531AN9fT927Biee+45Mbm5+rGYwHK4sre3d0ApoAJAeXm5wkXUchH2hZKzbPT06dNZ4tm5lme0E1dBGIYhuDQUCiEajSIcDqOrqwsbN27EgQMHLkpGiiUgESEWi6G7u3vAcRNTj2eYMxwodyofOavoDcMQG1E6SzfHKslGIu9wapomdu/ejT/84Q+iZouTAsVa9yuDyKJ4IANKfCOXYTLIgwlOyEXTciF2Z2cn3nzzTfT09Ni2/5EfdiwAzWMhLw7jrNNrr72GjRs3ivIe3sqomG4OS1B528CCgPV4PLYNNAAMqiA6VyfS6TR6e3tRW1uLQCCQldcdK2tjATvH8EIvADhw4AB+9KMf4dVXX0VJSQni8bit4qNYNVsysIXUMQtgq6qqUF1dLfKvPPO4AC0fyeJaBsyyLLS0tGDXrl3wer1iKwPZBRjutaO5yPkuermCBLAbhuzCHDlyBI8//jjeeOMNAOfTdjyBeU+KYpAs3SKRSF6jTADr8/kwd+7crFhvoTrCuQ0BUzKZRCQSwcsvv4zOzk6Rj5WTC6Mh8sQ7wUQiEeHyOf1ULrozTRPHjx/Hpk2bsG3btmFNy8kpz7zuDtBXurJ06dK+g5L4vdCVZPIMj0Qi2LdvHx577DHbqgJVVRGJREZFiWk0GgW/I0cukJeXfjCXNDQ04Pvf/z5+9atfZXH2xSa5GrJg+stf/kKmaRIA8RcAaZomPvfXFEWxfVZVNev7q666io4fP07RaJQSiQSNJspkMuJvKpUSx9PpNIVCIfH/nj176IYbbiC32y3GyO125x2fYjVN00hRFLrtttsoEAj0K4ttrDh16lTxSkwuAwUKyyfKs4gcAQgOg3V3d+M73/mOTZ8N91Z0/REvx4jFYkKPRqNRUeDe29uLf/zjH/j617+OvXv32sKFw70jDBEhEAigq6ursB80NTXRmjVrSNf1gjkV0kxyHmPO1TRNcHBJSQl96UtfIiKiZDJJyWRy2LhyIAqHw+LzuR1biYgoFovR8ePH6YknnqCKigrSdZ1KSkoIAOm6TpZlDQunskTkcVywYAH95z//KSyy09nZSevXr6fp06f3K1IHurEsjp3gAqDS0lICQJMmTaIvfvGLREQUDAaFGBwNFI/HKRqNEhFRd3c3Pfvss/Sxj32MvF6vmLymaQoxrOt6wWM0lCbfQ1EUWrBgAR08eLAwYAGgrq6OlixZIjrB3FsouKwDnN95PB4CQF6vlwBQeXk5ffrTn6ampqaRRVKiaDQqJlltbS198YtfpIqKCiGRVFW1cajL5bLZIhezyThomkaLFi2iQ4cOFQ5sR0cHrVu3jgzDsF1Y0zTSdZ10Xc8JXCHN5XKJz263m1wuF334wx+mDRs2UDweF4OaSqUomUxSKpWidDqdJa4zmQyl02nxfX8kn5dKpcT/TsMtkUhQJpOhSCRCr7/+On35y1+m6urqvKqIpZSqqmLgFUXpF2w+x+12i/EtVJTL6gwAzZ07lzZs2NAvsFmr7SoqKpS6ujqqrq5GQ0ODSLw730cj76pSKJHk63Kg4s0338TJkyfx9ttv47777sOKFSugaZpt4bMc1JD3g+jvHtyA7H2ROUmdSCRsO5hu27YNe/fuxa5du3Dq1KlBJ8d5rwouFGdfnX3faDQKy7JEKpOJz80XyJD3vqBzGZ7Ozk4kEgkyTbMw/6e3t5d+9rOfidkFZLszmqYNyriCQ0+4XC6bm+B2u6myspLWrl1Lf//73wVX5TKu2CVJJpOCY2OxmOC8XOfzOcFgUHDv4cOH6fvf/z5dc801VFlZKfqo67pNYsmSRm4yx/IxwzCyxso5bs57FCoBZclQWVlJX/rSlygajebk2n6RPnXqFK1duxb79+8Xznl/e+QXksXgIIS8r5KmaWIrBPn3brdbbEJ54403YtmyZVi8eDEMw4BlWeItHjJxSamXFJEAAAcOSURBVI4cxQqHwwiFQojFYuI1LwcPHsTevXvx3nvvCc5hLpBJ3uHN+Z0YPMmdsyzLtk8xrzcaN24c/H4/ysvLcejQIZs0kX9TCMkvnvB6vbj55puxefNmVFRUZOHYL7DxeJy2bt2KH/zgBzh69KjYtIM7IkdbChElHM3hSkXn+bqui1gy+7amaQpVMHfuXEydOlVsh1dRUSHippFIBFOnThX+ZyAQQHt7O86cOYPW1lb09vZi9+7dtu3ceXLwlvZc4SHHrS3LEpuT5CJn+LWkpETsgWVZFlwuF1atWoVvfvObOHz4MH7xi1+gqalJhCc5oF/I+ihnNNDlcuHqq6/Gs88+i7lz5w4uFNXe3k7f/e53s8x5wzBsYniw5j5bk4ZhkGmaWSLdsqysyBdHemSxpaoqeb1eKi8vz3vPXCLS6aoYhkE+n488Ho84rihKvwaOLIr5fMMwyOPxUFlZGX33u9+lrq4uIiKqq6ujm266KUu0s7eQr8neBj/TlVdeSTt37uzXgOqXIpEIHTp0iO677z7yer02J3kwbhA/2EDf+/3+rNCcYRhZ1jnf2zmZVFW1DbSmaWQYBlmWRW63u98AClv7Pp+v32frr69OHTthwgTyeDw0f/582rp1q9DxAHD8+HG67777xPV4shRqp8iTkj2TadOm0bp168Q9BkWZTIbeeustqqmpEREX540KVf5OTmQwnM638zz5fDb75dnr/DxQoISNPifnO4HWdX1Q7o5lWeTz+eiBBx6g/fv3Zw322bNn6eGHHxa/lbl2sL4wT/bS0lL63ve+R6lUavDAMrivvvoqLV261ObHKopi4yhN04SIvVBfd6SaLG5VVbWpCO6LZVk51Y6qqlRZWUk//elP6fTp0zkHOhgM0vr16wmATYIwwPKkzNX4PJ4EiqKQ2+2mW2+9lerr6y8MWAAgIvrLX/5CEyZMIAA20ezUfdxkDhhp4ApplmWRx+PJ2RenlGAxP336dFq5ciW98cYb1NPTM+AAb926lUpKSsTkkCVCPmD5PB5Lfp45c+bQU089RZlM5sLBDYfDtHv3brrsssuybmJZluBmVVXJMIwhRamGuznFIfuZLJLZ0JPDiJWVlfSd73yH2tvbC9Jz//73v2nFihXiHsyFsn2QD1iWhiwpS0pK6P77778wPStTOp2m+vp6qqmpIQA0fvz4LF3EuiyXAz+aGwPYH8fyRNZ1ndauXUs7duygWCxW8KC2tbXRo48+KsaGwWGJV0jj38hW+KJFi+j9998fGrBA347jTU1N9IlPfEJYk5zxsCwrSxeNFWCZK3EO5NLSUpulrmkaLV68mNavX0+9vb0XxCWvvPKKzS4phFtlFZCrgGHq1Kn07LPPDp1rgT5XKBKJ0EMPPUSzZ8/OGiCXyzVmAAXsVqrTzbIsi+bPn0+/+c1vqKOjY0gD+O6779KMGTNs9wIK07H92Ssej4fuuOMOamtrGzqwQF90Kp1O0xtvvEHXX389TZ482Ta7XS4XGYYxJgBm8ejxeMjv94vj8+fPp6997WtUV1dHoVBoyAPX3NxMn/3sZ7N89kKA5cCQHKfn76uqquiFF14oDtcyJRIJ6urqog0bNtDy5cvF7O8vNztam8wN11xzDT355JN06tQpIupLwBdjrMLhML3wwgtUWVkp7uV2u/MC21/ShZmmsrKSvvGNb1A6nS4esExERK2trbRu3Tq66aabBMByqY08eE7QnQ8vh+rytf6CCbJeknOaTkvTMAyaMGECrVmzhp5//nk6c+YMJRKJ4g8SgGPHjtG3v/1tG7Dc1/5aPuBVVaUrrriCNm/eTECR3x+rKH1RaiKiu+++G3v27MGmTZvw5z//2ZYokF+rzf/HYrGc7wQ4d928Revya8DlIjzntrhyZsmyLLjdbvj9fnz84x/HLbfcghtvvBFut1v05WJQTU0NbrjhBrz99tuora1Fd3d33v0q8/Wfc+achLioi2bO5UDR09ODXbt2Yfv27di+fTsCgQAsy4JlWQiHw0in0ygpKUE0GhUpQl4pwGuIBkoLKueS55SjxpdTg1w3XFJSgmnTpmHx4sVYvnw5PvzhD2Pu3LnytYZlIVEmk6HOzk6MGzcOuq7nzY7lA5b7eC5rNXyroc4lxnH27FnU1tbi4MGDOHr0KE6ePImOjg60tLSIfQd5b3/mtoF2OOdqDt4MjPOnlmWhvLwcEydORFlZGa699lpMmzYNs2bNwsyZMzF9+nR+K9foXxF2ATRinWIl39PTg/b2dhw4cABnz55FS0sLOjo60NraiubmZrS3t4uXH+YqeWFgZ8yYgdLSUlRVVWHGjBmYOXMmZs2ahZqaGlRWViKZTMKyLKiq+oEE0kmjqpP19fXEojjXtgeAXSQxsMx0DDKvuZk3b96o6t8lukRDpv8HjSvSatKPXFMAAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":392,"y":347,"width":168,"height":127},"scaled_width":29.44,"scaled_height":22.25,"actual_filled_area":281.53,"bounding_box_area":655,"exact_perimeter":177.33,"approximate_perimeter":153.73,"convex_hull_perimeter":99.73,"perimeter_pixels":1012.0904037956226,"original_contour_points":163,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.32,"compactness":0.1125,"perimeter_to_area_ratio":0.6299},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":251,"y":347,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":292.57,"bounding_box_area":454,"exact_perimeter":110.99,"approximate_perimeter":98,"convex_hull_perimeter":74.26,"perimeter_pixels":633.4457428549498,"original_contour_points":235,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.2985,"perimeter_to_area_ratio":0.3794},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHYAAACGCAYAAAAINX4IAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1deXBV1f3/3O29+7ZsECAEwpqKCAgCVaRiSWurVq3WrR3F1k7rVJ3RTm1rHdraDcet1RGp2IoLlmpBqGLruCAtjJVNkC1AWENCQggvL3l5+3a/vz+Sczj35r3khbyEJD++M3eS9+59955zPvf7Pd/tfA9wngYlSee6AT2hVCpF8XgcoVCIH+FwGNFoFIlEArW1tUgkEkgmkzAMA4qiQJIkGIYBwzAQCoUgyzI0TYPD4YDb7UZeXh48Hg/sdjtkWYbL5UJeXh50XYeqqtA0DU6ns9+PW79vIAAkEglSVZV/rq6uxtGjR3Hw4EHU1dWhsrIS+/fvR11dHcLhMCRJgqqqSKVSSKVSMAwj7X11XYdhGBx4AJBlGYqiQFEURKNRDB06FGPHjsX48eMxceJETJo0CV/4whdQUlKCsrIyEBEAQJIkSJLUb8az3zREpFQqRQDQ3NyMmpoa7Ny5E1u2bMHWrVtx6NAhhEIhqKqKRCIBSZIgyzJkWWa/5SC1DzYkSQIRdQAvkUikfT77TWcvhM1mg6ZpuPDCC1FRUYGKigpMnjwZBQUFUFUVsiyf07HtN8BS+6tfXV2NTz/9FNu3b8ehQ4dw7NgxVFdXIxKJmMQoYw7GMSKpqgpJkjICBwCKoqRrgwlMUUqwc+LznE4n4vE4DMOA2+3G+PHjMWfOHFRUVGD69OkYPnw4PB5Pv+LkPiEiokQiQSdPnqT33nuP7rvvPpowYQJJkkQA+CFJEimKYvpOlmV+TpZlUlWVNE0zXcfOWQ9FUdJepygKv4+maR3a0NnvFUUxtVvTNLr99ttp7dq1lEwmyTAM8vl8Hd/CwUTJZJLi8Tj9/e9/p+985ztUVFRkAgsAqapKiqKQzWYzDSL73no9LCCkexkYOOwzA0iW5Q4vk/W89Zyqqrxt7Hnic8SXrLy8nH7zm9/Q/v37iU0zg4qIiE6fPk3Lly+nW265hfLy8shut6cFxvrdQD3El2vq1Kn02GOPUVVVFTHK3eieA4rFYnTw4EF68sknacqUKbyjuq6TqqodRFomThxoB+uH3W6nwsJC/v2MGTPo0UcfpQMHDgxMcMPhMNXU1NDSpUvpkksuIQBks9nI7XabOs7+Z/PbYAGW9RNAh3m7sLCQKioqaO3atRSNRikajQ4MgA3DoF27dtG9995LHo+nA5DplCFVVUlV1UEDLJtrWX9kWSaXy2UCePz48fToo4/SkSNH+jf3RqNRqquro6eeeorKysooLy/PBF5BQYGJY9l8yhQQqyIy0A/2wqZ7kRnADoeD7rjjDtqxY0f/BDcQCFBdXR3dcccdvNGyLJPNZuugJLHOZtJIBwO4ov4gyzLpuk66rpPNZuOSyeFw8L5++ctfpnXr1vUvcImI1qxZQxMnTuSiF5ZOprMNM3HoYAAWaFOc3G53p/1xOBz8xZ87dy6tXbu2f4BLRLRs2TIqLy/n84nNZssIqPU7Zl9abUH0YED7wyHqCqJdLUkSH5+CgoIOL8GNN95IW7duJcMwzh24sViMXn75ZSopKekRKFZgRSdEOhNInJsz3aurI107xPPMyZBOD7B+zvb+mQ4GNNCmMU+fPp0OHz58bjg3kUjQa6+9RpMmTeKihClL2Wi2Vrec9RxTPMTvnU6nab5WFIWbEjabjWw2W9aDyn5rt9vJbreTqqpp3Zmim1H0NPUU2ExWgs1moxEjRtAvfvEL8vv9fQssEdGKFSto2rRpvEFMvFo1wEyHFTQIgynegwEgXuNyuTLelw0qcwlmOjL9XtM0rtSkm0pY23sKbGdtkGWZxowZQ++88w7F4/G+AZeI6L///S9dfPHFvBF2u50cDocJ4K4Oa+eZCGXiV7yPzWZL66kSv2cvBOMuxomZDpfLRbquk6ZpHECRa60OFKfTSW63m+x2e0441joG1mCCqqp0880307Fjx7oNrNr1JWZqbW2l48eP43e/+x127doFXdcRjUZBRIhEInC5XAiFQlndS5w+xDAc+z6VSsFutwMAYrEYv9btdsNut2PMmDEYNWoUysvLMXr0aAwbNgxDhgxBfn4+dF3v8vl1dXWIRqMIBALw+Xyor6/HgQMHsGfPHhw/fhyGYUCWZR4uDIfDpt/nIhpHRJBlmYcExc+GYWD9+vX46KOPEAgEyOPxZP3AbgNrt9uxbNkyrF+/HgCgaRpisRji8TgkSUIqlQIAHtzujNg1mQLbqqpyQAsLCzFixAiMHz8ec+fOxWWXXYYJEyagsLAQHo+H3e+sR9owDIpEImhoaEB1dTVOnjyJTZs2oaqqCrt27cLp06cBADabDQAQj8fP9lEdSBwnMUmApe+8/fbbuO2223L2vA4Ui8Vow4YNNGrUqLTznehlyuZgIovFOcXvmW03cuRIuvPOO+mjjz6iaDRKRESxWKzX55xEIkFERNFolCorK+mZZ56hefPmccUtF6I4m2t0XacRI0bQypUrKRwO906/a2tr6e677zYpJqwBrMNsDuyOum+91uFwUHFxMS1cuJA2b97cL0JcRER1dXX0+uuv07XXXsuVq1wpT0w3EH/HxlTTNLr22mvp5MmTuR+D06dP06JFi0jTNFPUorMjXQfFz7qucyBFO27OnDm0e/duSiQS/S4wTUR09OhRWrlyJU2bNs2k4LGXmvUlF/5vplCVl5fT3/72t9y/4Hv37qV58+b12CPETAgRSPZ/WVkZLV++nCKRCIVCoX4FqJX8fj/t3LmTfvWrX1FBQUGHtBxd13MW2JAkiYYOHUoLFy7MLbDBYJCWLFliUsWzsVU765QkSeR0Ovnn6667jt59912KRCL9GlCRmHhevXo1lZWVcfGZK44VzS5N0+iaa66hxsbG3I3Pzp076fLLL+cPEbmts8OqEFnPs3l6ypQptHz58nPrG+0BBQIB+te//kUXXXQRH5t0HiqcJceySNCkSZPo3//+d26mp9OnT9MLL7xgmkOYI6I7h6IoZLfbeeCZgT527FhavHgxNTU1DUhQGUWjUfrggw+oqKgopxzLHCayLNPw4cPpoYceyo04PnLkCC1YsIAAdDttJVN0gx35+fn0k5/8pHe0vXNATU1NtGzZMh6x6SmwLB2W3cvhcFBFRUXPgfX7/bRy5Uq64IILuLuPaYHpsgvTNSzTOZvNRtdcc83ATejKQCdOnKBbb72ViouLewwsc60CZ9y0M2fOJK/X2+V4yZ2dDAaD+OSTT1BVVWVyeQHIuPxBJNELJWbeezwejBw5EgsWLMD48eMHVab80KFD8eCDD/K+94TElQfMRaqqKveCdUadAhsOh7F69WpomgZVVaEoCpLJJP/bFTE/r6IoKCgo4N+73W7ccsstuP3222Gz2QYNqACg67pUWlqKu+66C0SE/Px8zhCapnHfczYkXhcIBAC0YXLq1Kkuf5sR2HA4TIcOHUIkEuFLERm42fiBgTZ/KlsA1dTUBEVR4Ha7UVRUhOuuuy6bvg1IGjp0KKZMmYL8/HwEg0H+fTp/eFdkHedYLMZB7owyAuvz+bBu3ToEg0G+ko0thsq2cUQEu93OuZutQ/3qV7+KefPmQVGUQcWtjDwejzRz5kxMnTqVSzjAHMFKtyisM2LXh8NhNDY2dnl9RmBPnjyJ999/H/F4HA6HAwBMi4gZ2F0RESGVSsHtdiORSEDXdSxYsCAnIa/+TKNGjcKVV17JJZaVuqsvspV/4XAYDQ0NaG1t7fQGGdE5ceIEDh48CCD9ksNsSJZlHt6S2hcjT5s2DTNmzBhUClM6cjgcmDVrFtxuN1ekRIUqG6nHQprAmTW78Xgcp0+f7nSJKJAB2JaWFjp8+DAXodFotO1iWebaWbYNMwwDmqYhEAigrKwMN910U1aK10Ant9stlZaWIj8/nwOaTCa7pTwBZ5iKcTgRobW1tUutOy2wXq8Xe/bsgaZpAMDfDjHCnw2xuYR1ZOrUqaioqIDdbh/U3MpI13UUFRWZvmOcly2JK/UB8BIKXTFWRmAPHz7M3xI2TxARYrEYDMMwrfbujFRVRTweR1FREcaOHYvS0tKsOzXQiZl5iqJw06+7JCpc7J6pVKrLOTotsEePHoXf7zdpdExh0jQNmqZ14EZrY6yaoMPhwPXXXz/olSaRPB4Ppk+fztOHgDNlFLIlNm2lUikoisLTZbp6UdKy3VVXXQWPx4OtW7eipaUFNTU1OHz4MOrq6hAIBEzyXZZlVkwDRMS15lQqxRPdAKCsrAzFxcWDziHRGSWTScTjccRiMQ5mMplEKpXK2hdgvV84HEZzczO8Xm+n16YFtri4WCIiuuqqq3h2ntfrRUNDAxoaGnDq1Ck0Nzdj//79CIVC8Hq9OH36NFpaWhCJRLioYPNDYWEhZs2ahTFjxnSrIwOdRDHKpBjjwGy9d+K9iAiJRAKBQABNTU2dXp9xouzMHEkmk5RIJGC323njA4EAampqUFlZicrKStTX12Pv3r3wer244IILMHPmzLOeZwYqORwOFBYWpuXObLlVrCMl+um70oq7nX4KAKqqZgQ9Ho/Tt771Lf6Gtra2QlVVOJ3OQW+7WsnlcmH48OFwuVwIBoMmzfZsggRsulMUpUvLJDu7pRtks9kkTdMkVVUlSZKk/Px8yeVySf/fQAXaXItut7uDIpmtuSj+RqxBJUbZMlHOgT1PZkokElyBZCZitr52qwhPB3ImOg9sL9LJkycpFApxU4c5fFKpVFZ+ACuorLRgNsLvPLC9SKqqoqqqCm63G7Is8xqQDocja404lUrxtTyia7Ir//1ZKU/nKTuKx+NIJBImTxGzY3ubzgPbi1RYWMhDnkDbgi5m38fj8W47KLpD54HNMbUX/kQsFsOaNWtQWVmJSCQC4EyiQjKZ7FVQgfPA9pjEDEu/349169bhww8/xPbt23HgwAE0NDQAaJtv2bzaHXPnbOk8sN0kIiLDMJBIJFBTU4NVq1bh448/xrZt23DixAkEg8EOYTXmoWOKkKZpSKVSXQbLe0Lnge2CDMMgv9+PkydP4vjx43juueewf/9+1NbWoqqqCs3NzSa/LcsUYdpvLBbjdmz7/RCLxc6L4r4gwzCIOQNisRhaW1sRDAZx4MABPPfcc/jf//7HOTKZTJpK0gMwhS8ZNwNtzgmmLIlJC0RkEs29Qf+vgDUMg8R9AbxeLw4cOIDFixejqqoKR44cwZEjR1BfX9+h3oRI2bj02HXtzzXV0ADQ6+lBgw7YeDxOwWAQkUgEfr8ffr8fXq8XXq8Xjz32GI4fP44TJ07w75uamtDS0tLt1Nr+TgMK2FQqRSzCYRgGotEoWltbOXBerxdLlixBdXU1GhsbsW3bNrS0tKC5ubmDU4DNhaICI0ZNFEXpwGUDifolsO2FPaBpGsLhMHw+H+rq6rBixQrs2rULu3fvRm1tLVpbWxGJRBCJRHjqjmEYPOXVZrOZqruoqmrajUPM5RJL8AC9Lyp7m/oFsIlEgpLJJBoaGnDgwAE8//zzaGxsxK5du9Dc3IyGhgY0NTXx7AxGmcQmc5Rbc5pFk8PKkaKDnTncc1nyp6/pnACbSqUomUyitbUVhw8fxgsvvIDPPvsMu3fvxtGjR9Ha2grgTGAZMEc3xPQSBoSo0IjXsg2WrDYji66IuUiDifoM2FAoRE6nEy0tLXj11VexZs0abNmyBeFwmHOOGGfUNM0EhnjOCjDQMU1TJFVVTRXekskkYrGYyUyxarrZar79lXodWCIir9eLN954A2+99Rb27NkDn8+HSCRisuU0TTOJT3GTwfb7mERvphwicUmEpmmIx+NIJpMdOJJxs/WFOJvswf5IvQZsexU1vPLKK/jLX/6C7du3I5FI8HnMmqVnFZWdhbY6G3hxKURnWq2YZpLtvcW6iuJ1bP1wMpnk/UjngBCl0NnmPWVLOQe2vUQOli9fjqeeeoqnpQLgPtK+iEfmgqzcbJ0KGMcnEgkOmOhhEpefMmLg9vYY5AzYWCxGPp8PS5cuxbJly7B9+3aeT8vELHMC2Gw2KIrCw1n9lcRlFaz9oklkt9v5NqXMZGJJ88AZTqb2yrAMfDYG/dpObo920Lvvvktf/OIXCTAXmO6q6HN/PsSq5ekq5oif2Q4d7LPL5TKdZzWSz6Yd1krkkydPpk8//bRTRaBHHEtEVFlZicWLF2P58uWIRCK87CvbmJcpI4xz7Xa7KXOvP1O6sBrTD0QTi82njFNnzpyJefPm4eqrr8ZLL72Ed955x8SdzETrTfflWQN76tQpevPNN/Hss89iy5YtsNlsHYx6NgAs5ycejw8oo99ms3GbGDgTuUmnFF100UWYP38+5s+fj0mTJiE/Px/Nzc3QdZ1fr+t6hxyo3qJuA0tEtGvXLixduhR//etfeT2EZDIJt9uNSCSCZDKJ/Px87ly32+08qy6VSvGErv5uVmR6CT0eDzweD6ZOnYpZs2bhS1/6EsrLy1FUVASPx8OdH6qq8u/8fr9pAbm4Aq83qFvAxuNxqqmpwT//+U/8/ve/56LI4XDwldZAG6e2tLRwXy3rkBjDHCj2IhO9uq5j9OjRmDt3Lq655hrMmjULpaWlfLph2jCzt2VZRktLCwKBAFcSxXoUva04ZQ0sEVF1dTUWLVqE119/3TQ/WLVbpsqzPdQt9zF9ZqJOVP/FeVkMYAMwiUW2XjTTC2J9drp7WbfuTiaT8Hg8KCsrw8UXX4yLLroIl156KedIh8Nhyum15veKbWZVc1hZfVGj7m3KClgiokOHDuHZZ5/FP/7xD8Tj8Q4uv7N6eHsKSfszuDkkJntZq7uJZpN4TpQEzM5k61KtTgVFUWCz2RCJRFBUVITi4mIUFRWhtLSUrwycNm0aCgoK+MYSwJlKaez5/Xk5UlbAnjp1Cs8//zxeeeWVnNqe6Vx9rHwQ0GYnsv+Z2BdDbqlUilc7ExOxrYAzLnE4HCgtLUV5eTlKS0txxRVXYNq0aZg4cSJ0Xe9gh4rLPsWXYiBQl8C2tLTQkiVL8PLLLyMSiSA/Px9+vz8nGXbW6AwjqyMAMMdS2TXM68NIkiSMGDGCA1dSUsK5cOzYsSgqKoKu67Db7dA0Dclkkid0R6NRaJoGRVE4eJFIxBTGE0HtTq2rc0GdAuv3+2nLli148cUXEQwG4XK54Pf74Xa7TaXkzpbSudVEXzIAk83Irnc6nSgoKODFNsvLyzF+/HgOZklJCYqKijBixAjTvdnLwkS11f0nKjbJZBIul6vT3/dnyggsEdG+ffvwzDPPoKamBsCZek/BYBAOh6PHYpkNLBsolv3AuJIBqWka8vLyMHr0aMycORNXXHEFpkyZggsvvJDP02zRkiRJXISGQiETt4lzukhWbrTZbNxdCHRUiAYCZQS2uroaq1atwocffshzgRKJBDweDwKBQE46KPpOxfu5XC4UFRXhqquuwpQpU0xaqVjFhq3uBto4W9M07kQgog4cx4jZ0oxrRVAZtzocDpN2DsD08okmTn+ktMAGAgH65JNP8PTTTyM/Px8+n4+/7YFAAEVFRfD5fDlrBHPLDRkyBDNmzMDXv/51zJkzh1eaYVwmKlpsjSnLkADOJKMxMWlVuETuZblO7L6pVIpzqlVpisfjpkQ3ViWnP1NaYL1eL1588UWEQiEuzsT8oebm5qwdDEwrZZzBxLnT6eRRD6fTieuvvx73338/Zs+ezcWm1ZwQxSjjFlHZSfdsq/lkPc/um2khsizL3P8t/qYzYi9UukxH5rTpbQdNhx77fD7atGkTPv/88x7fnHEiYHaoFxYWIhwOQ5IkzJs3D++99x7efPNNXHHFFdyE6c82YrbEpEK6YiB97iv2er146623cPz48R4PLiu3x+amaDSKvLw8NDc3o7S0FJdeeikWL16MkSNHoqGhAU6nE3l5eYjH40ilUqa1pQOREolEh505+0r5Mr1GoVCIKisr8eGHH+bk5mxOdDqd/LtgMIjhw4fjt7/9LVavXs1F04gRI2C32xGLxWCz2QY8qECbVu7z+Ux6AAO2t+doE8cGAgG8++67CAaD3IDvKTmdTm7zFhcXI5lM4umnn8Ztt92GYDCIoUOHIpVKIRaLcaUlHA5DVVXT3DYQKRaLwe/3AzDnYvUFmYD1+Xx4//33AeQuz1a0BYkIP/3pT3HHHXeY3H2i7ck2Ax4orrvOyDAMk/dKTGntbYBN8qCqqgr19fW8VkJPyWazcS2Y+WYfeOABSJKESCQCTdMQjUa5YsW8OoqidLrabaBQIpEw9UPUhHtbOeTAHj16lPbu3dthvUtPSDTkPR4PHnnkEbjdbgDg86nT6eTcKq6fEeflgUqxWAzhcNhkS/cVsFwUx2IxbNy4sdOk7LMhpul+97vfxdSpU7lnyOoIYDTQRLA4Zamqimg0Cl3X4ff7cfToUVPqrZi92JtlCgCBYw8cOIDjx49nVRwq65vLMqLRKIYMGYL58+dD13UYhjHglSKRWMDCWi8xGo3i4MGDaXWVvsirlgGgsbGR9uzZw539ufKBMjfe5MmTMXv2bADgS/0HwwJjUayKgX7DMOD3+7Ft2zbukxYD/X0R8pOBNjFcX1+PaDSa8wcWFxejoqICkiQhHA5zbh0MwAJnOJQl57GlG16vF3v37u2Q+tNXPmYOLJsLrMHrnpCu6xg3bhzmz5/Pa9qzbIdsN4vozyRKHhHYZDKJ+vp6nD59mudlMeorHYIDywxpFtfMxcDb7XaUlJRgzJgxPLELQE6C9P2FRNAYNzY3N2P37t2dTjt9Yscyu5L9LzayJyRJEkpLS/mGEIwGk/LEiHFiMpnE4cOH8fHHH5vOsz6L+Vi9STIAvt2KCEAu5kBJklBSUsI1Q7aLotPpHDAr7roixgCMMwOBAI4dO4Zt27YBOANkX+sWMgBe50EszJELl2IqlYLT6YTNZuM5RH31xvYVsXgr037r6+uxcuVK3k8GpHX66Q7ALIcaMCcYdEYyAL4sAziTYpILcjgcpuwDUe3v7xkI2VBraytcLhe3zUOhEI4cOYL169fnXDkUGSGbID0XxS6XK+dJ0Gyph7Vhg0UMs5wqthitoaEBL7/8clZ7z/WEqH3/nc5IBdoyGoqLiwHktnpKJBLhOzoxYAeay7AzUhSFT12hUAjr16/HO++8wxP+ekosgd1a6MQaXEj7W3YDXddzroJHo1E0NTXxLAImggeDGAbAK88YhoFjx47h1VdfBZA7z12mtNdstvPmc6wY2c+0GWF3KZVK4dSpU3yDYfGeg8HzxHzE0WgUy5Ytw6ZNmyBJElpaWnKuHIrAJpPJLheO8zmWhcnE1M1cNObYsWPYtGlTh+8HA9eqqopjx45h+fLlWLFihSndNRe2ulUEM/ekJEldTpl8jh06dGiHolg9pWQyiRMnTmD37t089UXcBmygU0tLCzZv3oyf//znHVb25SKmbQVWLAnYFclAm1icOHEid/n1RFUXc3mZ/XXs2DFUV1fzxgGZ9ytPpVJ9Vs4g3dpaq8gDzKmz7LtwOIz169fj8ccf53Mtk0S5msrE1FUWSMh2excZAEaNGiWVlZUhPz8/KzbPlnRdh6Io2Lx5MzZs2IBoNMrtWvYM5ptmyzLY2tW+IHHXKVZ8i4nSRCIBVVVNmw2yXGgA2L17N/785z+jsrKS3ws4w2W5mmOtKw8lSeo0wZ33jf0zYcIElJeX5zRZOxqNIpVKIRKJ4MUXX8Rnn30Gu92OQCBgSocRK5sx6ouilVYFTuQOSZLQ1NQEt9sNXde5Fy0SieDNN9/EL3/5S3z88cd8aYi1BEOubHWrVszu39X4cGBHjBiBSy65BPF4PKdek1QqBZfLhR07dmDVqlXw+XzweDwAzAufWQeYGO6LsB7jBLZiQVToFEXBkCFDAJzh1EAggJdeegkLFy7kTn673W6qlpNLpVA0DUWAWQFuwzAyari8Ffn5+Zg2bVrOGgW0eWaY90nTNHzwwQdYunQpAPB93th210DfL3ZKF/CIxWI8CS+RSCAej8PpdMLr9WLRokX47W9/i6NHj3JxKK5HspZP6ClZMzSYwyIajaKlpSV7y2XDhg2Un59PkiSddTUzSZJIkiSSZZl0XedV2RRFIafTSeXl5fTaa6+RSLFYjGKxGP+cTCapr8gwDIrH45RKpcgwDNOzE4kEhcNh2rFjB33/+98nh8PB+6hpGq/exvpns9lM43C2YygerCqbJEmkKApJkkQej4ceeughSiQS2SFbXV1NCxYs4MD0FFj2ndPp5OfsdjuNGzeOPvjgA6qtreWD2F4ttcP/vQ0q+9terp6IiFKpFPl8PvJ6vfTkk0/SuHHjeF/y8/NNgDIwHQ4HL6mXyxKD1nJ7iqKQ2+2mH//4xxSPx7MDNhwO08qVK3mjewqs2HkGrqZppCgKjRw5kl555RVqbm4mIqJQKETt26f0GbDic+LxOP+/sbGRNmzYQJdffjnvl8fj6cCNdrud91F8mcVre3IoimLCQlEUkmWZXC4XPfDAAxSLxbKUxQB27NhB119/fYcHsL/sDRULYXYFcqbD4/HQD37wA9q8eTMXgfF4nHNSNBqlVCplAoOJTEaGYXS4Jt217Drr78XfNjY20htvvEFXX311l23PJGplWTZxGROh4ovOrssGXFmW+bPYmOu6TnPnzqV9+/ZlD6zf76cnnniCnE4n6bpONpuN39jhcJjEak+BZXPG1KlT6Y9//COdOHGCiNrmNp/Pxwc8kUhQNBqlWCxGiUSCEokExeNxat8kogNQsViMwuEwB1Q8L74QREThcJh27txJjz/+OF122WX8xXU6nVkB63A4+NwrMoIIhiiaWTXVbEC1vijsPpqm0axZs2jz5s3ZAwsAu3fvpquvvrrD26UoCi/dmguOZY1kJWMnTZpEv/71r+nAgQNE1KZUMcWmK0omk2mvSyQSFIvFuEQwDIPC4TD5fD5asWIF3XPPPTRq1Cjep/z8fN63rtovcp2maeR2u3Ty8ukAAAdzSURBVE2g5eXlmcQ2A7k7ihVjABEHNlarVq3KCGxanTyZTNJbb72Fe+65B62trbDZbLzgsiRUSOsq2NuVyq/ruqlKDLWr7263G4WFhbjxxhsxceJEzJgxA+Xl5dwzxq5jBa0B8zohwzAQDAbhdrvR0tKC+vp61NTU4ODBg9ixYwe2bt2Kw4cP861aWKqJWKXG4XB0GRoTMxDF8n2SJCEvL4+XTho3bhw0TUNlZSX3KVtL53dGzCwU+z5y5Eg88MADePjhhyGlGei0XgBVVaWGhga68847sXz5cgSDQTidTtOGtrnIPWaZkTabDTabDWxD3WAwiHA4jMWLF8PtdqOkpAQjRozAyJEjMX78eFxwwQUYNWoUvF4vdxAwvzQRwefz4dSpUzhx4gRqamr47pHpQl3Mpcm8Tcy9ma4OZLrfspdc3BuWiOD3+1FeXo677roLc+bMwaeffsrdj7qun1UpJRLs1mAwiNra2m7fA6FQiD7//HOaO3euSdxkI4KB7ESx1fYDQAUFBeRyudKKI6sYU1WVVFU1zWfWKt9ie2VZNs13eXl5Haqh2+12fk1X7ReVIYfDwZ/t8XhoypQptG7dOopEIgQAa9eu5aZStpXGrUoT6wPa5+pbbrmFWltb04rjjH47l8slRaNRWrBgASKRCHbs2IFEImEqrNxTEl1xDocDqVSK50gxDiYhNYQFtpnYJItPVizrI8uyqf4Di7pQu4Oe2svwSpJkmmrY/bLKBBS8ZCyIUFRUhG9/+9v43ve+h9mzZ3Mxqaoq3G43/H4/DMM46wJoTDolEgnU1dXxHaWt1KlDVtd1KRKJUCgU4vMDEwe5WArIxJ0sy7yTLMdZ9L0yEWnNuhdBYIAzFyWLggCZIyTMTyyGCZn7LpsMj1gsZtqWZdq0abj77rtx8803Y/To0aa5r6SkBIWFhairqzNt49JdYuNlGAYaGxtx6tQpxONxstls3fdhhsNheuaZZ7ioKSoqMok28Thbj9W5ONK1N515IR7iVCD+9sorr6S33347o9OgtraWrrzyyg6/6+zoaioYPnw4LVy4kFKpVEbtuEuqra2lBx98kNuxHo+ng42Gdtmv63rOfKW9eYhtFM0u0ZkgztMul8vkQgRAJSUl9Ic//IGampqIKLNX/sSJE3T//feTJElZ27FdAWu32+mmm26iI0eOnD2w8Xicmpqa6OGHH+Zgsg4z/yUD3Tpo/fUQOUdUwthnUckR+4Z2kL/5zW/S6tWrKRwOdzmwPp+P3njjDSooKMhaAc3GDzBhwgRas2YNJZPJswc3lUrRqVOn6E9/+hP3h1oHwKp59uejs5eP9aGoqMikaQOgMWPG0H333Uf79u3rlEuttG/fPrr00ktNTNFV+7pykOTl5dEjjzyS1cvVJYXDYVq2bBnNmjXLZJrk5+eTrusky3K33Gbn8hDffiC9y4+J6MLCQvrhD39IO3fu5J6t7oxbQ0MD3X///QSgw8vSWdsyHWzaq6io6J7fuDMiItq4cSPdddddXEyJPtOz3RWqrw9VVclms5ninuxcXl4eP/e1r32N1q1bR8FgkAKBwFkNYmNjIy1dujRriZaNKFYUhYYNG0ZLlizJPj7bFRERHTt2jBYtWkQTJ07kDxpIoDKRJopGSZKooKCAANDs2bNp+fLlPF7b0zHbsGEDTZ8+PWfAAm3T3ze+8Q06fPhwboBlRES0d+9e+tnPfkZlZWV80LJp/Lk8RJGraRofrJKSEvrKV75CGzdupNbW1pwAyqi2tpZ+9KMfdfCupTuy8dyx60pLS2njxo05bSsAwDAMisVi9Pnnn9NDDz1EZWVlpjQb6xvWmTiycpC1o5m+kyTJZIKlu9Zms5niy+ycoihUXl5O9957L3300UcUCoVyP0hoY4L//Oc/VF5e3kHTFtvTFajsKCwsJKBNS7/11lvp0KFDBORwm1FZliXW8AkTJuDee+/FSy+9hPfffx87d+7kO2oxJ7sYFRErfjO3HiuZIzhvOiR3WaNC7PdCm0zVWsQMfXauuLgYs2bNwg033IDrrrsOo0aNYs/olZXZkiRJ7VyLJ554gq++YNvMsL6rqtqld4oFTYAzW9mcPHmy7Tm90XigDWCgLQpRVVWFdevW4e2338auXbtM+6Nbs/6l9tAb24OAkZi1z9xqbCCk9jAY8/ey1YNsqSHLKGR77s2aNQuzZ8/GDTfcgNLSUowcOZLdt8+W2be0tFBeXh7PvWYZmmKUqKuMTTYe0WiUV2R3Op2Q+rIjyWSSGhsb0dDQgL1792LHjh04efIkvF4vamtr0dDQ0GETCZvN1mGHaEmISYpJ5qwcAuNit9uNyZMnQ1VVDBs2DBdeeCGmTJmC8vJyjB49GkOGDGHJ8YOjZoKFzkmnDMMgqb2gl9frRXV1NY4ePYqamhpeHykQCKCystK0NakorhiImqZh2LBhGDNmDEaOHImioiKUlJRg+PDhmDRpEkaNGoWSkpIzHR6kQFqpX3WyqqqKAPB5htWwYFEgEVgWQhRX77FwlqIomDx5cr/q23k6Tzmh/wOW8nadRvFmvwAAAABJRU5ErkJggg==","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":125,"y":302,"width":101,"height":172},"scaled_width":17.7,"scaled_height":30.14,"actual_filled_area":209.99,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":752,"y":49,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.81,"bounding_box_area":441,"exact_perimeter":113.79,"approximate_perimeter":107.8,"convex_hull_perimeter":82.13,"perimeter_pixels":649.4356415871832,"original_contour_points":276,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1629,"perimeter_to_area_ratio":0.6781},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":873,"y":8,"width":61,"height":169},"scaled_width":10.69,"scaled_height":29.61,"actual_filled_area":127.07,"bounding_box_area":316,"exact_perimeter":83.73,"approximate_perimeter":77.47,"convex_hull_perimeter":68.35,"perimeter_pixels":477.8822509939089,"original_contour_points":78,"approximation_points":12,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2278,"perimeter_to_area_ratio":0.6589},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":10,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.81,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":11,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_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","detection_approach":"prominent_color_detection"}]},"dataObjects":[{"id":"33d0b8b3-b021-42d4-9f62-55d751d38968","height":21.73,"width":19.45,"perimeter":118.78,"area":175.11,"image":"data:image/png;base64,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"},{"id":"403d28d4-ee1a-432a-b0ad-34aeb08c4a59","height":22.78,"width":19.97,"perimeter":110.68,"area":291.91,"image":"data:image/png;base64,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"},{"id":"10014b55-a50d-43a9-98a5-e8bf33803ffc","height":22.25,"width":29.44,"perimeter":177.33,"area":281.53,"image":"data:image/png;base64,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"},{"id":"9a5b8a40-a8ce-4955-a7fa-834da3acfe61","height":22.78,"width":19.97,"perimeter":110.99,"area":292.57,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHYAAACGCAYAAAAINX4IAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1deXBV1f3/3O29+7ZsECAEwpqKCAgCVaRiSWurVq3WrR3F1k7rVJ3RTm1rHdraDcet1RGp2IoLlmpBqGLruCAtjJVNkC1AWENCQggvL3l5+3a/vz+Sczj35r3khbyEJD++M3eS9+59955zPvf7Pd/tfA9wngYlSee6AT2hVCpF8XgcoVCIH+FwGNFoFIlEArW1tUgkEkgmkzAMA4qiQJIkGIYBwzAQCoUgyzI0TYPD4YDb7UZeXh48Hg/sdjtkWYbL5UJeXh50XYeqqtA0DU6ns9+PW79vIAAkEglSVZV/rq6uxtGjR3Hw4EHU1dWhsrIS+/fvR11dHcLhMCRJgqqqSKVSSKVSMAwj7X11XYdhGBx4AJBlGYqiQFEURKNRDB06FGPHjsX48eMxceJETJo0CV/4whdQUlKCsrIyEBEAQJIkSJLUb8az3zREpFQqRQDQ3NyMmpoa7Ny5E1u2bMHWrVtx6NAhhEIhqKqKRCIBSZIgyzJkWWa/5SC1DzYkSQIRdQAvkUikfT77TWcvhM1mg6ZpuPDCC1FRUYGKigpMnjwZBQUFUFUVsiyf07HtN8BS+6tfXV2NTz/9FNu3b8ehQ4dw7NgxVFdXIxKJmMQoYw7GMSKpqgpJkjICBwCKoqRrgwlMUUqwc+LznE4n4vE4DMOA2+3G+PHjMWfOHFRUVGD69OkYPnw4PB5Pv+LkPiEiokQiQSdPnqT33nuP7rvvPpowYQJJkkQA+CFJEimKYvpOlmV+TpZlUlWVNE0zXcfOWQ9FUdJepygKv4+maR3a0NnvFUUxtVvTNLr99ttp7dq1lEwmyTAM8vl8Hd/CwUTJZJLi8Tj9/e9/p+985ztUVFRkAgsAqapKiqKQzWYzDSL73no9LCCkexkYOOwzA0iW5Q4vk/W89Zyqqrxt7Hnic8SXrLy8nH7zm9/Q/v37iU0zg4qIiE6fPk3Lly+nW265hfLy8shut6cFxvrdQD3El2vq1Kn02GOPUVVVFTHK3eieA4rFYnTw4EF68sknacqUKbyjuq6TqqodRFomThxoB+uH3W6nwsJC/v2MGTPo0UcfpQMHDgxMcMPhMNXU1NDSpUvpkksuIQBks9nI7XabOs7+Z/PbYAGW9RNAh3m7sLCQKioqaO3atRSNRikajQ4MgA3DoF27dtG9995LHo+nA5DplCFVVUlV1UEDLJtrWX9kWSaXy2UCePz48fToo4/SkSNH+jf3RqNRqquro6eeeorKysooLy/PBF5BQYGJY9l8yhQQqyIy0A/2wqZ7kRnADoeD7rjjDtqxY0f/BDcQCFBdXR3dcccdvNGyLJPNZuugJLHOZtJIBwO4ov4gyzLpuk66rpPNZuOSyeFw8L5++ctfpnXr1vUvcImI1qxZQxMnTuSiF5ZOprMNM3HoYAAWaFOc3G53p/1xOBz8xZ87dy6tXbu2f4BLRLRs2TIqLy/n84nNZssIqPU7Zl9abUH0YED7wyHqCqJdLUkSH5+CgoIOL8GNN95IW7duJcMwzh24sViMXn75ZSopKekRKFZgRSdEOhNInJsz3aurI107xPPMyZBOD7B+zvb+mQ4GNNCmMU+fPp0OHz58bjg3kUjQa6+9RpMmTeKihClL2Wi2Vrec9RxTPMTvnU6nab5WFIWbEjabjWw2W9aDyn5rt9vJbreTqqpp3Zmim1H0NPUU2ExWgs1moxEjRtAvfvEL8vv9fQssEdGKFSto2rRpvEFMvFo1wEyHFTQIgynegwEgXuNyuTLelw0qcwlmOjL9XtM0rtSkm0pY23sKbGdtkGWZxowZQ++88w7F4/G+AZeI6L///S9dfPHFvBF2u50cDocJ4K4Oa+eZCGXiV7yPzWZL66kSv2cvBOMuxomZDpfLRbquk6ZpHECRa60OFKfTSW63m+x2e0441joG1mCCqqp0880307Fjx7oNrNr1JWZqbW2l48eP43e/+x127doFXdcRjUZBRIhEInC5XAiFQlndS5w+xDAc+z6VSsFutwMAYrEYv9btdsNut2PMmDEYNWoUysvLMXr0aAwbNgxDhgxBfn4+dF3v8vl1dXWIRqMIBALw+Xyor6/HgQMHsGfPHhw/fhyGYUCWZR4uDIfDpt/nIhpHRJBlmYcExc+GYWD9+vX46KOPEAgEyOPxZP3AbgNrt9uxbNkyrF+/HgCgaRpisRji8TgkSUIqlQIAHtzujNg1mQLbqqpyQAsLCzFixAiMHz8ec+fOxWWXXYYJEyagsLAQHo+H3e+sR9owDIpEImhoaEB1dTVOnjyJTZs2oaqqCrt27cLp06cBADabDQAQj8fP9lEdSBwnMUmApe+8/fbbuO2223L2vA4Ui8Vow4YNNGrUqLTznehlyuZgIovFOcXvmW03cuRIuvPOO+mjjz6iaDRKRESxWKzX55xEIkFERNFolCorK+mZZ56hefPmccUtF6I4m2t0XacRI0bQypUrKRwO906/a2tr6e677zYpJqwBrMNsDuyOum+91uFwUHFxMS1cuJA2b97cL0JcRER1dXX0+uuv07XXXsuVq1wpT0w3EH/HxlTTNLr22mvp5MmTuR+D06dP06JFi0jTNFPUorMjXQfFz7qucyBFO27OnDm0e/duSiQS/S4wTUR09OhRWrlyJU2bNs2k4LGXmvUlF/5vplCVl5fT3/72t9y/4Hv37qV58+b12CPETAgRSPZ/WVkZLV++nCKRCIVCoX4FqJX8fj/t3LmTfvWrX1FBQUGHtBxd13MW2JAkiYYOHUoLFy7MLbDBYJCWLFliUsWzsVU765QkSeR0Ovnn6667jt59912KRCL9GlCRmHhevXo1lZWVcfGZK44VzS5N0+iaa66hxsbG3I3Pzp076fLLL+cPEbmts8OqEFnPs3l6ypQptHz58nPrG+0BBQIB+te//kUXXXQRH5t0HiqcJceySNCkSZPo3//+d26mp9OnT9MLL7xgmkOYI6I7h6IoZLfbeeCZgT527FhavHgxNTU1DUhQGUWjUfrggw+oqKgopxzLHCayLNPw4cPpoYceyo04PnLkCC1YsIAAdDttJVN0gx35+fn0k5/8pHe0vXNATU1NtGzZMh6x6SmwLB2W3cvhcFBFRUXPgfX7/bRy5Uq64IILuLuPaYHpsgvTNSzTOZvNRtdcc83ATejKQCdOnKBbb72ViouLewwsc60CZ9y0M2fOJK/X2+V4yZ2dDAaD+OSTT1BVVWVyeQHIuPxBJNELJWbeezwejBw5EgsWLMD48eMHVab80KFD8eCDD/K+94TElQfMRaqqKveCdUadAhsOh7F69WpomgZVVaEoCpLJJP/bFTE/r6IoKCgo4N+73W7ccsstuP3222Gz2QYNqACg67pUWlqKu+66C0SE/Px8zhCapnHfczYkXhcIBAC0YXLq1Kkuf5sR2HA4TIcOHUIkEuFLERm42fiBgTZ/KlsA1dTUBEVR4Ha7UVRUhOuuuy6bvg1IGjp0KKZMmYL8/HwEg0H+fTp/eFdkHedYLMZB7owyAuvz+bBu3ToEg0G+ko0thsq2cUQEu93OuZutQ/3qV7+KefPmQVGUQcWtjDwejzRz5kxMnTqVSzjAHMFKtyisM2LXh8NhNDY2dnl9RmBPnjyJ999/H/F4HA6HAwBMi4gZ2F0RESGVSsHtdiORSEDXdSxYsCAnIa/+TKNGjcKVV17JJZaVuqsvspV/4XAYDQ0NaG1t7fQGGdE5ceIEDh48CCD9ksNsSJZlHt6S2hcjT5s2DTNmzBhUClM6cjgcmDVrFtxuN1ekRIUqG6nHQprAmTW78Xgcp0+f7nSJKJAB2JaWFjp8+DAXodFotO1iWebaWbYNMwwDmqYhEAigrKwMN910U1aK10Ant9stlZaWIj8/nwOaTCa7pTwBZ5iKcTgRobW1tUutOy2wXq8Xe/bsgaZpAMDfDjHCnw2xuYR1ZOrUqaioqIDdbh/U3MpI13UUFRWZvmOcly2JK/UB8BIKXTFWRmAPHz7M3xI2TxARYrEYDMMwrfbujFRVRTweR1FREcaOHYvS0tKsOzXQiZl5iqJw06+7JCpc7J6pVKrLOTotsEePHoXf7zdpdExh0jQNmqZ14EZrY6yaoMPhwPXXXz/olSaRPB4Ppk+fztOHgDNlFLIlNm2lUikoisLTZbp6UdKy3VVXXQWPx4OtW7eipaUFNTU1OHz4MOrq6hAIBEzyXZZlVkwDRMS15lQqxRPdAKCsrAzFxcWDziHRGSWTScTjccRiMQ5mMplEKpXK2hdgvV84HEZzczO8Xm+n16YFtri4WCIiuuqqq3h2ntfrRUNDAxoaGnDq1Ck0Nzdj//79CIVC8Hq9OH36NFpaWhCJRLioYPNDYWEhZs2ahTFjxnSrIwOdRDHKpBjjwGy9d+K9iAiJRAKBQABNTU2dXp9xouzMHEkmk5RIJGC323njA4EAampqUFlZicrKStTX12Pv3r3wer244IILMHPmzLOeZwYqORwOFBYWpuXObLlVrCMl+um70oq7nX4KAKqqZgQ9Ho/Tt771Lf6Gtra2QlVVOJ3OQW+7WsnlcmH48OFwuVwIBoMmzfZsggRsulMUpUvLJDu7pRtks9kkTdMkVVUlSZKk/Px8yeVySf/fQAXaXItut7uDIpmtuSj+RqxBJUbZMlHOgT1PZkokElyBZCZitr52qwhPB3ImOg9sL9LJkycpFApxU4c5fFKpVFZ+ACuorLRgNsLvPLC9SKqqoqqqCm63G7Is8xqQDocja404lUrxtTyia7Ir//1ZKU/nKTuKx+NIJBImTxGzY3ubzgPbi1RYWMhDnkDbgi5m38fj8W47KLpD54HNMbUX/kQsFsOaNWtQWVmJSCQC4EyiQjKZ7FVQgfPA9pjEDEu/349169bhww8/xPbt23HgwAE0NDQAaJtv2bzaHXPnbOk8sN0kIiLDMJBIJFBTU4NVq1bh448/xrZt23DixAkEg8EOYTXmoWOKkKZpSKVSXQbLe0Lnge2CDMMgv9+PkydP4vjx43juueewf/9+1NbWoqqqCs3NzSa/LcsUYdpvLBbjdmz7/RCLxc6L4r4gwzCIOQNisRhaW1sRDAZx4MABPPfcc/jf//7HOTKZTJpK0gMwhS8ZNwNtzgmmLIlJC0RkEs29Qf+vgDUMg8R9AbxeLw4cOIDFixejqqoKR44cwZEjR1BfX9+h3oRI2bj02HXtzzXV0ADQ6+lBgw7YeDxOwWAQkUgEfr8ffr8fXq8XXq8Xjz32GI4fP44TJ07w75uamtDS0tLt1Nr+TgMK2FQqRSzCYRgGotEoWltbOXBerxdLlixBdXU1GhsbsW3bNrS0tKC5ubmDU4DNhaICI0ZNFEXpwGUDifolsO2FPaBpGsLhMHw+H+rq6rBixQrs2rULu3fvRm1tLVpbWxGJRBCJRHjqjmEYPOXVZrOZqruoqmrajUPM5RJL8AC9Lyp7m/oFsIlEgpLJJBoaGnDgwAE8//zzaGxsxK5du9Dc3IyGhgY0NTXx7AxGmcQmc5Rbc5pFk8PKkaKDnTncc1nyp6/pnACbSqUomUyitbUVhw8fxgsvvIDPPvsMu3fvxtGjR9Ha2grgTGAZMEc3xPQSBoSo0IjXsg2WrDYji66IuUiDifoM2FAoRE6nEy0tLXj11VexZs0abNmyBeFwmHOOGGfUNM0EhnjOCjDQMU1TJFVVTRXekskkYrGYyUyxarrZar79lXodWCIir9eLN954A2+99Rb27NkDn8+HSCRisuU0TTOJT3GTwfb7mERvphwicUmEpmmIx+NIJpMdOJJxs/WFOJvswf5IvQZsexU1vPLKK/jLX/6C7du3I5FI8HnMmqVnFZWdhbY6G3hxKURnWq2YZpLtvcW6iuJ1bP1wMpnk/UjngBCl0NnmPWVLOQe2vUQOli9fjqeeeoqnpQLgPtK+iEfmgqzcbJ0KGMcnEgkOmOhhEpefMmLg9vYY5AzYWCxGPp8PS5cuxbJly7B9+3aeT8vELHMC2Gw2KIrCw1n9lcRlFaz9oklkt9v5NqXMZGJJ88AZTqb2yrAMfDYG/dpObo920Lvvvktf/OIXCTAXmO6q6HN/PsSq5ekq5oif2Q4d7LPL5TKdZzWSz6Yd1krkkydPpk8//bRTRaBHHEtEVFlZicWLF2P58uWIRCK87CvbmJcpI4xz7Xa7KXOvP1O6sBrTD0QTi82njFNnzpyJefPm4eqrr8ZLL72Ed955x8SdzETrTfflWQN76tQpevPNN/Hss89iy5YtsNlsHYx6NgAs5ycejw8oo99ms3GbGDgTuUmnFF100UWYP38+5s+fj0mTJiE/Px/Nzc3QdZ1fr+t6hxyo3qJuA0tEtGvXLixduhR//etfeT2EZDIJt9uNSCSCZDKJ/Px87ly32+08qy6VSvGErv5uVmR6CT0eDzweD6ZOnYpZs2bhS1/6EsrLy1FUVASPx8OdH6qq8u/8fr9pAbm4Aq83qFvAxuNxqqmpwT//+U/8/ve/56LI4XDwldZAG6e2tLRwXy3rkBjDHCj2IhO9uq5j9OjRmDt3Lq655hrMmjULpaWlfLph2jCzt2VZRktLCwKBAFcSxXoUva04ZQ0sEVF1dTUWLVqE119/3TQ/WLVbpsqzPdQt9zF9ZqJOVP/FeVkMYAMwiUW2XjTTC2J9drp7WbfuTiaT8Hg8KCsrw8UXX4yLLroIl156KedIh8Nhyum15veKbWZVc1hZfVGj7m3KClgiokOHDuHZZ5/FP/7xD8Tj8Q4uv7N6eHsKSfszuDkkJntZq7uJZpN4TpQEzM5k61KtTgVFUWCz2RCJRFBUVITi4mIUFRWhtLSUrwycNm0aCgoK+MYSwJlKaez5/Xk5UlbAnjp1Cs8//zxeeeWVnNqe6Vx9rHwQ0GYnsv+Z2BdDbqlUilc7ExOxrYAzLnE4HCgtLUV5eTlKS0txxRVXYNq0aZg4cSJ0Xe9gh4rLPsWXYiBQl8C2tLTQkiVL8PLLLyMSiSA/Px9+vz8nGXbW6AwjqyMAMMdS2TXM68NIkiSMGDGCA1dSUsK5cOzYsSgqKoKu67Db7dA0Dclkkid0R6NRaJoGRVE4eJFIxBTGE0HtTq2rc0GdAuv3+2nLli148cUXEQwG4XK54Pf74Xa7TaXkzpbSudVEXzIAk83Irnc6nSgoKODFNsvLyzF+/HgOZklJCYqKijBixAjTvdnLwkS11f0nKjbJZBIul6vT3/dnyggsEdG+ffvwzDPPoKamBsCZek/BYBAOh6PHYpkNLBsolv3AuJIBqWka8vLyMHr0aMycORNXXHEFpkyZggsvvJDP02zRkiRJXISGQiETt4lzukhWbrTZbNxdCHRUiAYCZQS2uroaq1atwocffshzgRKJBDweDwKBQE46KPpOxfu5XC4UFRXhqquuwpQpU0xaqVjFhq3uBto4W9M07kQgog4cx4jZ0oxrRVAZtzocDpN2DsD08okmTn+ktMAGAgH65JNP8PTTTyM/Px8+n4+/7YFAAEVFRfD5fDlrBHPLDRkyBDNmzMDXv/51zJkzh1eaYVwmKlpsjSnLkADOJKMxMWlVuETuZblO7L6pVIpzqlVpisfjpkQ3ViWnP1NaYL1eL1588UWEQiEuzsT8oebm5qwdDEwrZZzBxLnT6eRRD6fTieuvvx73338/Zs+ezcWm1ZwQxSjjFlHZSfdsq/lkPc/um2khsizL3P8t/qYzYi9UukxH5rTpbQdNhx77fD7atGkTPv/88x7fnHEiYHaoFxYWIhwOQ5IkzJs3D++99x7efPNNXHHFFdyE6c82YrbEpEK6YiB97iv2er146623cPz48R4PLiu3x+amaDSKvLw8NDc3o7S0FJdeeikWL16MkSNHoqGhAU6nE3l5eYjH40ilUqa1pQOREolEh505+0r5Mr1GoVCIKisr8eGHH+bk5mxOdDqd/LtgMIjhw4fjt7/9LVavXs1F04gRI2C32xGLxWCz2QY8qECbVu7z+Ux6AAO2t+doE8cGAgG8++67CAaD3IDvKTmdTm7zFhcXI5lM4umnn8Ztt92GYDCIoUOHIpVKIRaLcaUlHA5DVVXT3DYQKRaLwe/3AzDnYvUFmYD1+Xx4//33AeQuz1a0BYkIP/3pT3HHHXeY3H2i7ck2Ax4orrvOyDAMk/dKTGntbYBN8qCqqgr19fW8VkJPyWazcS2Y+WYfeOABSJKESCQCTdMQjUa5YsW8OoqidLrabaBQIpEw9UPUhHtbOeTAHj16lPbu3dthvUtPSDTkPR4PHnnkEbjdbgDg86nT6eTcKq6fEeflgUqxWAzhcNhkS/cVsFwUx2IxbNy4sdOk7LMhpul+97vfxdSpU7lnyOoIYDTQRLA4Zamqimg0Cl3X4ff7cfToUVPqrZi92JtlCgCBYw8cOIDjx49nVRwq65vLMqLRKIYMGYL58+dD13UYhjHglSKRWMDCWi8xGo3i4MGDaXWVvsirlgGgsbGR9uzZw539ufKBMjfe5MmTMXv2bADgS/0HwwJjUayKgX7DMOD3+7Ft2zbukxYD/X0R8pOBNjFcX1+PaDSa8wcWFxejoqICkiQhHA5zbh0MwAJnOJQl57GlG16vF3v37u2Q+tNXPmYOLJsLrMHrnpCu6xg3bhzmz5/Pa9qzbIdsN4vozyRKHhHYZDKJ+vp6nD59mudlMeorHYIDywxpFtfMxcDb7XaUlJRgzJgxPLELQE6C9P2FRNAYNzY3N2P37t2dTjt9Yscyu5L9LzayJyRJEkpLS/mGEIwGk/LEiHFiMpnE4cOH8fHHH5vOsz6L+Vi9STIAvt2KCEAu5kBJklBSUsI1Q7aLotPpHDAr7roixgCMMwOBAI4dO4Zt27YBOANkX+sWMgBe50EszJELl2IqlYLT6YTNZuM5RH31xvYVsXgr037r6+uxcuVK3k8GpHX66Q7ALIcaMCcYdEYyAL4sAziTYpILcjgcpuwDUe3v7xkI2VBraytcLhe3zUOhEI4cOYL169fnXDkUGSGbID0XxS6XK+dJ0Gyph7Vhg0UMs5wqthitoaEBL7/8clZ7z/WEqH3/nc5IBdoyGoqLiwHktnpKJBLhOzoxYAeay7AzUhSFT12hUAjr16/HO++8wxP+ekosgd1a6MQaXEj7W3YDXddzroJHo1E0NTXxLAImggeDGAbAK88YhoFjx47h1VdfBZA7z12mtNdstvPmc6wY2c+0GWF3KZVK4dSpU3yDYfGeg8HzxHzE0WgUy5Ytw6ZNmyBJElpaWnKuHIrAJpPJLheO8zmWhcnE1M1cNObYsWPYtGlTh+8HA9eqqopjx45h+fLlWLFihSndNRe2ulUEM/ekJEldTpl8jh06dGiHolg9pWQyiRMnTmD37t089UXcBmygU0tLCzZv3oyf//znHVb25SKmbQVWLAnYFclAm1icOHEid/n1RFUXc3mZ/XXs2DFUV1fzxgGZ9ytPpVJ9Vs4g3dpaq8gDzKmz7LtwOIz169fj8ccf53Mtk0S5msrE1FUWSMh2excZAEaNGiWVlZUhPz8/KzbPlnRdh6Io2Lx5MzZs2IBoNMrtWvYM5ptmyzLY2tW+IHHXKVZ8i4nSRCIBVVVNmw2yXGgA2L17N/785z+jsrKS3ws4w2W5mmOtKw8lSeo0wZ33jf0zYcIElJeX5zRZOxqNIpVKIRKJ4MUXX8Rnn30Gu92OQCBgSocRK5sx6ouilVYFTuQOSZLQ1NQEt9sNXde5Fy0SieDNN9/EL3/5S3z88cd8aYi1BEOubHWrVszu39X4cGBHjBiBSy65BPF4PKdek1QqBZfLhR07dmDVqlXw+XzweDwAzAufWQeYGO6LsB7jBLZiQVToFEXBkCFDAJzh1EAggJdeegkLFy7kTn673W6qlpNLpVA0DUWAWQFuwzAyari8Ffn5+Zg2bVrOGgW0eWaY90nTNHzwwQdYunQpAPB93th210DfL3ZKF/CIxWI8CS+RSCAej8PpdMLr9WLRokX47W9/i6NHj3JxKK5HspZP6ClZMzSYwyIajaKlpSV7y2XDhg2Un59PkiSddTUzSZJIkiSSZZl0XedV2RRFIafTSeXl5fTaa6+RSLFYjGKxGP+cTCapr8gwDIrH45RKpcgwDNOzE4kEhcNh2rFjB33/+98nh8PB+6hpGq/exvpns9lM43C2YygerCqbJEmkKApJkkQej4ceeughSiQS2SFbXV1NCxYs4MD0FFj2ndPp5OfsdjuNGzeOPvjgA6qtreWD2F4ttcP/vQ0q+9terp6IiFKpFPl8PvJ6vfTkk0/SuHHjeF/y8/NNgDIwHQ4HL6mXyxKD1nJ7iqKQ2+2mH//4xxSPx7MDNhwO08qVK3mjewqs2HkGrqZppCgKjRw5kl555RVqbm4mIqJQKETt26f0GbDic+LxOP+/sbGRNmzYQJdffjnvl8fj6cCNdrud91F8mcVre3IoimLCQlEUkmWZXC4XPfDAAxSLxbKUxQB27NhB119/fYcHsL/sDRULYXYFcqbD4/HQD37wA9q8eTMXgfF4nHNSNBqlVCplAoOJTEaGYXS4Jt217Drr78XfNjY20htvvEFXX311l23PJGplWTZxGROh4ovOrssGXFmW+bPYmOu6TnPnzqV9+/ZlD6zf76cnnniCnE4n6bpONpuN39jhcJjEak+BZXPG1KlT6Y9//COdOHGCiNrmNp/Pxwc8kUhQNBqlWCxGiUSCEokExeNxat8kogNQsViMwuEwB1Q8L74QREThcJh27txJjz/+OF122WX8xXU6nVkB63A4+NwrMoIIhiiaWTXVbEC1vijsPpqm0axZs2jz5s3ZAwsAu3fvpquvvrrD26UoCi/dmguOZY1kJWMnTZpEv/71r+nAgQNE1KZUMcWmK0omk2mvSyQSFIvFuEQwDIPC4TD5fD5asWIF3XPPPTRq1Cjep/z8fN63rtovcp2maeR2u3Ty8ukAAAdzSURBVE2g5eXlmcQ2A7k7ihVjABEHNlarVq3KCGxanTyZTNJbb72Fe+65B62trbDZbLzgsiRUSOsq2NuVyq/ruqlKDLWr7263G4WFhbjxxhsxceJEzJgxA+Xl5dwzxq5jBa0B8zohwzAQDAbhdrvR0tKC+vp61NTU4ODBg9ixYwe2bt2Kw4cP861aWKqJW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"},{"id":"fc69688f-976f-4a2e-bc4e-e4358625a156","height":21.9,"width":20.15,"perimeter":113.79,"area":167.81,"image":"data:image/png;base64,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"},{"id":"a6488643-09ec-4b8e-8c14-6fa6e9cd1d0c","height":22.78,"width":19.97,"perimeter":108,"area":283.64,"image":"data:image/png;base64,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"},{"id":"46f191fe-e3c5-4412-af92-00b38a639b0b","height":29.61,"width":10.69,"perimeter":83.73,"area":127.07,"image":"data:image/png;base64,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"},{"id":"045d6c25-e791-43b2-8413-5c1030c10615","height":30.14,"width":24,"perimeter":106.86,"area":177.37,"image":"data:image/png;base64,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"},{"id":"e9083055-b6dc-4a2f-a28e-c92939f57a46","height":30.66,"width":18.92,"perimeter":98.57,"area":399.37,"image":"data:image/png;base64,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"},{"id":"ac0f7dbf-7d41-4b42-b596-f2863475436e","height":30.66,"width":18.92,"perimeter":98.57,"area":397.81,"image":"data:image/png;base64,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"},{"id":"a196f045-e924-45be-820f-dd3593b2c751","height":30.14,"width":28.03,"perimeter":115.8,"area":334.17,"image":"data:image/png;base64,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"}],"no_of_letters":12,"perimeter_of_sign":114.53,"nested_area":44.88,"occupied_area":21.79,"avg_char_height":26.2975,"widthOfSign":"164","otherDimensionOfSign":83.93,"width_of_smaller_line":20},"timestamp":"2026-04-07 10:38:57"} 
[2026-04-07 10:38:57] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1419,"no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":124.74,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":31.5,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":12,"perimeter_of_sign":114.53,"nested_area":44.88,"occupied_area":21.79,"avg_char_height":"Greater than 24 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sbCSmcDh8UfUO3ycej1NXVxe9+OKL9OCDD4qAixzUL6R\\/hTQ2NGXr3O12k9\\/vp8985jN06NChi9PnQCBAzzzzDI0bN050jh+EH07TNJuelSNM+TrFoKqqSpMnT6a1a9fSli1bqLu7e8TjqDyZXnvtNfr85z9P06ZN69dKv5DmtK5Zx+LceFRVVdG2bdsuzoTet2+fCOjzjPL7\\/QU\\/vOz7OZPpcps6dSo99dRTlMlkKJ1OjyigTiIiSqVS9Le\\/\\/Y1Wr14tfHeZ25DDCBpqM02T1q5dW\\/wJ3traSj\\/5yU+otLQ0p\\/jI15xczZ\\/dbjcpiiL84M997nPU2NhIoVBoVAHqJObgp556ihYvXiykF0\\/00tJSAWoxsleaptFHPvIRamlpKd64xONx2rlzJy1YsEA48bJDXYgelSeA7LbwQHi9XvrhD39IZ86cGXGxOxgKh8N08OBB+tSnPpUzyIBBTP587ZprrqEtW7YUb3zOnDlDDz\\/8sHhAVVXJ5XLZapQKfTg5iMCi2ePx0Ne\\/\\/vUxWw9ERPTee+\\/RJz\\/5ySxfm+2RYrSqqir66le\\/WrwY8jvvvEPz5s2z3UQWL4MxHthAYM43DIPuvfde6uzsHJOgMmUyGXrvvffo3nvvJZfLJaJYKBKoQJ++XrlyJZ0+fXro4xQOh2ndunWEc\\/qQH5ajNvlKNbk5f4dzk2PZsmW0Z8+eMQ0qUyqVon\\/961+0cuVKAs67gPkiXIU0dgXnzZtHe\\/fuHfpYHT58mO666y7xgHLKif8OtryTf7to0SJ65plnPhCgMhERPfPMM+R2u0XcuxjuEKuvyy67jDZv3px3vNSBvozH49TU1IR\\/\\/vOfME0TiUQC8XhchOWYCgmppdNpuN1uAH1hQa\\/Xi8WLF+Puu+\\/+QFXKK4qi3HbbbVi9erWIxhVz3hIR3n\\/\\/feRzAwcEtqenB6+\\/\\/joSiYRttRqHuzgMVgiwuq4jGo3CMAyk02ksWLAADz30EAzDyN+bMUZlZWV44IEHEI\\/HRUx7qKRpGgAgFoshGAxmMZeTBvy2s7MT9fX1RQlyc9xY0zRUVFRg1apVqKioGFUr1IpFlmUpVVVVWLhwITRNE30vBqXTaQSDQUSj0QHP6xfYjo4O+u9\\/\\/4tDhw4V7aEsywIAXHHFFbjrrrtQUlLygQOVqaqqCrfddhtKS0uLcj0W58lkEu3t7eju7h7w\\/H6BDQQC2Lt3L86ePZuX7QshXsGmaRqWLFmCuXPnDvmao5k8Hg9uuOEGTJw4sSjXY6mZTCbR1taGrq6uAc\\/vF7FIJIK9e\\/cimUwWRRRrmoZEIoGqqiqsWLFCcO8Hlfx+vzJr1ixMmTKlKIzBHJtKpdDV1WVLG+aifu8YDAbR1NRUFMUP9M00l8uF5cuXY\\/HixVBV9QMrhpnGjRuH6dOnF8Uq5mtkMhlEIpH8hQu5DkajUWpsbEQwGCyqqT5lyhTceeedqKioKNo1RzNpmlY0YGVKpVLI5yHmZMeuri4cOXJEuDic1R8KaZqGKVOmYNGiRR8ov3UgymQymDBhAnRdL6plDCAvsDk5tqenBw0NDeLHiqLY\\/E3ecIN1h6xDFEURG3NwU1UVLpcLVVVVmDFjxpA7NVZo\\/PjxyvTp03m7giE1l8sFoM8oSyaTecuNcnLsFVdcgW9961tYtWoVmpubcfz4cTQ1NYmCLw5QMHHhWTqdRjqdzhI9iqJg3LhxWLhw4VDGaUxSMpnM63MWQgxkKBSCz+fDiRMnBjw\\/J7AsKomI0uk0urq6EAwG0dHRgdbWVnR1daG9vR2nTp3CmTNnEAgE0N7ejkgkgt7eXrGvEovvTCaDadOm4brrrvufEcNMuTYjuRBKJpNCpBMRTp8+PeD5A5q8A4FwrtYLiUQC6XQasVgM7e3tOHbsGI4cOYLGxkacOHECra2tCAQCWLNmDa666qoL7NbYJY\\/Hg\\/Hjx6O1tXXI12JgFUXJq7Mv2JfJB7r8fyaTQXd3N8rLy\\/+nuBUAJkyYgJkzZxYFWB7WRCIB0zQHPLc4TqqD\\/tfE7UDk8\\/lQWVk55Oso0l5VhejsoYdELtGAxHZHMUnX9bzu5yVgLzJ1dnaipaVlyNchIuF++ny+CwtQXKLiUW9vL86ePZv3vHzRKUVRkEgkhOGUz3i6xLEXmZLJ5IgUE1wC9iISEZGu6\\/B4PMN+70ui+CIQEVFPTw\\/27duHf\\/7znzh58mRenVhsugRsESgcDpPH40EwGMTp06exbt06\\/PnPf0ZtbS16enpgGEbRkwD56BKwgyQ5+NLR0YHa2lps3LgRf\\/3rX1FbW4v29nakUimYpgld18W62UscO8ooEokQBwQaGxuxceNGHDt2DM3NzTh27BgaGxvR1dUFt9uNaDQqMl1yZWdpaSkCgcCwPvclYGHnQt7WoLOzE8ePH8fmzZtx+vRpvPrqq2hsbBRFZHKO1eVyiYyXrutIJBJQVVVsWd\\/b23uJYy8mpdNp4oI6oC80d+jQIWzevBkNDQ04ceIE6urq0NzcbKseyfWOAFlnyi+UYC7NZDK29xAM92KHDxyw5xYmIxqNird99Pb2orW1Fb\\/5zW\\/Q2NiI5uZmdHd3i1e6dHZ2Ih6PZyWwWawWo5hvuGlMAesUmfF4HOFwGNFoFCdPnkQgEMDTTz8t9N\\/Ro0fR3NyMzs5OANkvfdB13bZDC5\\/DpUBjEVCmUQssEVEmkxH53oaGBmzbtg0HDx5EbW0tjh8\\/jra2NgQCAcRiMViWhWQyaave4zdw8K4umqaJ3WwymYxNnPLWQww0TwBVVYXeHEs0KoBNJpOk67pI1Dc1NeHHP\\/4xjhw5IrbiAfrKQnp7e23LRbgsJxaL2QLlDJDMjZykZtD494qiZJX7MPHkGms0IsCySA0EAqirq8Nzzz2H\\/fv3o6GhAQcPHrQFzXVdh8vlshVIs4\\/Im4Y5iTnz3L1s4lZVVQGmDJrL5RJlLLLRNFZXeA4bsPF4nEzTRCqVwr59+\\/DCCy\\/gT3\\/6E06ePCmsVB58wzBEtCaRSCAUComXJvExBkTXdQGUzKUykFwlyVkRp07VNE2sjJNJOfc6NEVR8hZojza66MCyi7Fz505s374df\\/3rX9HS0oJUKiUGy7kijQGQB5ojOAwUc5OcwuJSTZkymYw4j0m2dp3fMbfzJBnuUGCx6KIBm0gkyDAMvPnmm3jsscewe\\/duRKNRW4iNKwGcOmwg8TeQtdqf6HQeG8jadeplJtbHstHFYp2vmU6nxTncP+6bc8JdbBFfdGCj0SjF43Hs2LEDv\\/3tb7Fz506xIEue\\/c6C6NGuy\\/oDXBbRXFifTqeRTCYFqD6fL+9LE4tNRQOW3ZOdO3fiqaeewmuvvYaOjo5+z2fjZawYKOz2APbokmmaMAwDkUhEiG\\/2j1m6hEKhsRlSJCJqaGjAI488gq1btyIajYoOulwuxGIxm\\/gCzuu3sUKsMtg3ZtErG3KmaYKIRBWhx+OB1+vF+++\\/P+zPOyRgU6kUdXR0YNOmTfj5z3+O5uZmAH2uQzgcFgYS+49OF2QskdfrRTweF1Y161Dui8fjEWHJyspK3HzzzVi2bBlaWlrw+9\\/\\/Pu961mLTBQMbCATov\\/\\/9L5588kk899xzImXFYPp8PrGWkzdXlv1DJufexqOVWEfyu2TZGtc0DT6fD7quY\\/Xq1VixYgWWLl2KmpoamKaJrVu3FmWJx2DpgoAlInrppZfwk5\\/8BPX19UIUWZYlfL5QKATLsoTV6ORS2TUZCzFZljZs+ZaVlaG6uhoLFy7EvHnzsGrVKsycOVPoXCa\\/3w+fz1eUhVmDoUEDG41GacOGDXjsscdw5MgRAQ4nmoE+sRUOhxGPx8Vx2XgYa6ACfc85fvx4LFy4EHfccQdWrVqF2bNniy0X4vG4+ExEwioOBoPDnmQHBglsKpWijRs34pFHHsGJEydsC6LlGSmb9nxc5tZcOta5OJijSblENK+\\/5ev0p6\\/l0CHHkXOdz8fZDjAMAxUVFZg3bx4WLlyI2bNnY9myZSgrK0NZWVlWOSlbx3LfDMMQKsayLFvOdjioYGCTySRt2rQJv\\/3tb8XaTPbZcq2JHSwxgCzO2VUwTVNEptLpdM4AhRMY\\/n0u3cZRJX5+n88Hj8eDsrIyTJo0CZdffjmuvPJKzJ07FzU1NWJzkFgsJhYfAxAGVK5o12iggoCNxWL04osv4sknn8R\\/\\/vMfYRHG43GhQ4dKfr8f0WjUFtRXFEW4FDL1F8VhbuH4Mb8kwrIshEIhmKYJv9+PiRMnYvbs2bjuuutw\\/fXXY86cOZg0aZK4Rq7rO0HlN43I2aTRRHmBJSLavXs3Hn30URw+fBhAHwiy+V6MTrEeYoOLrU55EnHAngdf1tP85g+Xy4WJEydi6tSpmDFjBubNm4eamhrMnDkTZWVlmDBhAvx+v7gvg8T9cPrbLJE4OMH35eTAaKUBgSUiOnToENavX4\\/Dhw8LUcerx1ivFMOcd7vdInPDE0UWqaZp2uK0uq6jqqoKU6ZMQWlpKebNm4fy8nLMmTMH8+fPx6RJk2AYBkzTFL\\/laBCvgWHO5onE+lUmWSLl4mbufzH2ciomDQhsNBrFli1b8MorrwDoG3z5BUOse4qxqwxXSsgkD2QikcCsWbOwZMkSXHfddViwYAHmzp2LysrKLHHIOjeZTIrv+tsIhXU2cyRPJFlasMhl1cB6nImlyGiifoGNRCL0yiuvYNu2baJmiMsqAQhQi0XpdFpYkul0Gl6vF1deeSVuueUWLF68GIsWLYLX6xXcB0Bwl7zwSQ5VMjcCEBOQ03JO94v3eOCAicy5copQ\\/g0RZV1rtFC\\/wJ45cwbPPPMMDh48CMCeM1VVVWQ1eNYX5WF0HTU1Nbjxxhtx++23Y9GiRRg\\/fjyAPsDYgOFBZtA0TROBAzltxoOfSCRsxo8MEnMqX4vroeStjLjPTr3KVY2jUd\\/mBDYcDtPmzZuxa9cumKaZVZYpAzmQCJL3ieLBYguTB5DfjTdnzhx8\\/vOfx\\/333w+\\/329zL5zAOPedcuo3p7h17tvIIjbngAywxaATPKc+jsViMAxDpCnT6TQ8Ho9wjQaiYovynL04efIktmzZgmAwCOA8RwyFFEWBx+NBOBwWItztdqOkpASPPvoo1q5dK0RxMpkUeltV1bwbaYwWYlEOnLeenaU4w0VZplwwGKQ9e\\/Zg165d4lgxZpNpmgiHwwI8AFi0aBFefvllfPSjH4XX6xUzna1Z1n2jzTDpj2S\\/lonfdjnclMWxbW1t2LZtmxhMzqcOleLxuMiMeL1erFq1Cr\\/73e\\/g8XhQWloqxJjH4xEi2ilyxwqx\\/iYiBIPBgja1LDbZgG1tbaXXXnsNr7\\/+Otxut3i5Q7GIMx+rVq3C008\\/jZKSEsGVTuMGOG\\/QFLKv0UgTT0QAIvoVj8cRDAZHxLCyieJMJoPdu3cjGAyK+K8znHahxCvP1qxZg1\\/+8pfCrYjFYlAUxfaSXi4Cl4MTo53kSBi7QIlEAr29vUULuw6GbBwbCoWwb98+APYVZsVwZ6LRKJYuXYoHHngAU6ZMga7r6OzsxPjx40UokO\\/FwYVkMile6TLaSU5EMMDhcBjd3d0jkpoUHBsOh6mtrQ1NTU0AzpvyLJKHSuXl5bjrrruwbNky4f6MHz8+a1kGD4xpmvB6vQAw5LcpDwfJqw3kVGYgEBhZYDOZDP7xj38glUqJJfamaRasY2X\\/T561itL3mu1rr70WDz74oLB8VVVFOBzOOtepj1RVHZFdVwZLsm9MRIjH40gkEjh58qQ4NlArNglg29vbUV9fj3A4LGYYZz4KCXDzb5y1wlzodcMNN6CsrAy6rgtpwIGD0Ra1uVBivx\\/om5BHjx7Nu\\/3sxSKBWEtLCw4cOCAA4kVPAApS\\/vKyQ5nzeMv4W265xRYS5HuMtTLUgYjHyTAMBAIBHD16FG1tbSOS+RF37OnpsYkNmYsGEzlxZno8Hg\\/mz5+PK6+80paS478jEZW5GCSHD4G+eEBjY6NIEQ43CWCDwaDwF9kQkGuG8l5ImpUyB5aWlmLx4sXw+\\/0iZmoYRpZrMNaJAeVgTjwex\\/79+23fDSfJVjEAZLk4gxUjsiEE9FVbXHvttVnXknOnHwTiJaKsbgKBgChOGAkSpmwikbBVCnJSuVByAsV61uVyobq6GkQkpIFcOci6fCSc+GITW8Wtra3YsWOHCL6MBKkAEAqFSFVVYaValpXlvuSjXJWDAERxtfM6HHnic8Y6sa+fTCZx5swZbNmyRayGGIn+qUCf2HjvvfdE0TOvUQGyc479XugcSPF4XKwLVRQF5eXlWUEI4PzuLPKx0U5yMsQ5kVkUZzIZ7NmzB\\/X19SIWUAwdK9dFy2PXH+nAeeUui2HDMESyuJCBlzvqtKjlWt5cDzQW9Gw6nbYl7DkDJVeVEBGam5uxfft2oYo4GFOs6BODey7PS5qm5Rw8HbCLS7kQGhgcN3FCnmuBMpmMCOxzZQHTWDOeeEwYTE5MsMqKx+PIZDLYvn07du\\/eDeD8ZC+GRJIT+LzYbaCxU4G+nOvUqVPFrJOr6Hm5wmBuLgcdOBDuLK7ur5RztBI\\/a6531AN9fT927Biee+45Mbm5+rGYwHK4sre3d0ApoAJAeXm5wkXUchH2hZKzbPT06dNZ4tm5lme0E1dBGIYhuDQUCiEajSIcDqOrqwsbN27EgQMHLkpGiiUgESEWi6G7u3vAcRNTj2eYMxwodyofOavoDcMQG1E6SzfHKslGIu9wapomdu\\/ejT\\/84Q+iZouTAsVa9yuDyKJ4IANKfCOXYTLIgwlOyEXTciF2Z2cn3nzzTfT09Ni2\\/5EfdiwAzWMhLw7jrNNrr72GjRs3ivIe3sqomG4OS1B528CCgPV4PLYNNAAMqiA6VyfS6TR6e3tRW1uLQCCQldcdK2tjATvH8EIvADhw4AB+9KMf4dVXX0VJSQni8bit4qNYNVsysIXUMQtgq6qqUF1dLfKvPPO4AC0fyeJaBsyyLLS0tGDXrl3wer1iKwPZBRjutaO5yPkuermCBLAbhuzCHDlyBI8\\/\\/jjeeOMNAOfTdjyBeU+KYpAs3SKRSF6jTADr8\\/kwd+7crFhvoTrCuQ0BUzKZRCQSwcsvv4zOzk6Rj5WTC6Mh8sQ7wUQiEeHyOf1ULrozTRPHjx\\/Hpk2bsG3btmFNy8kpz7zuDtBXurJ06dK+g5L4vdCVZPIMj0Qi2LdvHx577DHbqgJVVRGJREZFiWk0GgW\\/I0cukJeXfjCXNDQ04Pvf\\/z5+9atfZXH2xSa5GrJg+stf\\/kKmaRIA8RcAaZomPvfXFEWxfVZVNev7q666io4fP07RaJQSiQSNJspkMuJvKpUSx9PpNIVCIfH\\/nj176IYbbiC32y3GyO125x2fYjVN00hRFLrtttsoEAj0K4ttrDh16lTxSkwuAwUKyyfKs4gcAQgOg3V3d+M73\\/mOTZ8N91Z0\\/REvx4jFYkKPRqNRUeDe29uLf\\/zjH\\/j617+OvXv32sKFw70jDBEhEAigq6ursB80NTXRmjVrSNf1gjkV0kxyHmPO1TRNcHBJSQl96UtfIiKiZDJJyWRy2LhyIAqHw+LzuR1biYgoFovR8ePH6YknnqCKigrSdZ1KSkoIAOm6TpZlDQunskTkcVywYAH95z\\/\\/KSyy09nZSevXr6fp06f3K1IHurEsjp3gAqDS0lICQJMmTaIvfvGLREQUDAaFGBwNFI\\/HKRqNEhFRd3c3Pfvss\\/Sxj32MvF6vmLymaQoxrOt6wWM0lCbfQ1EUWrBgAR08eLAwYAGgrq6OlixZIjrB3FsouKwDnN95PB4CQF6vlwBQeXk5ffrTn6ampqaRRVKiaDQqJlltbS198YtfpIqKCiGRVFW1cajL5bLZIhezyThomkaLFi2iQ4cOFQ5sR0cHrVu3jgzDsF1Y0zTSdZ10Xc8JXCHN5XKJz263m1wuF334wx+mDRs2UDweF4OaSqUomUxSKpWidDqdJa4zmQyl02nxfX8kn5dKpcT\\/TsMtkUhQJpOhSCRCr7\\/+On35y1+m6urqvKqIpZSqqmLgFUXpF2w+x+12i\\/EtVJTL6gwAzZ07lzZs2NAvsFmr7SoqKpS6ujqqrq5GQ0ODSLw730cj76pSKJHk63Kg4s0338TJkyfx9ttv47777sOKFSugaZpt4bMc1JD3g+jvHtyA7H2ROUmdSCRsO5hu27YNe\\/fuxa5du3Dq1KlBJ8d5rwouFGdfnX3faDQKy7JEKpOJz80XyJD3vqBzGZ7Ozk4kEgkyTbMw\\/6e3t5d+9rOfidkFZLszmqYNyriCQ0+4XC6bm+B2u6myspLWrl1Lf\\/\\/73wVX5TKu2CVJJpOCY2OxmOC8XOfzOcFgUHDv4cOH6fvf\\/z5dc801VFlZKfqo67pNYsmSRm4yx\\/IxwzCyxso5bs57FCoBZclQWVlJX\\/rSlygajebk2n6RPnXqFK1duxb79+8Xznl\\/e+QXksXgIIS8r5KmaWIrBPn3brdbbEJ54403YtmyZVi8eDEMw4BlWeItHjJxSamXFJEAAAcOSURBVI4cxQqHwwiFQojFYuI1LwcPHsTevXvx3nvvCc5hLpBJ3uHN+Z0YPMmdsyzLtk8xrzcaN24c\\/H4\\/ysvLcejQIZs0kX9TCMkvnvB6vbj55puxefNmVFRUZOHYL7DxeJy2bt2KH\\/zgBzh69KjYtIM7IkdbChElHM3hSkXn+bqui1gy+7amaQpVMHfuXEydOlVsh1dRUSHippFIBFOnThX+ZyAQQHt7O86cOYPW1lb09vZi9+7dtu3ceXLwlvZc4SHHrS3LEpuT5CJn+LWkpETsgWVZFlwuF1atWoVvfvObOHz4MH7xi1+gqalJhCc5oF\\/I+ihnNNDlcuHqq6\\/Gs88+i7lz5w4uFNXe3k7f\\/e53s8x5wzBsYniw5j5bk4ZhkGmaWSLdsqysyBdHemSxpaoqeb1eKi8vz3vPXCLS6aoYhkE+n488Ho84rihKvwaOLIr5fMMwyOPxUFlZGX33u9+lrq4uIiKqq6ujm266KUu0s7eQr8neBj\\/TlVdeSTt37uzXgOqXIpEIHTp0iO677z7yer02J3kwbhA\\/2EDf+\\/3+rNCcYRhZ1jnf2zmZVFW1DbSmaWQYBlmWRW63u98AClv7Pp+v32frr69OHTthwgTyeDw0f\\/582rp1q9DxAHD8+HG67777xPV4shRqp8iTkj2TadOm0bp168Q9BkWZTIbeeustqqmpEREX540KVf5OTmQwnM638zz5fDb75dnr\\/DxQoISNPifnO4HWdX1Q7o5lWeTz+eiBBx6g\\/fv3Zw322bNn6eGHHxa\\/lbl2sL4wT\\/bS0lL63ve+R6lUavDAMrivvvoqLV261ObHKopi4yhN04SIvVBfd6SaLG5VVbWpCO6LZVk51Y6qqlRZWUk\\/\\/elP6fTp0zkHOhgM0vr16wmATYIwwPKkzNX4PJ4EiqKQ2+2mW2+9lerr6y8MWAAgIvrLX\\/5CEyZMIAA20ezUfdxkDhhp4ApplmWRx+PJ2RenlGAxP336dFq5ciW98cYb1NPTM+AAb926lUpKSsTkkCVCPmD5PB5Lfp45c+bQU089RZlM5sLBDYfDtHv3brrsssuybmJZluBmVVXJMIwhRamGuznFIfuZLJLZ0JPDiJWVlfSd73yH2tvbC9Jz\\/\\/73v2nFihXiHsyFsn2QD1iWhiwpS0pK6P77778wPStTOp2m+vp6qqmpIQA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x9wRRz5utpMrsnHm9XixfvjwLbG\\/p+PHjuPnmm4XzYl4Wud3utCWwJWNeWi1ZsgSnTp3Kese9pWAwiL\\/97W+GwIbctzmd2YlWePTo0airq8tKbbqoo6MDL774oqFOVwa7p2myqbLX68WuXbsGTdvCQUPRaBRVVVWiNlZuKt1fNvfhhx8e+CYkQ5EA4L333sMVV1wRE1ZUlNSq97tjDlLIdpydqNmzZ6O1tTULbF8RADz55JMgMm4JptPmcqt5\\/pvb9NXV1WWltq+ppaUF9913n0hck6NX6WB5vcx2fdeuXVkHqj8I6Dx+7hOf+ASILgQ00nmCipzOetNNNw3qJU\\/iM8YyjBRFUdrb22nVqlVUWFhIuq6TpmkUCoV6fW2Hw0GRSITsdjsREYXDYVIUJekxbFlKIwHA2bNnMWvWLOTl5cXkTPWU5W6pvEtERPjggw+yarm\\/qK2tDffee2\\/cVvG9ZbMNz8\\/Px7Rp07LJbv1BAPDuu++KZioMajq2\\/uRmKuZMjT47OCJLnQQAoVAIl19+uWFD3lzz21OOFwxhj9zj8fT9GQPDmSKRCFauXGnoLWnuLtcbltNpZOaaoauvvtpy9WCWUiAOYMhBBjkrI11rXXPOFF+bNcMPfvCDrP1NJ2mahhMnTmDq1KkG9Sm3\\/k1Xug2HMs2TRVEUkbT31FNPZQFOFwHAkiVLDE4PdXmy5nTT3nJ34BJdiD1PnjwZhw8fzu4O9ZYA4KWXXhJqmMh4YIR8MBOlCeBEW4gejwd2ux2LFy8ePP0aM5FCoRCOHj2KsrIyQ3t8uVCMQU3n5kF3XjOXnHDMecuWLYM6NDmgBACXXHKJYUvPXFGQjiWQFTZ3Nudz6F9++eWs95wqaZqGRx99NOVW+nKppbn009x+yFz\\/a7W4Wz5i56qrruqXvs9DhgCgtbUVHo8HLper2zN44rE55ZXIuPkup+eYMyitlJOYtYXL5cKjjz6alV4rBAD\\/+c9\\/sHjx4hiJS8YMgDwRzF3g5Hi03P841VMyZW963Lhx2LVrV9b+JiMAuOOOO4TaYxtrRS2bD5uSa2pJAkYGWC44SwZuvGPt+FqXXHIJWlpastka3ZGu63jqqacMg8jpNFYKwlia4nnOLP3cnUauiJdP9UrE8gHOPOlkM\\/Dtb387K73xCOg8Way8vNzgvFAKapnI2L2NyJhr9elPfxrf+c53xN9mW25VLZubkcqneT3yyCNZ+2umM2fOYNmyZQlVaDI2p7rKFfDjx4\\/HM888g\\/r6etxwww0GKbZaWc+TTi7plNfbTqcTEyZMwLFjxwbXmQV9Sa2traJlQryjaORGJolYjmDJec1utxtr1qxBW1sbAGDPnj0oLCw0nClvpfhaPryYf4\\/XdXbmzJkDcmpZxhEAHDp0SDQQ6Q1T12CbveXZs2cb4sAAsGnTprjn8JmdMHmiJft+3hr0+XxYt25ddnOhubkZ8+bNE6mqvWHz0S4OhwPFxcV44403YrIoAoEAZs2aJfKvZPXaG3CpS92XlZXh5ZdfHr7qGYBoMEYWbV4ye0iSt2y327F27dq4AX4AePPNNw1eMDfmNEuyFZXN4LKP4PF4MHPmTDQ3Nw8\\/BwsAdu\\/ejbFjx1peZ1pRy0QX4s+VlZUJu8uEw2HRnkH+fr6O+bVk38+NU+S8rpUrVw6vrcFwOIyGhgbMnj0bRMYj0NJhc4kIEyZMwLvvvptQaqLRKM6dO4cvfelLMSFLGSyyqFlYtXOxGt\\/Pn\\/\\/85+EjvdzQhIjSJrWKohg86jVr1lgaUAB46623UFhYaJBaVrOpgKsoSkwM2+VyYcqUKUkn2pCgpqYmPPfcc4Y28UTWYrtWwV24cCEaGxstD2QgEMA999xj6FZnllyrmkP+vByIuemmm4Z2AzIAOHLkCKZMmSKAlU\\/ySIdaHjNmTMpHnwNAQ0MDRo4caYhumZ0lKzY3Xut8bm+0fft2nD59emgCDAALFiwQZ+7IdsoKy16tuWUR\\/75t27YeNbDWdR1vvvmm2BCgLm0iB0as3md3PHHiRLz\\/\\/vtDTz0DwNq1a1FSUmJ44HiBhO5Y7jkle6V8xMvcuXPR3Nzc44EDgF\\/84hdxy0LNXnRPedGiRQgGg0PjqDeizqYl+\\/fvR2lpaYy0xdsf7Y4dDodB0uXfJ0yYkLI6jkenT5\\/G1KlThdctb+6ni1etWjU0pDcYDMLv9+P6668XD5eTkxOT4GYFXLl+R44qERF+9rOfpWU9ycnvsiaxeuxMMpa11JCIXum6jgceeMDwkLwHKgf3rahldlrMtvrLX\\/5yWvOYzp8\\/j5UrV8aEIZPdnxXm2Pdll10Gnvjpuu9+JV5D+nw+cc4d2y62mak4KnLsll8rKirC\\/v3706rmdF2H3+\\/HF77whbQcZ87Mk4WvuWLFisGpngGgpaUFEydOFIczygc\\/yNJrFWBejvD7i4qK+sx+BYNB1NTUwOl0Gjzo3jCPA9GFfeq\\/\\/vWvvXICB4Ta29tx5513Gs65JUm9yoBaTShnaeedm7lz54o92r54hkAggAULFqRVemVt5XK5UFZWhqNHjw4eCQaA559\\/Pm41XiJmm0oU6zAxcxv7UaNG9Xm9LKf+FBQUiFCkvCmQ6jl\\/5lO0uVHLrbfeOjjABYCDBw\\/iqquuMgBkNak8Xt4xJ6TJE2Tjxo39kgwOAFu3bhVmQf4pa5xU2jaYKxLHjBkzOHKfdV3HrbfeapA+WSITcTyPVFFiS0k++9nP9msRlq7rqKqqMtyDWVVb1UwkTQr5M+Xl5Th06FDmAgwAv\\/\\/978VMNp\\/tk4zNAYp4E2LSpEl46aWX+nUQNE1DfX09KioqYlRsKt4+S7d8sJUs\\/bfddhtaW1szD2AA2LlzJ8rKyoQUMqhW14iyJ23+DEvKQJ3dAwCPP\\/44FEUR+88ul8uQD53s+czv4fU6Z3p4PB587WtfyyxwAeDEiRNit4ePdGG1k2pcVpZgWf0tXLgQ\\/\\/3vfwfs4f1+v6iGcLlcKbdHMqfvyOMix7N37NiROQA3NTXh3nvvBdGFc3u44j3epncylpcKLBllZWUD3sQaAOrr6zF+\\/HhDW\\/5UD7WKt77nzEkiwic\\/+UkcPXp04LMndV3H3r17xY2TJG3mY1rI4gCY170ejwcPPvhgRsxmTdPwxBNPiAnMpsdqZb\\/8bGZw+TqqqmL58uXdHuzcL8Sb3FdccUVK6ikRy4nfLPlz5swBUz8\\/Ylzq6OhAdXV1zITlWDm3dUil9JRZURQhHE8++eTAPTMA3HbbbSKwkMpDxGOWfFkD5Ofn4+9\\/\\/3tGZfADnSdnjxo1ytBRJxGnCnJ+fj5KS0tx8uTJ\\/u+9AQCbN29OSSUlY3lLjwfDaqJbfxMA\\/OpXvwLRBT8jEYBWwOVxlB3KRYsW9W\\/lIAA0NjaKrIpUqvCSsRz0mD59ekYCyxQKhbBgwQKhZVgVy0nslKJKlvd82UT95je\\/6b9xaG5uFhEb2StO5UHiMU8Sl8uF0tJS1NbWZjS4QGfCX0lJSUwxGdvfVLSaHI2Tu\\/eUlpbi7bff7vux4Dwj842lw+bKMdf169dnNLBM4XAYTz\\/9dLdqNpVlIE8GnuTyca6f\\/\\/zn0dTU1Hfjoes6nnnmGVx66aWG3Zt0noSZk5ODysrKQXUSCAB89atfjQmZmnOfrTAvH\\/kzOTk5witfu3Ytzp07l\\/5x0XUdx48fR2Vlpfhyr9ebcoAiEXM4rqGhYVBlB4bDYZw8eRIjR44UWSckPZNVk8WOFCcHyIn2itLZe7Kmpib9fZ87Ojpw9913C89Q3sO0mlDOEs5n4soP5nA44PV68eMf\\/3hQAcsEAFu2bImR3lTtbjK+4YYbUF9fnz6TBXRWo8sFWzzLPB6PoXmIlaoAj8djmM08U2+88cbM3BWxSG1tbfjiF78oQJXPGUyHw8lO2vLly9MTmoxGozhw4ABmzpwpvoQzE8w3bQVYuSmnfFTqmDFj8Oqrrw5aYIk6hWDfvn0oKSkR+VLmDf7estPphN1ux+9+97veBzei0ahYy\\/EaVAZWbkWfSqEUkfE0zccee2xQA8sEQMSeeZxSadqSiNnu2mw25Ofn45133ul5gIOXPbw4N9tJn88n1I683u2O+fPm\\/Kibb765R\\/U9mUq6rmPGjBmGSU9pANfcoba6uhonT55MfdyAzkYkBQUFooyD+y3JOxvxPMNkDhWrFqLO9NTdu3cPCallOn\\/+PPbv329IiU3XioLXwKwNNm7cmJr3rGkawuEwKisrxaKab87cxIsBt9KNxtyBtaSkBA888MCQApYJANasWSM0HKVJLctLLZvNhuLiYuzdu9f6xgoArFixQiSBkwQk\\/2Q1nIrkmktIrrvuOvj9\\/iHbM+J\\/\\/\\/ufaFCa7k7usr8ydepURKPR5ELCqal8EXN3l2RfGq+FPIMrn1zt9Xpx+PDhISm1TLquo7GxMe7GilyKmkqhmXwt9ltGjhyJu+66K\\/FYAsDHH3+MKVOm9Mh1l8GV86fkv7kkct26dUMaWKbm5masXr1aeLpceG4eX6ulorKgyUAXFxfjiSee6H5MAeB73\\/seiMjgBafr\\/ABW63PmzBm81W09IG6kRiZQ3G635c1+ImNcgD8v\\/z1+\\/Hg0NDTE2l8A2LZtG5xOZ8wX9tZeyNJbWlo67M4FADqrHbkDgCxxqfSTjrek4mghf\\/6b3\\/xmbN3vmTNnMHr0aPHFcoiRyFqQojsPWY6vbtmyZVg2nAaADRs2iDHlGLTcztBKEIgSaFNeHu3cuVMEN+xERA0NDdTU1EQjRoygYDBIeXl5BIAAkNvtJl3XU34gRVEEExEtWbKEli5dSm63W0nDeA0qUhRFiUQi2LdvH7366qukaRq1t7eT0+mk3NxcC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\"},{\"id\":\"ac0f7dbf-7d41-4b42-b596-f2863475436e\",\"height\":30.66,\"width\":18.92,\"perimeter\":98.57,\"area\":397.81,\"image\":\"data:image\\/png;base64,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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 10:38:57"} 
[2026-04-07 10:38:57] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":124.74,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":31.5,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":12,"perimeter_of_sign":114.53,"nested_area":44.88,"occupied_area":21.79,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":124.74,"other_dimension_of_sign":83.93,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1419}},"timestamp":"2026-04-07 10:38:57"} 
[2026-04-07 10:38:57] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 10:38:57"} 
[2026-04-07 10:38:58] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"13.70591"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"198.3031776"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"3.607695"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"25.4016087"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":19.06625},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":174.64962240000003},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"3.5904"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"171.48648"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"1.62"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"8.358"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0103832078218},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":10.3832078218},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0008246682654166668},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.8246682654166668},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.007866066531666667},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":7.866066531666667},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.016166675286667"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"16.166675286667"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00784620067"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"7.84620067"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0105057194"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"10.5057194"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00083825162666667"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.83825162666667"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":10.886157920443402},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":33.660000000000004},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"34.1088"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"6.6992536897777"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":728.8158362226604,"totalDenseWeight_before_formula":83.93073947937994},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":801.6974198449266},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":12,"totalDenseWeight":92.32381342731794},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":12,"sign_depth":"1"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":19.45,"height":21.73,"depth":"1"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":29.44,"height":22.25,"depth":"1"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":17.7,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":20.15,"height":21.9,"depth":"1"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":10.69,"height":29.61,"depth":"1"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":24,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":28.03,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775558338_b8b9f2b3b3a218c4f482eb8a93eba509","bins_packed":[{"bin_data":{"w":29.74,"h":30.96,"d":14.3,"id":"unique","used_space":65.4802,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":30.96,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/54e4418be8a16284766f36ec4fda8a07/1775558338-9058-7170545.svg","items":[{"id":"item-2","w":20.27,"h":23.08,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/54e4418be8a16284766f36ec4fda8a07/1775558338-9049-5053449.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":20.27,"h":23.08,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/54e4418be8a16284766f36ec4fda8a07/1775558338-9051-8724024.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":20.27,"h":23.08,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/54e4418be8a16284766f36ec4fda8a07/1775558338-9052-4026097.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":29.74,"h":22.55,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/54e4418be8a16284766f36ec4fda8a07/1775558338-9052-6302496.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":20.45,"h":22.2,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/54e4418be8a16284766f36ec4fda8a07/1775558338-9053-3730263.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":19.75,"h":22.03,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/54e4418be8a16284766f36ec4fda8a07/1775558338-9054-1020380.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":10.99,"h":29.91,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/54e4418be8a16284766f36ec4fda8a07/1775558338-9054-3900020.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":18,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/54e4418be8a16284766f36ec4fda8a07/1775558338-9055-7125769.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-12","w":28.33,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/54e4418be8a16284766f36ec4fda8a07/1775558338-9056-1809600.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-9","w":24.3,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/54e4418be8a16284766f36ec4fda8a07/1775558338-9056-3893241.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-10","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/54e4418be8a16284766f36ec4fda8a07/1775558338-9057-4683568.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-11","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/54e4418be8a16284766f36ec4fda8a07/1775558338-9058-1154443.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:58] local.INFO: Box added from packed bin {"data":{"length":14.3,"width":29.74,"height":30.96,"denseWeight":92.32381342731794},"timestamp":"2026-04-07 10:38:58"} 
[2026-04-07 10:38:59] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":16.3,"width":31.74,"height":33.21},"quantity":1,"denseWeight":92.32381342731794}],"cheapestShippingCost":1021.7898478562622,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":16.3,"width":31.74,"height":33.21},"denseWeight":92.32381342731794,"volumetricWeight":56.5,"higherWeight":92.32381342731794,"quantity":1}],"totalHigherWeight":92.32381342731794,"DS":0,"rate":1203.9910991063236,"tariffAndDS":1203.9910991063236,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2126.7412481990364,"totalShipmentCostFormula":"((tariffAndDS (1203.9910991063) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2126.74","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":16.3,"width":31.74,"height":33.21},"denseWeight":92.32381342731794,"volumetricWeight":56.5,"higherWeight":92.32381342731794,"quantity":1}],"totalHigherWeight":92.32381342731794,"DS":0,"rate":698.980125256075,"tariffAndDS":698.980125256075,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1312.4615539628953,"totalShipmentCostFormula":"((tariffAndDS (698.98012525607) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1312.46","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":16.3,"width":31.74,"height":33.21},"denseWeight":92.32381342731794,"volumetricWeight":56.5,"higherWeight":92.32381342731794,"quantity":1}],"totalHigherWeight":92.32381342731794,"DS":0,"rate":906.7898478562622,"tariffAndDS":906.7898478562622,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1021.7898478562622,"totalShipmentCostFormula":"(((tariffAndDS (906.78984785626) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1021.7898478563","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy 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[2026-04-07 10:38:59] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 10:38:59"} 
[2026-04-07 10:38:59] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 10:38:59"} 
[2026-04-07 10:38:59] local.INFO: Final API Response {"data":{"sign_width":"164","sign_height":83.93,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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2126.74","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":16.3,"width":31.74,"height":33.21},"denseWeight":92.32381342731794,"volumetricWeight":56.5,"higherWeight":92.32381342731794,"quantity":1}],"totalHigherWeight":92.32381342731794,"DS":0,"rate":698.980125256075,"tariffAndDS":698.980125256075,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1312.4615539628953,"totalShipmentCostFormula":"((tariffAndDS (698.98012525607) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1312.46","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single 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Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.0103832078218,"result":10.3832078218,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.0008246682654166668,"result":0.8246682654166668,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.007866066531666667,"result":7.866066531666667,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":28,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":29,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":30,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":31,"dense_weight_expression":0.016166675286667,"result":"16.166675286667","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00784620067,"result":"7.84620067","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.0105057194,"result":"10.5057194","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00083825162666667,"result":"0.83825162666667","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":10.886157920443402,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":33.660000000000004,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":34.1088,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":6.6992536897777,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":92.32381342731794,"result":801.6974198449266,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"164","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":124.74,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":31.5,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":12,"perimeter_of_sign":114.53,"nested_area":44.88,"occupied_area":21.79,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":124.74,"other_dimension_of_sign":83.93,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1419},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1419},"timestamp":"2026-04-07 10:38:59"} 
[2026-04-07 10:38:59] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 10:38:59"} 
[2026-04-07 10:39:00] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":83.93,"sign_width":"164","dimensions":[{"id":"33d0b8b3-b021-42d4-9f62-55d751d38968","height":21.73,"width":19.45},{"id":"403d28d4-ee1a-432a-b0ad-34aeb08c4a59","height":22.78,"width":19.97},{"id":"10014b55-a50d-43a9-98a5-e8bf33803ffc","height":22.25,"width":29.44},{"id":"9a5b8a40-a8ce-4955-a7fa-834da3acfe61","height":22.78,"width":19.97},{"id":"9ca18f6b-d4d4-4e0e-87e6-f64de31bae79","height":30.14,"width":17.7},{"id":"fc69688f-976f-4a2e-bc4e-e4358625a156","height":21.9,"width":20.15},{"id":"a6488643-09ec-4b8e-8c14-6fa6e9cd1d0c","height":22.78,"width":19.97},{"id":"46f191fe-e3c5-4412-af92-00b38a639b0b","height":29.61,"width":10.69},{"id":"045d6c25-e791-43b2-8413-5c1030c10615","height":30.14,"width":24},{"id":"e9083055-b6dc-4a2f-a28e-c92939f57a46","height":30.66,"width":18.92},{"id":"ac0f7dbf-7d41-4b42-b596-f2863475436e","height":30.66,"width":18.92},{"id":"a196f045-e924-45be-820f-dd3593b2c751","height":30.14,"width":28.03}]},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":83.93,"sign_width":"164","dimensions":[{"id":"33d0b8b3-b021-42d4-9f62-55d751d38968","height":21.73,"width":19.45},{"id":"403d28d4-ee1a-432a-b0ad-34aeb08c4a59","height":22.78,"width":19.97},{"id":"10014b55-a50d-43a9-98a5-e8bf33803ffc","height":22.25,"width":29.44},{"id":"9a5b8a40-a8ce-4955-a7fa-834da3acfe61","height":22.78,"width":19.97},{"id":"9ca18f6b-d4d4-4e0e-87e6-f64de31bae79","height":30.14,"width":17.7},{"id":"fc69688f-976f-4a2e-bc4e-e4358625a156","height":21.9,"width":20.15},{"id":"a6488643-09ec-4b8e-8c14-6fa6e9cd1d0c","height":22.78,"width":19.97},{"id":"46f191fe-e3c5-4412-af92-00b38a639b0b","height":29.61,"width":10.69},{"id":"045d6c25-e791-43b2-8413-5c1030c10615","height":30.14,"width":24},{"id":"e9083055-b6dc-4a2f-a28e-c92939f57a46","height":30.66,"width":18.92},{"id":"ac0f7dbf-7d41-4b42-b596-f2863475436e","height":30.66,"width":18.92},{"id":"a196f045-e924-45be-820f-dd3593b2c751","height":30.14,"width":28.03}]}},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"33d0b8b3-b021-42d4-9f62-55d751d38968","height":21.73,"width":19.45},{"id":"403d28d4-ee1a-432a-b0ad-34aeb08c4a59","height":22.78,"width":19.97},{"id":"10014b55-a50d-43a9-98a5-e8bf33803ffc","height":22.25,"width":29.44},{"id":"9a5b8a40-a8ce-4955-a7fa-834da3acfe61","height":22.78,"width":19.97},{"id":"9ca18f6b-d4d4-4e0e-87e6-f64de31bae79","height":30.14,"width":17.7},{"id":"fc69688f-976f-4a2e-bc4e-e4358625a156","height":21.9,"width":20.15},{"id":"a6488643-09ec-4b8e-8c14-6fa6e9cd1d0c","height":22.78,"width":19.97},{"id":"46f191fe-e3c5-4412-af92-00b38a639b0b","height":29.61,"width":10.69},{"id":"045d6c25-e791-43b2-8413-5c1030c10615","height":30.14,"width":24},{"id":"e9083055-b6dc-4a2f-a28e-c92939f57a46","height":30.66,"width":18.92},{"id":"ac0f7dbf-7d41-4b42-b596-f2863475436e","height":30.66,"width":18.92},{"id":"a196f045-e924-45be-820f-dd3593b2c751","height":30.14,"width":28.03}],"sign_height_raw":83.93,"sign_width_raw":"164"},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":84.0,"sign_width":164.0,"tax_factor":0.0887},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Dimension Calculation {"data":{"dim_id":"33d0b8b3-b021-42d4-9f62-55d751d38968","height":21.73,"width":19.45,"ceilHeight":22.0,"ceilWidth":20.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Dimension Calculation {"data":{"dim_id":"403d28d4-ee1a-432a-b0ad-34aeb08c4a59","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Dimension Calculation {"data":{"dim_id":"10014b55-a50d-43a9-98a5-e8bf33803ffc","height":22.25,"width":29.44,"ceilHeight":23.0,"ceilWidth":30.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":53,"sign_type_id":1,"heightOrWidth":"30.00","return":2,"price":361,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Dimension Calculation {"data":{"dim_id":"9a5b8a40-a8ce-4955-a7fa-834da3acfe61","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Dimension Calculation {"data":{"dim_id":"9ca18f6b-d4d4-4e0e-87e6-f64de31bae79","height":30.14,"width":17.7,"ceilHeight":31.0,"ceilWidth":18.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Dimension Calculation {"data":{"dim_id":"fc69688f-976f-4a2e-bc4e-e4358625a156","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Dimension Calculation {"data":{"dim_id":"a6488643-09ec-4b8e-8c14-6fa6e9cd1d0c","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Dimension Calculation {"data":{"dim_id":"46f191fe-e3c5-4412-af92-00b38a639b0b","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":53,"sign_type_id":1,"heightOrWidth":"30.00","return":2,"price":361,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Dimension Calculation {"data":{"dim_id":"045d6c25-e791-43b2-8413-5c1030c10615","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Dimension Calculation {"data":{"dim_id":"e9083055-b6dc-4a2f-a28e-c92939f57a46","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Dimension Calculation {"data":{"dim_id":"ac0f7dbf-7d41-4b42-b596-f2863475436e","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Dimension Calculation {"data":{"dim_id":"a196f045-e924-45be-820f-dd3593b2c751","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":12,"baseProductionCost":3904,"result":[{"id":"33d0b8b3-b021-42d4-9f62-55d751d38968","height":21.73,"width":19.45,"depth":2,"price":236},{"id":"403d28d4-ee1a-432a-b0ad-34aeb08c4a59","height":22.78,"width":19.97,"depth":2,"price":250},{"id":"10014b55-a50d-43a9-98a5-e8bf33803ffc","height":22.25,"width":29.44,"depth":2,"price":361},{"id":"9a5b8a40-a8ce-4955-a7fa-834da3acfe61","height":22.78,"width":19.97,"depth":2,"price":250},{"id":"9ca18f6b-d4d4-4e0e-87e6-f64de31bae79","height":30.14,"width":17.7,"depth":2,"price":392},{"id":"fc69688f-976f-4a2e-bc4e-e4358625a156","height":21.9,"width":20.15,"depth":2,"price":236},{"id":"a6488643-09ec-4b8e-8c14-6fa6e9cd1d0c","height":22.78,"width":19.97,"depth":2,"price":250},{"id":"46f191fe-e3c5-4412-af92-00b38a639b0b","height":29.61,"width":10.69,"depth":2,"price":361},{"id":"045d6c25-e791-43b2-8413-5c1030c10615","height":30.14,"width":24,"depth":2,"price":392},{"id":"e9083055-b6dc-4a2f-a28e-c92939f57a46","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"ac0f7dbf-7d41-4b42-b596-f2863475436e","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"a196f045-e924-45be-820f-dd3593b2c751","height":30.14,"width":28.03,"depth":2,"price":392}]},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":84.0},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Total Production Cost and Tax {"data":{"productionCost":4052.47,"taxFactor":0.0887,"tax":359.454089},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Box Calculation Details {"data":{"breadth":90.0,"boxDepth":8,"oneBoxCapacity":-37.0,"noOfBoxes":-4.0,"noOfFullBoxes":-5.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-37.0,"widthOfHalfBox":-21.0},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":725.179856115108,"shippingWeightInKG":328.879753340185},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":328.879753340185,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":13,"min":"321","max":"390","rate":"300","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":300,"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":3904,"PSUCost":148.47,"tax":359.454089,"shippingRate":300,"miscellaenous":0,"signPrice":4711.924089},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"164","sign_height":83.93,"sign_depth":2,"totalCost":4711.924089,"TATDays":7,"baseProductionCost":3904,"productionCost":4052.47,"PSUCost":148.47,"tax":359.454089,"shippingCost":300,"uniqueReturns_count":2,"objects_count":12},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"33d0b8b3-b021-42d4-9f62-55d751d38968","height":21.73,"width":19.45},{"id":"403d28d4-ee1a-432a-b0ad-34aeb08c4a59","height":22.78,"width":19.97},{"id":"10014b55-a50d-43a9-98a5-e8bf33803ffc","height":22.25,"width":29.44},{"id":"9a5b8a40-a8ce-4955-a7fa-834da3acfe61","height":22.78,"width":19.97},{"id":"9ca18f6b-d4d4-4e0e-87e6-f64de31bae79","height":30.14,"width":17.7},{"id":"fc69688f-976f-4a2e-bc4e-e4358625a156","height":21.9,"width":20.15},{"id":"a6488643-09ec-4b8e-8c14-6fa6e9cd1d0c","height":22.78,"width":19.97},{"id":"46f191fe-e3c5-4412-af92-00b38a639b0b","height":29.61,"width":10.69},{"id":"045d6c25-e791-43b2-8413-5c1030c10615","height":30.14,"width":24},{"id":"e9083055-b6dc-4a2f-a28e-c92939f57a46","height":30.66,"width":18.92},{"id":"ac0f7dbf-7d41-4b42-b596-f2863475436e","height":30.66,"width":18.92},{"id":"a196f045-e924-45be-820f-dd3593b2c751","height":30.14,"width":28.03}],"sign_height_raw":83.93,"sign_width_raw":"164"},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":84.0,"sign_width":164.0,"tax_factor":0.0887},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Dimension Calculation {"data":{"dim_id":"33d0b8b3-b021-42d4-9f62-55d751d38968","height":21.73,"width":19.45,"ceilHeight":22.0,"ceilWidth":20.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Dimension Calculation {"data":{"dim_id":"403d28d4-ee1a-432a-b0ad-34aeb08c4a59","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Dimension Calculation {"data":{"dim_id":"10014b55-a50d-43a9-98a5-e8bf33803ffc","height":22.25,"width":29.44,"ceilHeight":23.0,"ceilWidth":30.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":54,"sign_type_id":1,"heightOrWidth":"30.00","return":3,"price":379,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Dimension Calculation {"data":{"dim_id":"9a5b8a40-a8ce-4955-a7fa-834da3acfe61","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Dimension Calculation {"data":{"dim_id":"9ca18f6b-d4d4-4e0e-87e6-f64de31bae79","height":30.14,"width":17.7,"ceilHeight":31.0,"ceilWidth":18.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Dimension Calculation {"data":{"dim_id":"fc69688f-976f-4a2e-bc4e-e4358625a156","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Dimension Calculation {"data":{"dim_id":"a6488643-09ec-4b8e-8c14-6fa6e9cd1d0c","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Dimension Calculation {"data":{"dim_id":"46f191fe-e3c5-4412-af92-00b38a639b0b","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":54,"sign_type_id":1,"heightOrWidth":"30.00","return":3,"price":379,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Dimension Calculation {"data":{"dim_id":"045d6c25-e791-43b2-8413-5c1030c10615","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Dimension Calculation {"data":{"dim_id":"e9083055-b6dc-4a2f-a28e-c92939f57a46","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Dimension Calculation {"data":{"dim_id":"ac0f7dbf-7d41-4b42-b596-f2863475436e","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Dimension Calculation {"data":{"dim_id":"a196f045-e924-45be-820f-dd3593b2c751","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":12,"baseProductionCost":4100,"result":[{"id":"33d0b8b3-b021-42d4-9f62-55d751d38968","height":21.73,"width":19.45,"depth":3,"price":248},{"id":"403d28d4-ee1a-432a-b0ad-34aeb08c4a59","height":22.78,"width":19.97,"depth":3,"price":262},{"id":"10014b55-a50d-43a9-98a5-e8bf33803ffc","height":22.25,"width":29.44,"depth":3,"price":379},{"id":"9a5b8a40-a8ce-4955-a7fa-834da3acfe61","height":22.78,"width":19.97,"depth":3,"price":262},{"id":"9ca18f6b-d4d4-4e0e-87e6-f64de31bae79","height":30.14,"width":17.7,"depth":3,"price":412},{"id":"fc69688f-976f-4a2e-bc4e-e4358625a156","height":21.9,"width":20.15,"depth":3,"price":248},{"id":"a6488643-09ec-4b8e-8c14-6fa6e9cd1d0c","height":22.78,"width":19.97,"depth":3,"price":262},{"id":"46f191fe-e3c5-4412-af92-00b38a639b0b","height":29.61,"width":10.69,"depth":3,"price":379},{"id":"045d6c25-e791-43b2-8413-5c1030c10615","height":30.14,"width":24,"depth":3,"price":412},{"id":"e9083055-b6dc-4a2f-a28e-c92939f57a46","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"ac0f7dbf-7d41-4b42-b596-f2863475436e","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"a196f045-e924-45be-820f-dd3593b2c751","height":30.14,"width":28.03,"depth":3,"price":412}]},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":84.0},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Total Production Cost and Tax {"data":{"productionCost":4248.47,"taxFactor":0.0887,"tax":376.839289},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Box Calculation Details {"data":{"breadth":90.0,"boxDepth":8,"oneBoxCapacity":-37.0,"noOfBoxes":-4.0,"noOfFullBoxes":-5.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-37.0,"widthOfHalfBox":-21.0},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":725.179856115108,"shippingWeightInKG":328.879753340185},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":328.879753340185,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":13,"min":"321","max":"390","rate":"300","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":300,"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":4100,"PSUCost":148.47,"tax":376.839289,"shippingRate":300,"miscellaenous":0,"signPrice":4925.309289000001},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"164","sign_height":83.93,"sign_depth":3,"totalCost":4925.309289000001,"TATDays":7,"baseProductionCost":4100,"productionCost":4248.47,"PSUCost":148.47,"tax":376.839289,"shippingCost":300,"uniqueReturns_count":2,"objects_count":12},"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:00] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 10:39:00"} 
[2026-04-07 10:39:01] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":83.93,"sign_width":"164","shipping_weight":92.32381342731794,"shape":"rectangular","dimensions":[{"id":"33d0b8b3-b021-42d4-9f62-55d751d38968","height":21.73,"width":19.45},{"id":"403d28d4-ee1a-432a-b0ad-34aeb08c4a59","height":22.78,"width":19.97},{"id":"10014b55-a50d-43a9-98a5-e8bf33803ffc","height":22.25,"width":29.44},{"id":"9a5b8a40-a8ce-4955-a7fa-834da3acfe61","height":22.78,"width":19.97},{"id":"9ca18f6b-d4d4-4e0e-87e6-f64de31bae79","height":30.14,"width":17.7},{"id":"fc69688f-976f-4a2e-bc4e-e4358625a156","height":21.9,"width":20.15},{"id":"a6488643-09ec-4b8e-8c14-6fa6e9cd1d0c","height":22.78,"width":19.97},{"id":"46f191fe-e3c5-4412-af92-00b38a639b0b","height":29.61,"width":10.69},{"id":"045d6c25-e791-43b2-8413-5c1030c10615","height":30.14,"width":24},{"id":"e9083055-b6dc-4a2f-a28e-c92939f57a46","height":30.66,"width":18.92},{"id":"ac0f7dbf-7d41-4b42-b596-f2863475436e","height":30.66,"width":18.92},{"id":"a196f045-e924-45be-820f-dd3593b2c751","height":30.14,"width":28.03}]}},"timestamp":"2026-04-07 10:39:01"} 
[2026-04-07 10:39:01] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 10:39:01"} 
[2026-04-07 10:39:01] local.INFO: Input Parameters {"data":{"dimensions_count":12,"shape":"rectangular"},"timestamp":"2026-04-07 10:39:01"} 
[2026-04-07 10:39:01] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 10:39:01"} 
[2026-04-07 10:39:01] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 10:39:01"} 
[2026-04-07 10:39:01] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 10:39:01"} 
[2026-04-07 10:39:01] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 10:39:01"} 
[2026-04-07 10:39:01] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 10:39:01"} 
[2026-04-07 10:39:01] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 10:39:01"} 
[2026-04-07 10:39:01] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":2208.99,"dimensions_count":12},"timestamp":"2026-04-07 10:39:01"} 
[2026-04-07 10:39:37] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"164","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php4388.tmp"}},"file_present":true},"timestamp":"2026-04-07 10:39:37"} 
[2026-04-07 10:39:37] local.INFO: Validation Passed {"data":{"sign_width_or_height":"164","user_input_dimension":"width"},"timestamp":"2026-04-07 10:39:37"} 
[2026-04-07 10:39:40] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":15},"timestamp":"2026-04-07 10:39:40"} 
[2026-04-07 10:39:40] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":15},"timestamp":"2026-04-07 10:39:40"} 
[2026-04-07 10:39:40] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":15},"timestamp":"2026-04-07 10:39:40"} 
[2026-04-07 10:39:40] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":15},"timestamp":"2026-04-07 10:39:40"} 
[2026-04-07 10:39:40] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"164"},"timestamp":"2026-04-07 10:39:40"} 
[2026-04-07 10:39:40] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"164","file_size":52203},"timestamp":"2026-04-07 10:39:40"} 
[2026-04-07 10:39:40] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":413,"y":649,"width":113,"height":175},"scaled_width":19.8,"scaled_height":30.66,"actual_filled_area":183.09,"bounding_box_area":607,"exact_perimeter":126.56,"approximate_perimeter":114.61,"convex_hull_perimeter":87.63,"perimeter_pixels":722.2985565973364,"original_contour_points":404,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.55,"compactness":0.1436,"perimeter_to_area_ratio":0.6912},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":292,"y":649,"width":114,"height":125},"scaled_width":19.97,"scaled_height":21.9,"actual_filled_area":168.27,"bounding_box_area":437,"exact_perimeter":113.58,"approximate_perimeter":107.39,"convex_hull_perimeter":81.78,"perimeter_pixels":648.2640687119293,"original_contour_points":281,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.1,"compactness":0.1639,"perimeter_to_area_ratio":0.675},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHYAAACBCAYAAAAVME6wAAAABmJLR0QA/wD/AP+gvaeTAAAb3ElEQVR4nO1de3BU5RU/u/fefSXZPMgD0kgsQ1UMEjOGDiIZKAZbqKJQmTpVolJ1qFBaFKfREqBjOy0WpWrFRzulWNtSKJQCEmRkSmFwUJGWlGqLDaEmDXmSd/Zms7u//hHOzXdvkt272U2yCTkzZxKW7H2c33fOd77znXM+onG6eggCdXd3AwBG+pnGAolyjcZ1PB7PgNexGD/o7OzE9u3bqba2ltxuN7W3t5PL5SJFUQgAybJMkiSRqqpBby5JEhmf32KxkMXSc8vbb7+dcnJyyMIfjEECgP/+97909OhRUlWVfD4fXbp0iVJSUkiSpJDfDwQCBIAkSSJZlslisVB3dzf5/X7q7OwkWZYpPj6e1qxZQ1arNbgcjxw5AiICESE+Ph4OhwOyLMNms4GIYLfbQUSQZTkoWywW7TrMFosFVqsVVqsVubm5+OCDD9DW1jYmrYHH40FdXR3y8vJgt9s1+SUmJsJut4eUnyzLOrmRQZZEBEmSYLPZcOjQodAy7Orqwvr167ULO51O3YVdLle/NxkMz549e0yaeb/fD5/Ph0ceeUQHUEJCQlCgRFYUBVarVTco6IpiKYoCp9MJu92OTZs2oaOjI7QMAaC2thbLly/XNJO1lG8kSZKmeQOxLMuQJEnHsixDURTtwWw2G5577rkxBy4AbNiwQQPR6XRCURQNWDPyowG0VZIk7feioiK0tbWZlx8AfPDBB8jJyTE9wgbDKSkpsFqt+OSTT+D3+8cEuABw4sQJuN1uOBwO7V0ZrIyMDFOysVqtcDqdGpB2u11TMCJCXl4eysvL0dnZGZ7cOjs7sXnzZkycOFED12azwWq1QlGUkA/GWiqOQtZacQ7JysrCsmXL8L///W9MAHv+/HnceeedmjlNTk7WLF9iYmJYA18EUjTpWVlZOHLkyOAtXVNTExYvXqyNNofDoY1Ci8USlIM9sPH/ZVnGj3/841GvtTU1NXjttddAV3wTVgBxjmQH0oz8RI13Op0gIiQnJ+Ohhx6KbPq64q5j8uTJUBRF8+b4xpIkQVEU7d/G+SEUx8fHa79PnToVH374Ibxe76gEFwD27t0b0bTFoLIvQ/3IadasWfB6vZH7JV1dXdi1a1e/2mYEks2tmZfjB5ckCS6XC4qi4N577x2VjlRzczMuXLiA3NxcEA1+5SACS1dkxHNsXFwcZsyYgZMnTwYNTIRFALB69WrtBiQAKYIomhkzL8KmSpIkOBwOSJKEgwcPjjpwPR4P7rnnHt08OBg2Asvmly3ju+++G76zFIy8Xi8aGhpQWFiogcvaGonpSUlJ0X5PSkqCLMvIz8/H6dOnRw24APDSSy9pc6I48MNlEViel5OSkkBEWL169dDIBADeeecdTdOMJpk9YLMvIZor1lwWytKlS80tukeYAODcuXNIT0/XPH4yWLVwWASWtdXpdGLu3LlobGyMrraK1NHRgZKSkj6ayksgWZZNO1DiHCuaZLoC+o4dO2JaawGguroaS5Ys0c2JRHpnJxw2mmKLxYK0tDQcPXp0aGWhqip8Ph+KiorgcDh04IrrVjE6EupFeJS7XC7NBEmShIKCAtTX18csuB0dHfjmN7+pPTODES1TTERITU3FCy+8MDzxdA45pqSk6NZZxgcM9RIMqDhARBefiLBmzZqYBNbv9+PgwYPadMI/FUUZUCZmWAQ2ISEB9957L7q7u4fv/f1+P1566SVMmDChz5xpVltDsSzLcDqd2Lp1a0wFLrxeL8rLy5Gbm9vvCoHj5BQCOCJ9NImvxZarsLAQH3/88fAP7Lq6OixbtkwXYgw3ZBaM2SucOXMmPv74Y/h8vpgANxAI4LHHHkNaWppuEHLgJpi1Mnq9LDeek1lRrrnmGuzduxeBQGD43xkA/vnPfyI/P18bgay1RpM6GBbXcGvWrEFXV9eIAwsAr776Ktxutw5AcZVgFlgifWBfnJKKi4uH1wQbCQAOHTqkC+ozINFgdq4SExMjC3pHgVRVxdmzZ5GRkdHHnIqrgGBBCiOwdMUEs+YmJydj+vTpuHz58sj7FgDw5JNPgojgdrtN7fyYZV6cExHmz5+PysrKEZtvq6ursXjxYs2K8Ea46FNYLJag79+fxtIVbVUUBRMnTkR1dfXIg0rUE0uuqanBnDlztNEaTqAiGPM8y1Zgw4YNIzLXejwe/OQnP4HNZuvX1HJ83JjSYmQRWOMAiI+Px7Fjx2IDVKbW1la89957mkMRjTmWX9xut2vCmDJlCg4dOjSsL+/1erFr1y5kZWVp72WMjxuzSgZ6JxFYo1+ydevW2AKVqa6uDtu2bdNGMEVBYzmvh6jX0Vi0aBFUVR0WIaiqiubmZixcuFB7JgaCrYkkSbqBbHa5w1ZIURQsXLgwtkOo1dXVWLFihc588oimKy8Xrjaz5vIIT0xMxLp164YcWFVV0d3djUcffVTL1eJnMrOLw1odFxenDQKj5+x0OuFyuXD58uWYWqv3IQB4//33ccMNN+jAdblcuiwCM54z/z0DKpqvadOmDfn2HgBs3LhRm15Yy8LZaxWXMDabDXa7XQtk8Nr1F7/4RWyaYCMBwNatWzXPkc0yZy2SSaHw34o/RaEuXrwYdXV1QyIQADh58iQyMzN1g4zj2Gae37isEZ+dY8tPPPFETKzPTVNLS4tmkkWh8BKBwjDF/cWSGeShSF0NBAJobm7GkiVLtOWL0cKY0VrR4nC4UHz3efPmoaOjY3SlAgHAJ598gltvvVXTVs6pJZPzrGjCjFnxHGi/9tprcfz48ahGaQDgBz/4gS4AwU7PQMud/ph3u8TP0tPTQdSTZfi3v/1tdJhgIwHAkSNHkJiYqL2gMTsgGItgGp0VLm0gIixZsgSNjY1RERAA7NmzR8vsMHqwRD1BmFDPzizuy/K1XC4XtmzZMjpBZQKAkpISbaSKge9wmIEUMzVYa+12O954442IlwuNjY3497//jZtvvll7Vi6vEHdxwvHq+V3FZdujjz46+uuVvF4vLl26hNtvv10nELPgOhwOXTaB8f85GXvmzJn4xz/+EZEj4vP5cP/992v3FX8SkW4z3YxXL1oZtljXXnstysvLR7e2MgHAsWPHkJ6erlvbWiwWnccrzsHBNvDZpHGOEQt76dKlgxYYAOzcuTPovYMxv4txQ0AMYmRkZOCjjz4aG6AydXR04Fe/+pVOW+Pj4/vMtWJCWH/c3+4If56ZmYkXX3wxbMH5/X5UVVUhKytLswpm00iD7b/yu6WkpEBRFLz44otobW0dO6Ayeb1e3H333XA4HDpAxdpbCjGHicCy8EWzfv311+PcuXOmwW1qaoLH48GyZct05j5SYI1hxaKiIjQ3N489UIl61odlZWWYNWuW9vJEvY6RKCAzppgHgOilWq1WrFq1yvTyx+/346mnntJ2ZvhaZrx240aAGC5kUGVZxvTp03H27NmxZYKNBAA7duyAw+FAYmKiLvjAtUFEA2/7icCKsVii3nKItLQ0vPnmmyEF6fF4cPr0aQ1IHkxm86ON+7D9VfGnp6fj0KFDoysIMVhqa2vDE088ob28mALDIA00bxnnWDGXma9hsVgwffp0VFdXBxVme3s78vPztWgYX0N04oKx0Vwbn1lRFDz99NNjW1NF4kTrm266SdM0BpdN4EDLIaPG8hKEvy9uYP/oRz9Ce3t7v0Ktr6/Hq6++CqKe3SIGRUxQC8UDVZ1zgP9rX/saamtrRzZ3abgJAA4cOKAVVYsxYLPJYOJSyfiZzWZDZmYmPvvssz4a09XVhcOHD8PpdOoCD5whKG5cmGFx2UbUE0eePHkyjh8/fvVoq0iBQACbN2/Wam5JMK1kUqhGNprqoqIinUn2eDyor69HXFyc9rcDcah78W6VuIYlIkyZMgVvvfVWbO+vDjW1tLRg0aJFfZyWweZMGb1mp9OJbdu2ac5LQ0MDHnzwwagAS9S7y8PLG5fLhZUrV47N9Wo4xBvzYgpmJNxfAGPOnDmoqqqC1+vF73//e11LnkiAFT1hngZuvfXW2MkyHGnyer3YsmULFEUJa1usPzYCy5UJRUVF2LBhA3Jzc/uENQcLLM/PXCucmpqKM2fOXN0m2EiqquK73/2uVtlOUQJWdGycTqfu82iYYt7ec7vd+M1vfjMOqpE6Oztx+fJl5OXlaYKnKJliLnIi6o1SRQNYnjrcbjcefPDBq2tZEw75/X7s27dP691IEQJrDFyw5rJjFQ2NdTqdyMvLQ11d3YBr5nGinuWIGJUKl/szxTxIjJWA0QA2OTkZf/jDH6LXxWWsEhdVz58/X9MIIv2Oz2DbAITLotXg6JRxg/13v/sdWlpaxkE1QwBw9OhRJCQk6DL9eJ0bidccLrOWi540z9OPP/44Ll68OA5qOAQAzz//vOac0ACaNJRsLAsVtfW2225DWVnZ+Hp1MAQAd9xxh6a1LGh2fGiIge1vf9hut8PhcOCPf/zj1bEVNxTk8/lQVlamBecjWd8OlnluFwMnmzdvHv1ZhiNNAPDKK69oDpPYE2qomYEUG6jMmzdvfFkTLQKAtWvXanuvw6m57KwlJCQgJycHZ86cgaqq48BGgzo6OqCqqlYuQmQuJylS5qx9umIp3n333fF5Ndqkqip2796NpKQkXfUeGUynMa83EhYTxDdt2jRugoeK/H4/Nm7cqAm9vwMTwokamWGHw4HCwkJ8+umn49GloSKfz4eamhosXbpUZy75VJCBcpAGyzabDWlpaSgrKxv3goeaAODDDz/UZTMatdW4uzNYVhQF69evH7WgWkf6AcIhi8Viufnmm2nt2rXkcrlIlmUKBAIUCASIiMhqtZLVau1z9NpgyGq1ksPhoLi4uIivNU4mCAD+8pe/ICUlRcteIKI+W3WRssvlwtSpU9HQ0DC+1zocdOHCBTz00EOIi4vTzhGgfswyRQFct9uNRx55ZHyZM9TU2tqKnTt3BtXKYH2WwmG+R3Z2Nt5+++3xgP9QEfe1SE5Ojpq5DcZi9sWsWbPQ2Ng4ujq8jAbq7u5GW1sbFixYoGucOZTM5tzhcCAhIQHf+MY3xrU22uT1elFSUjKsm+xE+rCiy+XCtm3bxsGNFgUCAZSWlsLhcAxbWgxRbyc43k1yOBxjs93ASFB7ezuam5vxpS99SRN4NNvTB2Nxq1BsaLlkyZLx8GKkBADr1q2DzWbr07t4qFnM2GBHirvUPP/88+NaO1jq7u7G7t27dZ1HOf9puPKexHWyCHBmZib+/Oc/j4MbLgHA2bNndY1HuLaHaHjSZMTWA+KZuRynzs7Oxvnz58fBDYdUVcV9992naajL5dI0J5xGm6LZFs+1MfPdUCxJEoqLi4fuvLmxRoFAAEeOHNF1DOWksv46kQ7EojcrNtKKVvdzSZKQnp4+7iWbIQB47733kJ+fr4Eqmt1wjhgTWxewSY3k3Dkj8zw/a9Ys/Oc//xm123tDTnxGLR9cb+zmLfanMJupKB4YwZ9FKy9ZTGSPpN3fmCfulErUm/oims2EhISwWhnwd5OSknTmWzweOxrMS6Bf//rX4/WxRvJ4PFp0iQRNExO1RTDMAGPsYLpw4UKt30U0WLQeVqsV6enpOHHixLjmMjU1NaG+vh633HKLzlHiZh39rVnNrGPFZtX5+fk4duwYDh8+jBkzZkQF2AkTJuhCjrIs46tf/er4xjxTV1cXHn74YV1lnQgwfzbYgujExETtxI+Ojg789re/jepmgmhRrFYriouLR+YUyVgisU+weDBROK0CxO+JXi+b65KSEp15bG5uxmOPPaY7mJjvyR1lzJh60bKIP5OSklBaWnr1ggv0HFP6+c9/XlcfE05USawIEI/6dLlccDqdmDdvHqqrq3V9lwDgzJkzWot4ot7DEfs7cy4Uc88o0WvnFkQxffrVUFFLSwsefvhhTUOMa04zLJprY9mH2+3GgQMH+vVUfT4fnn32WV01Hd/f7GEO/Jzid8VBsW7duqsv44Kr6Ih6W+rExcWZ7jxKBlPMoIpAf/vb3w7qoVZVVaGgoEDXSYafxUx0S7yXOPdz53SXy4UDBw5cPV4yd2ObPHlyH/Mr9i8OxQysxdJ7Dg8LeN68eWhoaAgqVACoqKjQzirg+4azLSjWEfG9LZbeM2Rzc3Nx8eLFsQ8uAJw/fx5z587VRrf4k0jf6SUUi6aPtfZzn/sc9u/fb0qYAPDzn/9cp/38DGbuL0bGjJsTPEDuvvvuqJ0LFLNUV1eH4uJi7cVlWda0TZwjzQpWNIcJCQlwu93YtGlTWDWsDQ0NmDt3rq4dQbi9FMXnEf/NA/aHP/zh2F3bqqqKgwcPIj09vc+xm4M54110XuiKGb/uuutw6dKlsEwfALz11luw2+2aBoaz3BIbaTOLGxDx8fHIzs5GaWnp2DPJ3d3dqK+v73PQQ7gsFl2JW3GyLMNutw/6NGhVVfHGG2/0WZtyjaz4vKK5DsbGDYyvfOUr6OzsHFvrWwB44IEHYLPZIso0FIEVo1NJSUlYu3ZtRBpRW1uLr3/96yCiPqdH9jfvhwKWB0BycrLW/Ku4uHjsaK2qqnj99dd1uUMUBWD5M5fLhdmzZ/fbJj4c4sZhkyZN6jM9EOkdNWPZ5kAt+8T9ZEmSEB8fjz179ox+cIGeA3YnTZoEu90e1rk2/bFRY4l6vOC33347KgcWqaqKtWvXasDyxj4DJfoEoYA1nrrJa+Rp06aN/lypzs5O3HXXXTpBUQRaKwpNURS43W585zvfiZqQAKCqqgrLly/XHVBo7HthRmPFAyyMUa1RXS4CAM8995wunYWdHIqSKS4oKEBVVRV8Pl/UhAQAH330EaZOnardU/S8w21mbTzujZttv/LKK6MP3I6ODpw6dQrp6em6elUOzlMUgJ08eTL27NkzJF4m0HPqM2sYD0bxxBEzoIostlfg42MqKytHT1WBqqpoaGjAggULdM6GKJBoLHeeeuqpIRvxAFBeXo7c3FwdsGxWzWhrf1mSzIqiID4+Hrfddht8Pt/oSKnx+XxYvXp1v216go1oIxu7grMZlyQJs2fPRm1t7ZDm9Ho8Huzdu1dzeshglkOxGY1OSEjAxo0bY98kd3R0oLS0FKmpqREDy8zmkNe/kydPxr59+4Zlr7OlpQUrV67U9S022+fCjFZLkoTMzEycOnUqdgMXANDQ0ICcnBxNyyIBVhSeWLuzevXqYRvh3d3dqKqqwo033tgn4hTq+UOBKoZVCwoKouoARpW8Xq/Wz18MxQ0WWOMZc4qi4I477hj2M879fj+2b98edvmmGVMspsI+++yzsWeSAeCFF17QTKaxHd5gTbF4qlV6ejp27949Ii/v8/nw5JNP6qaGUByO18zO1Msvvxw74Pp8Ppw4cUKXt8SHF0VqisUgwbp160ZsHlJVFRUVFZgzZ47pQRkKWB604vJv4sSJw26RBqT6+nrMmTMHVqtVM1fx8fERA8svnpqaipkzZ6K9vX1EX7i1tRXvvPMO3G63qUSAUMByva0kSdpOUHx8PO655x40NDSMLLCNjY346U9/quvbz6YqGqY4NTUVNpstZvosNTY2YuXKlVEzxRZLbytecd598803R86ZUlUVJ0+e1HVVIepNxwz14mIZB3/W30L+e9/7XkyASkRantQNN9ygASPWEw1mB8sYsHG5XJg4cSL+/ve/D383cwBoa2tDTk4OHA6HBmo4OcG8+8HCEDem+ff58+ejsrIypvJzu7q6sHPnTt08abfbtfa6gzmzQFQEi6Vnk/7LX/7y8Icbu7q68Mwzz2haxQ8WbhWbmDMkHlpE1LPNFavpmwCwatUqrb6ISJ+dGC4PZOE2b948fO8PAHv37tWEz2CKWQdmQ4b896IJY8fk8ccfj0lQiUg7qu3GG2/UmVE2wYOJhRsbfDocDsTFxeH9998fejkAwLlz53QHLxD1ZhuI685QLyLmBfOoZ8EUFhaioqIiZoEl6pHF9u3boSiK7vnDCZeKzI6U0ZlatGgR6urqhrYDq9/vx3333aeljfLNWcs4nmt2xIoFUfxZeno6/vSnP8U0qEwej0fLuAjX4zcmyfE1xM+42HtIw6gtLS345S9/qUv5yMjI6PPA4ukXodjYX8LtduPpp5+OKWcpGAFATU0N8vLydB69WV+DI3T9/R9niTDY+/bti76XzLlLaWlpfR6eH47NUTj5TDxquZ9Tbm4u6urqRoW2Mvn9fhw+fFhz/sJdGYjBDlFjRc2XJAlTpkxBeXl5dBPP6+vrsXjxYhD19lwYDLOpErWena6MjAzs2rVrVIHK5Pf7sWLFCl19rriWZSUIp+iMSF/TZLfb8cADD0QPWJ/Ph9deew0ulyviBpUisHa7Xdcf8Zlnnhm1Ldq7urpQWVmJa665po9GctopUfitApOSkjTNtVqtyMrKwuuvvx754AeA/fv3IyMjI6zyh4FYBFasKP/iF7+ImpqaUamtTACwY8cOWK1WLawqpseE2xyFi7yM6/zrrrsOx44dG7ysuru7ceHCBVx//fU6YIiiU6LB18jIyEBpaemYOAzQ4/Fg1apV2ruKVQ9iK3ozwIpm22az6ZZSt9xyCxobGweXKxUIBLB8+XIQ9e5BxsXFRXTMpxFYt9sd04GIcMnj8aCiogJpaWmwWHrKOsQaIwrDHIttdfkaXFBttVqxfv368LcxgZ6mH5IkaQ4Bj75I2taJwBL19Gq4ePHimGpX5/F48PLLL2umk7MkxB4VZlkcGES9fSVlWcakSZNM1wETEWnNN6ZPnz7gzks0SjSysrJGLCNiqKmrqwv3339/n+WLscNMKBaLqY3xAavVioKCAlRWVppTjKamJtx5553a6HK73abjv6FYBDaapRmxRn6/H6dPn8a0adN0/avEAi0KISux+oAHghg74OXUihUrQsuxs7MTP/vZz0z19DWzkSxuY/HB9Xa7HTfddBMCgUDsplxGgVRVxb59+zR5hRtHDiVfMcYeNBGho6MDZWVlyM7OjsqNxSC/6HClpKRg//79YxpUpubmZhQWFmqaynOmmYS4UPJlsyzLMr7whS/gr3/9a19wfT4fPv30U8yYMSMqJpdIX09qsVi04EZJSclVASpRj0muqKhAZmamprUUBdkycxQwMTERCxYsQFNTk16uXq8X3//+9yFJElJTU4fk5kQ9TZsvXLgwaiNMgyEA2LJlC4h616bRaIgtar2iKJgwYQK2bNmi19qTJ0/qRpQZ+y4mq/XH/PDsBLjdbpw5c2bMOkzBCOg5ZobIfA+LUPIlA8AcF/jXv/4FIiKZiOjUqVPkdDrJ4/GQoijkdDqpq6sr6MNaLJag/+90Osnv95Pdbqfs7Gy66667KDc3lyyhvjgGyev10re+9S06cOAAeb1e+uyzz0iW5aDfMSMmSZK0vw0EAqQoCh0/frznM6KeEaWqKgEgRVGoubmZEhISIrpxa2srpaamkt/vp9bWVkpOTqbGxkZKTU296oAl6pExEVFdXR2lpKSQ3+8P+veh5AuAvF4vSZJEPp+P3G43dXd3k8/nI5fLdVXK+Kqg/wMIO0Bz9v689AAAAABJRU5ErkJggg==","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":580,"y":350,"width":111,"height":124},"scaled_width":19.45,"scaled_height":21.73,"actual_filled_area":175.17,"bounding_box_area":422,"exact_perimeter":118.78,"approximate_perimeter":115.82,"convex_hull_perimeter":79.9,"perimeter_pixels":677.9310242291875,"original_contour_points":74,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.12,"compactness":0.156,"perimeter_to_area_ratio":0.6781},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":704,"y":347,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":292,"bounding_box_area":454,"exact_perimeter":110.68,"approximate_perimeter":98.84,"convex_hull_perimeter":74.18,"perimeter_pixels":631.6883835420691,"original_contour_points":228,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.2995,"perimeter_to_area_ratio":0.379},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":392,"y":347,"width":168,"height":127},"scaled_width":29.44,"scaled_height":22.25,"actual_filled_area":281.56,"bounding_box_area":655,"exact_perimeter":177.33,"approximate_perimeter":153.73,"convex_hull_perimeter":99.73,"perimeter_pixels":1012.0904037956226,"original_contour_points":163,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.32,"compactness":0.1125,"perimeter_to_area_ratio":0.6298},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_dete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D7JcRxYloX77rsvrE1UBJFIBJs3by45b1cquVzuxoVyWdccgDGGWCyG1tbW2yLDsBixWIzV19fDtu2yNXn8OVyeZgpNUjqdRnV1NZqbm8PaRMUQjUb9mlQOUaqq+nfuAiFJ4rfoRqNR1NTUhLGJioI/nhN8QmM18HwnJxRJruvCNE00NTXBcZwwNlFRlPupRNd14ThOuCE4MHt9tGnTJti2HdYm7hhCldTa2rrgA86SlRGaJMMw+Mv9btvI7lYRmiTP8xCLxcJa/R1FqPc43AmR3a0g1Oaurq4urNXfUYSWuzNNU9akMhHqyCx/pFKyOuR7wQVAShIAKUkApCQBkJIEQEoSAClJAKQkAZCSBEBKEgApSQCkJAGQkgRAShIAKUkApCQBkJIEQEoSAClJAKQkAZCSBEBKEgApSQCkJAGQkgRAShIAKUkApCQBkJIEQEoSAClJAKQkAZCSBEBKEgApSQCkJAGQkgRAShIAKUkApCQBkJIEQEoSAClJAKQkAZCSBEBKEgApSQCkJAGQkgRAShIAKUkApCQBkJIEQEoSAClJAKQkAZCSBEBKEgApSQCkJAGQkgRAShIAKUkApCQBkJIEQEoSAClJAKQkAZCSBEBKEgApSQA0YPaf946NjYGIoKoqPM9bciH+f2SXmq8oCgzDKF9JK5iwj58GALquY+vWrRgeHsb4+DhM01zVRlzXRVVVFWZmZpb83u1C2MePAQARUSKRwPr161EoFEBEq9qIYRhIpVKIRCJgy335NkAePwn+B5M/UEf6ySsUAAAAAElFTkSuQmCC","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":752,"y":49,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.81,"bounding_box_area":441,"exact_perimeter":113.79,"approximate_perimeter":107.8,"convex_hull_perimeter":82.13,"perimeter_pixels":649.4356415871832,"original_contour_points":276,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1629,"perimeter_to_area_ratio":0.6781},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":9,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.74,"bounding_box_area":454,"exact_perimeter":108.11,"approximate_perimeter":100.19,"convex_hull_perimeter":68.98,"perimeter_pixels":617.002092041054,"original_contour_points":210,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3051,"perimeter_to_area_ratio":0.381},"image_base64":"data:image/png;base64,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NaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYEtvegD/l+l0qsvLS0VRtPK+QgjD17IstVwuV97nmGzMTPPx40fleT78wFcxnU6VJIlCCKrrWm3brmGE47ExM83h4aGqqlJRFKrreqV9LRYLSVKaporjWEmSrGOIo7ExM835+bkkqeu6lfcVx7HKslTXdcP2JtmYmWZra2vYjuPVzpUoitS2rUIIattW8/l81eGNysZEk+e5yrJUFEUr39fs7+/r06dPkqRbt27p4OBgHUMcjdV/lRiJEEL49u2bdnZ2Vr5EzedzTadTFUWh09NTbW9vK0mSjTmWgO0fH24TwHEcPu8AAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"},{"index":12,"position":{"x":304,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":399.4,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.82,"convex_hull_perimeter":85.02,"perimeter_pixels":562.5929291125638,"original_contour_points":116,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5166,"perimeter_to_area_ratio":0.2468},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":13,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.84,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5146,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-07 10:39:40"} 
[2026-04-07 10:39:40] local.INFO: Nested area calculated {"data":{"nestedArea":7928.514799999999},"timestamp":"2026-04-07 10:39:40"} 
[2026-04-07 10:39:40] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"e4c81522-14c5-4314-89c2-62b70b260340","height":30.66,"width":19.8,"perimeter":126.56,"area":183.09,"image":"data:image/png;base64,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"},{"id":"5e773308-baec-4b3d-8c1d-b9a0bd117f8b","height":21.9,"width":19.97,"perimeter":113.58,"area":168.27,"image":"data:image/png;base64,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"},{"id":"0685cbad-4137-474f-9a57-f919c8727fbf","height":21.73,"width":19.45,"perimeter":118.78,"area":175.17,"image":"data:image/png;base64,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"},{"id":"b0a3b96d-2448-44c8-b879-825ebd291685","height":22.78,"width":19.97,"perimeter":110.68,"area":292,"image":"data:image/png;base64,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"},{"id":"f938698d-4dc4-4654-8fd1-55062415429b","height":22.25,"width":29.44,"perimeter":177.33,"area":281.56,"image":"data:image/png;base64,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"},{"id":"e8185337-c761-48fd-b3eb-13e1b4f303e5","height":22.78,"width":19.97,"perimeter":110.99,"area":292.6,"image":"data:image/png;base64,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"},{"id":"1c4ee332-88a6-41b9-965c-c62971fb6831","height":21.9,"width":20.15,"perimeter":113.79,"area":167.81,"image":"data:image/png;base64,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"},{"id":"ef99ef7d-9b6c-4942-9955-960698f55547","height":22.78,"width":19.97,"perimeter":108.11,"area":283.74,"image":"data:image/png;base64,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"},{"id":"15aacce2-7d97-43a8-935f-4546f3521fc4","height":29.61,"width":10.69,"perimeter":83.73,"area":127.07,"image":"data:image/png;base64,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"},{"id":"e31324b6-2b81-44e2-9216-5f1d7ff65b1b","height":30.14,"width":24,"perimeter":106.86,"area":177.37,"image":"data:image/png;base64,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"},{"id":"948b1251-2967-4dbb-8169-82776d798077","height":30.66,"width":18.92,"perimeter":98.57,"area":399.4,"image":"data:image/png;base64,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"},{"id":"f87a3654-113e-4619-844c-dd791b92c36d","height":30.66,"width":18.92,"perimeter":98.57,"area":397.84,"image":"data:image/png;base64,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"},{"id":"a27284ec-48e3-4688-b03d-d2b8791ad620","height":30.14,"width":28.03,"perimeter":115.8,"area":334.17,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-07 10:39:40"} 
[2026-04-07 10:39:41] local.INFO: Number of letters detected {"data":{"noOfLetters":15},"timestamp":"2026-04-07 10:39:41"} 
[2026-04-07 10:39:41] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1733.9599999999998,"perimeter_in_feet":144.5},"timestamp":"2026-04-07 10:39:41"} 
[2026-04-07 10:39:41] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[174.57,183.09,168.27,175.17,292,281.56,292.6,209.99,167.81,283.74,127.07,177.37,399.4,397.84,334.17],"actualFilledAreaSum":3664.65},"timestamp":"2026-04-07 10:39:41"} 
[2026-04-07 10:39:41] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":25.45},"timestamp":"2026-04-07 10:39:41"} 
[2026-04-07 10:39:41] local.INFO: Average character height calculated {"data":{"avgCharHeight":26.002000000000006},"timestamp":"2026-04-07 10:39:41"} 
[2026-04-07 10:39:41] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":936.0,"originalHeight":827.0,"ratio":1.13180169286578},"timestamp":"2026-04-07 10:39:41"} 
[2026-04-07 10:39:41] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"164","otherDimensionOfSign":144.9},"timestamp":"2026-04-07 10:39:41"} 
[2026-04-07 10:39:42] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"15744\" height=\"13910.564102564103\" viewBox=\"0 0 936 827\">
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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":292,"y":649,"width":114,"height":125},"scaled_width":19.97,"scaled_height":21.9,"actual_filled_area":168.27,"bounding_box_area":437,"exact_perimeter":113.58,"approximate_perimeter":107.39,"convex_hull_perimeter":81.78,"perimeter_pixels":648.2640687119293,"original_contour_points":281,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.1,"compactness":0.1639,"perimeter_to_area_ratio":0.675},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":580,"y":350,"width":111,"height":124},"scaled_width":19.45,"scaled_height":21.73,"actual_filled_area":175.17,"bounding_box_area":422,"exact_perimeter":118.78,"approximate_perimeter":115.82,"convex_hull_perimeter":79.9,"perimeter_pixels":677.9310242291875,"original_contour_points":74,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.12,"compactness":0.156,"perimeter_to_area_ratio":0.6781},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHMAAACACAYAAAA4RVZRAAAABmJLR0QA/wD/AP+gvaeTAAATfElEQVR4nO1da2xUxft+5lz27G53W4oFFFGUNAUFxYBEUwFRFBP1i/hBxKhoIhEvaKIiEjRqvETj5Qsx8ZY0JBgvKCqKRo2oASFEjTc0CooiWlrEyra73cs55/l9wBnPWXbpVvb8/1LnSSZ7uttzup1nnnfeeeedGUBjyEBU+4Ak3377bezevRv79u1DNptFc3MzPM9DoVCAEFVv1agDSqUSbNuG4zjo6+uD4ziIx+MYM2YMLrzwQogKBFjVHrZx40YsX74cn376qXovkUjAdV2USiUYhhHRv6EBAL7vw7IsOI6DbDYLwzBg2zbOO+88nHvuuRXvqUpmX18fOjs7AQBNTU3Yt28f8vk8AMA0TXieF8G/oCGRSCTQ398P13XVz9lsFplMBo7jVLynKpmlUgm+7wMAent7AQAkAUAT+X8AKRwhBIQQyGazsG0bpmmiVCpVvEfbyiEETeYQgiZzCEGTOYSgyRxC0GQOIWgyhxCqjjOTySSy2SyEELAsC8ViUQ1kARz24TyS6n+Q42cAociWHGdX+ywYPDFNEyTh+z6EEKFnVsJA9UcSyWQSuVwOjuMgn8+rEF/595KoSmahUEA6nUahUECxWAQARaRt20MmcFBe6bKiKlV2sBIty1LRGYlKjeOfIhaLhYgEgFQqhb6+PpimWfGeqmRmMhmQhOd5MAwDjuNACIFcLqda4FBCUHUkYRhGiFB5LV9lAzdNE6Zpqp+lJasWpakV1RpTMpkcPJnNzc0QQigFSlXKhw4FMxtEeeM8FMtTrth/gmKxCMMwUCgUEI/Hkc/nYVkWTjvttKp1X5VM+UAhBNLpNDKZDID9AV/P81RLPFwhZ4Bk3+n7fqj/kzFRAKHPJGKxGEqlEjzPUzMchmHUtV5kA8vn83AcB7NmzcKFF15Y9ferktnQ0IDGxkb8/vvvyOVy6n2SKBaLVaV+uCBoaYIQQiCRSKCvr6/i56ZpwrIsFAoFJBIJFItFeJ4H13VhmiYcx4FlWchms4f0/WzbDjmdp556KhYtWoRTTz214lwmcBAyhw0bhvb2dpimiV27dsFxHCQSCViWhb6+vsPezErv07IsWJal+smmpiYMHz4cEyZMgGmaMAxD9Z9ysjgWi2HKlCkAgA8++ACvvfYaOjs7lVLroU5pCWzbRltbG6677jqcffbZME2zasVXJXPixIlYsWIFfN/H7t27VWt0XbfqfNrhBN/3Q46O7Oeam5sxcuRI5HI5ZWp931dDEUlmX18fduzYgTVr1mDnzp0A9luzbDZbF2/W8zzVFZx11lmYP39+VUVqHAJ832dvby+XL1/O5uZmJhIJWpZFAEwkEgRQUzEMg/F4XP0sn+E4DhOJBGOxGJctW8b+/n6yHi1E40AUi0Xec889bG1tpWEYigzHcUKkHKw0NDSo61Qqpa6DjeHOO+/kzp07NZFRgSTfeecdHn/88arSTdOkEGJQZMZiMQKgbduqQdi2re69/PLL2dnZqYmMCiT51ltv8fTTT2csFqNt2wTAdDqtyAmazVpKUJXyefPmzeNPP/1E13U1kVGAJD/66CO2t7eripemMqiuZDJZE4lSxUIIpW4AbG9v55YtW7QiowJJfvvtt7zgggtoWRYdx1FKlK8I9IPBfvRgRRIviZw4cSLfeOMN5vN5TWQUcF2Xe/fu5R133MF0Oq0qXhIWNKu1qlKWeDyuntfa2sonnniCvu9rIqNCT08PFy9eHCJRqlF6nqZpqvdqcX4QaATJZJKpVIqLFy9mJpPRREaFTCbDZ555hs3NzSFzWEuRfaLjOKpfLO8n0+k0GxoaeO2117K3t5fFYlGTGQVKpRJXr17N0aNHKxXZtj0oUyrJw18qliRKRQshOHv2bH7zzTfavEYFknz11Vc5fvx4RUYwWlOrQhsbG1UjkMQGhzTTpk3jRx99pD3XqECSn3zyCadMmRJSkhwPBiM3AxXTNGkYRiiqI++fOnUqX3zxRU1kVHBdl59++inPPvtsIjCgl6qKx+OhocjBSjAYgL8UaRgGhRCcMGECX3rpJU1kVCDJ7777juecc44iQAgR6iOPOOIIRQxqIDQYTJAmuqWlhc8++yx7e3s1kVEgn8+zq6uLS5cuDY0Xk8mkMrXDhw8POS+1lFgsFuorjznmGC5ZsoTZbFYTGQVKpRL37NnD22+/nYZhqMqXTgoCSpSvtUR4yqe2EokEr776av7222/avEaFrq4uLlu2TClP9msYgCzLsmiapiLdNM3QOFKqOxaL0bIsXnLJJfz55581kVEhm83yxRdf5KRJkxQhQoialFdpvBkkFgHPdfr06dywYYMmMiqQ5PPPP8+ZM2ceYE5rKTJsZ9u2IjGoaPneSSedxJdfflkTGRU8z+PWrVsVkdLrlAU1Eoq/1BfsS6XpNQyDLS0t7OjooOd5msgoIIcgF110kSIhGHZraGioqc+UvxNUs8wUsG2b8XicjzzyCEulkiYyCpDktm3buHDhQlqWRcuyQmRI01nLzIckUyrZsix17TgOly5dylwup4mMCl9//TWvv/56pR7bthUpyWRSKXQwptYwDDX0APYHFhYsWMCenh7dT0aF7u5uPvTQQxw2bFjI40wkEiF11eoECSGU9yt/FkJw7ty53Lt3r+4no0Imk+Gjjz56gDkdTJFDFkm8EEINPaTT097ezo0bN+pErKiQy+XY0dHBESNGDCpHJ0he0CGS78uhRyqVohCCbW1tOngeJUjy9ddfZ1tbmzKr0szWWip5tuWJz2PHjuWKFSs0kVEhm83yww8/5NSpU9XkcK2huvJSHhUK5gE1Nzfz7rvv1kOQqOC6Lrdt28YzzzwzlGw12IlleS3TK6X3K4RgOp1mKpXijTfeyO7ubq3KKECS33//PRcsWEDTNBUpchaj1ozzoJMkhx/lv3PxxRfr4HmU+P7773nrrbeG+sdUKhUadtTizVZzkqQqZ8+ezQ8//FATGRV6e3v59NNPE9ifxgiATU1NigjpgQ6GzHJVNjY2cty4cXoJQZQoFot84YUXOGrUqJrDcQcrUsXpdDrkNE2YMIGvv/66DgpEhd7eXq5bt45HHXVUzUOPgcgE/k7KSiaTNAyDra2tXLduHffu3auJjAK9vb3cuHEjjz32WOXs1JLXWguZwdmU1tZWPv744zrrPCpks1l++eWXnDRpUmgJOeqgzOBwxrIs3nTTTXotSFQgyS+++IIzZsxQRA5mtmMgMuWYMhaL8ZJLLuEnn3yiHZ4oIMeSV111lSInqMhaY68DmVkAnDlzJjdt2qSJjAIyU+Dmm29mKpUKzWLIxTn18manT5/ON954QxMZFbZt28Zly5aFFr6m0+nQJg+og5kdPXo0n3vuOU1kVNi9ezeffPJJladTi5k8WAkurQvmA7W0tPC+++7TaR9Roa+vj++88w6PPfbYUMD7n5Ipl9vJVzmmHDFiBO+//37tuUaFQqHA9evX85RTThm0A1OtSI8V+HsdSUtLC2+++Wbu2bNHExkFXNfl1q1bOXv27JCC6mFmEehjW1paOH/+fO7Zs0f3k1GAJLdv3865c+dSCKFMIupAZjweD4Xt5syZwx07duj8nShAkl999RWvu+46Vfn4iwiZFXcoZAZnUKZNm8ZNmzZpIqPCr7/+ysWLFxMI5+3I1cv1MLOpVIqtra18+eWXddpHVMjlcnzggQdUVCeY7iGvD5XMZDJJ27b58MMP6x2xokJ3dzcffPBBtblDpXTHWkswoTkejyvT6jgO0+k07777bnZ1dWkio8Aff/zBtWvX8rjjjqsLmYZhMJlMhkiVi1/nzp3Lbdu2ac81Cvz5559cv349TzrpJOXkHCqZwf0HgnsLzJo1i59//rneSCkKkORnn33G6dOnqwo/VDLl/fJaesNnnnkm161bpxUZBUqlEn/55Rdec801yrFBHZQplZhMJlVy17Rp0/j2229rIqNALpfjvn37uHDhQgLhTLpDJVMIEbpv/PjxehYkSmQyGd50002hgEBwZdWh9pkyYjRmzBg+/fTTOn8nKriuy46ODlXhUpWSvHr0mQB45JFHctmyZezu7tZERgGSXL16NUeOHBkioHxnrIMVqeBUKqW81vJkLpmIpVcxR4RcLsfVq1er7T+HDRvGpqYmChHep66WCI/cyw6BYYht20rt8+bN44YNG3TMNQqQ5JtvvsnJkycf4HXiryFJcPfHgcgMjiOD+/KYpskzzjiD77//vlZkFOjv7+fHH3/MOXPmqEov33al0h4B1YpUn0z5CCY+jx07lmvXrmV/f78mst4oFAr88ssv1T6usr+Lx+Nqh+WgymqZ4iofekiFjxkzRq9ijgpy751FixYdMGRoaGg4YCmBPNSsFjNbvkFvKpXiPffcoxUZFb755hveeeedoSOWgPBGD3JHyPI82IGKbAjJZJJHH300b7jhBu7atUurMgr09PTwoYceUs6JEH8nKMtAQZAUWSzLqkmZcptQy7J47bXXcu/evZrIKOC6LlesWMETTjghRJLMvalVdcGTB4DwZhFyE8I5c+bws88+00RGAdd1+corr6jprKampoqKHEh5wQQux3HUGVzBMemMGTP47rvv6lBdFCDJzZs3c9KkSRWPXAJqDwoEM86D6pQNY+LEiVy1apVWZBTwfZ9fffUVL730UuWYVCIBNZAZ3EyifIcQIQRHjhzJZ555Rkd3ogBJ/vDDD5w/fz4Nw6gYahNChK5rUac0p0II9cxRo0bx3nvv1cHzKECSP/74IxctWlRxAyWZdwMM3luVyg4GFRYvXqyJjAL5fJ7bt2/nbbfdpgiThDY1NYXOVkZgcF8LmcHNeOVzLrroIn799de6n4wCe/bs4dKlS0MJU0DlDHQ5T4kazGxQyfJZs2bN4vbt2zWRUaCvr4+PPfYYjzzyyJCDUsuCV7ksL7hkXRLtOE6IdNM0OXHiRL777rs68zwKkOSqVas4ZcqUUN842NMH5BFL5UfcA/vXSgLguHHjuGHDBk1kFPA8j2vWrOEZZ5yhSJEmtNatW4IqLL9H9pmmaXLs2LF86qmndFAgCmSzWW7dupWnnHKKUpJ0aIDa9+GpdLCo3IVSbpOdSqW4fPlyvRYkCsjprMsuu+yAyWQEnBrUQGYwQVm+JxfzAODIkSO5ZMkS/vnnn5rMeoMkf/nlF15//fXKQQnm7AT7vMFsaB88rUc2hHQ6zVtuuYVdXV3ac40Cu3fv5l133RU6QSCYDlm+4go1ECkPikGgAQwfPpxXXHEF8/m8JjIK5HI5rly5kqNHjybw91kg5UOL4KkCAxXHcQ4YSzqOw3POOYebN2/WREYBknzuuedUknIw5nqwUs0RkmoMqtdxHAoheN5553HLli0sFAqayHqDJFeuXMm2tjYmk8lBHdGLMgJlf1j+KrdtmTlzpp5gjgokuXbtWk6dOlVVfnBiGYMgMphtFzTL0syOHz+ea9as0eslowBJvvfee5wxY0bI4yy/HqgEPVwExpHBg9BGjRrFjo4Orcgo4Ps+P//8c06fPl2lbZQP7FEjmUHiy8/RisfjHDFiBDs6OnR0Jwp4nsddu3bxyiuvVCQETao0maiRzKBnG3SITNNkU1MTH3zwQfb29moio8BPP/3Eu+6664BNHYLBgX9yLjPKyDzmmGO4ZMkSZrNZTWQdIeSF67pcvXo1Fi5ciEwmA9u2AQClUgkAYJomfN/HYLq2WCyGYrEIALBtG6VSCY2NjTj55JOxbt06GIaBVColisUiPc9DPB6H7/swDKPi80qlEvL5PIrFIjKZzEH/tud5NX/PfyOEEAf93HEc2LaNeDyOYcOGCSBA5tq1a3nbbbfhu+++A4BBkVbty8hnmKapKveoo47CuHHjcP7558P3ffW7hUIBXV1d+PHHH/Hbb78hFoupZ/i+D9d1USwWUSwW4bruIX+/wx09PT2YPHkyFi1ahAULFggAsACgs7OTq1atQldXF0gO2CpqgSRCCAHDMBSZnZ2dyOVy2LRpU4hMy7JgGIYiLtgQhBAhYkn+58kE9tflzp07kclk2NjYKCwAcF0XO3bsUKYrWPn/FJIoYL/Kg+rct28fbNuGaZoA9ptEac7l35dkVfse9WhwhzOEEOjp6UF3dzcKhQKAv5SZSCTQ39+vKqierZ4kXNeFEEL1w77vo1QqwTAM2LYNwzDguq4izvd9xGIxpUCpyHp/t8MZjuOoRi95s4D9LPu+r8xZUFX/FNK8Bs2iJFAS4vu+alVBU2sYBvL5fNXn1us7Hs4oFotIJBKwbVvVpwUAhUIBlmUpT7IenmCwz3NdV70vSYjH4/A8L9Q/+r4Pz/Mq9tuSRPn+f93Mep6nBBAi0/M8JBIJeJ6nlFGPlh/8gwCUSoUQIeXJvynvARAy+drhOThCZhbYrxQAdTNf0vuUfaYcpwL7CZItyvd9VeR9lmWFSK2kwv+6mZX1WSqVwso0DAO5XE71Z/VQQfkzyk130PSW3xf8TCuyMoLDPmnVKodaNA5LaDKHEDSZQwiazCEETeYQgiZzCEGTOYRgAIBlWRgxYoSK0DiO8//9vTQGgJwqTCQS6j01a9LW1ob29nZ8++236Onp0YT+y+F5Hk488URMnjwZzc3NAAKZBr7vM5fLqWC7jKdq/DvhOA7y+TwMw4DjOP/tWYehiP8Bbl2aDUYMSScAAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":704,"y":347,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":292,"bounding_box_area":454,"exact_perimeter":110.68,"approximate_perimeter":98.84,"convex_hull_perimeter":74.18,"perimeter_pixels":631.6883835420691,"original_contour_points":228,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.2995,"perimeter_to_area_ratio":0.379},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":392,"y":347,"width":168,"height":127},"scaled_width":29.44,"scaled_height":22.25,"actual_filled_area":281.56,"bounding_box_area":655,"exact_perimeter":177.33,"approximate_perimeter":153.73,"convex_hull_perimeter":99.73,"perimeter_pixels":1012.0904037956226,"original_contour_points":163,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.32,"compactness":0.1125,"perimeter_to_area_ratio":0.6298},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":251,"y":347,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":292.6,"bounding_box_area":454,"exact_perimeter":110.99,"approximate_perimeter":97.96,"convex_hull_perimeter":74.26,"perimeter_pixels":633.4457428549498,"original_contour_points":235,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.2985,"perimeter_to_area_ratio":0.3793},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":752,"y":49,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.81,"bounding_box_area":441,"exact_perimeter":113.79,"approximate_perimeter":107.8,"convex_hull_perimeter":82.13,"perimeter_pixels":649.4356415871832,"original_contour_points":276,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1629,"perimeter_to_area_ratio":0.6781},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":9,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.74,"bounding_box_area":454,"exact_perimeter":108.11,"approximate_perimeter":100.19,"convex_hull_perimeter":68.98,"perimeter_pixels":617.002092041054,"original_contour_points":210,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3051,"perimeter_to_area_ratio":0.381},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":10,"position":{"x":873,"y":8,"width":61,"height":169},"scaled_width":10.69,"scaled_height":29.61,"actual_filled_area":127.07,"bounding_box_area":316,"exact_perimeter":83.73,"approximate_perimeter":77.47,"convex_hull_perimeter":68.35,"perimeter_pixels":477.8822509939089,"original_contour_points":78,"approximation_points":12,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2278,"perimeter_to_area_ratio":0.6589},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":13,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.84,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5146,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"dataObjects":[{"id":"20247adb-1492-4335-ba1c-3a5b2e903fd3","height":21.9,"width":19.27,"perimeter":119.38,"area":174.57,"image":"data:image/png;base64,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"},{"id":"e4c81522-14c5-4314-89c2-62b70b260340","height":30.66,"width":19.8,"perimeter":126.56,"area":183.09,"image":"data:image/png;base64,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"},{"id":"5e773308-baec-4b3d-8c1d-b9a0bd117f8b","height":21.9,"width":19.97,"perimeter":113.58,"area":168.27,"image":"data:image/png;base64,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"},{"id":"0685cbad-4137-474f-9a57-f919c8727fbf","height":21.73,"width":19.45,"perimeter":118.78,"area":175.17,"image":"data:image/png;base64,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"},{"id":"b0a3b96d-2448-44c8-b879-825ebd291685","height":22.78,"width":19.97,"perimeter":110.68,"area":292,"image":"data:image/png;base64,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"},{"id":"f938698d-4dc4-4654-8fd1-55062415429b","height":22.25,"width":29.44,"perimeter":177.33,"area":281.56,"image":"data:image/png;base64,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"},{"id":"e8185337-c761-48fd-b3eb-13e1b4f303e5","height":22.78,"width":19.97,"perimeter":110.99,"area":292.6,"image":"data:image/png;base64,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"},{"id":"3a238373-241f-45e5-acdf-4544f0c129a0","height":30.14,"width":17.7,"perimeter":131.23,"area":209.99,"image":"data:image/png;base64,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"},{"id":"1c4ee332-88a6-41b9-965c-c62971fb6831","height":21.9,"width":20.15,"perimeter":113.79,"area":167.81,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHcAAACBCAYAAAD68iWOAAAABmJLR0QA/wD/AP+gvaeTAAAbaElEQVR4nO1de3BUZxU/9+57NwkJacgDCgHKGNpCsbVKaatQoZRUpRVMoFXEjtMqTosirYP24VhGHpaORWTQVkGtfWBLy9CxqX0bEZoChWpsQYZKDOUVTMJudjd39+bnH8n5+O7dze7dZJNskj0zZ5Jsdu/e+/2+8/jOd875iLI0vKi9vR1MmqYhndeORqPi2um87nCiSCQixvD8+fPdjqNifiEajaK2tpZee+01OnfuHF1++eXU3t6e9As7OjqS/r+goICIiD7++GOqrq6miooKUhQl5h6GCkWjUUSjUdqzZw/V1dWJ1/mR5UdXVTXhtUKhEKmqSqWlpaRpGh05coR8Ph8VFBTQ0qVLacSIEaSqauKxbGxshM/ng9vtBhHB6XTCZrPBbrf3iokIPp8PRIT8/Hyoqort27cPaQkGgPnz58Nut8Nmswk2j43D4Ug6fvn5+SAiEBEURYHX60VeXh6ICA8++CB0XU8+jgCwdu1a5OXlGS7YWy4uLhbAOp1OAfaZM2cQDoeHHMChUAibN2+Gw+GAzWZL2ziWlJSI391uN6677joEg0FEo1FrYwgAP/3pT8VFcnJyoKpqQlYUJSETEVRVFQCzZrjnnnvQ1tY2pMAFgD/96U9CU+Xl5SUdn2Tj63A4xDgqioL8/HyUl5f3zH85deoUPvOZz8Dj8aRlxjkcDgEodal7u90OVVXx3HPPWVMrg4ACgQBOnz6NK6+8Ek6nEy6XSwDC4PSW8/Ly4HK58Je//AXBYDD1cQOA2tpaeL1eS19oRXKJCCNHjhQSzOp5xowZ2Ldv35CwvwBw5513iudl6ZVtbjyNR0nG1+v1QlVVoeI3b97cO3PW0dGBH/7wh7DZbJbB644ZSP5pfvjFixcjEAgManAB4A9/+ANyc3PhdrsFEE6nMymYVsaXx2revHloaWnp3VgBQDAYxPz58w3AeDwe8YVWJTsey/bG6XRi+/bt1h2DDCMAOHbsGMrLy4WkKooiALYCHr83JyfH8DezqqrIy8vDhx9+mB4nFAAOHjyI4uJiYTMVRRHuO/UQWDKB63A4MG7cuEELrqZpqK6ujgGDuoQiGbgs3bLzOWLECOGveL1euFwubNu2Lb3mCwC2bdsGIkJhYSGISADdG4dLBpeIkJubi5/85CeDzvYCwIYNG2KkTVa/ycB1OByGCcF/k6SO16xZ0zeTHwCqqqoMwPKD8A2lymZwnU4nCgsL8eyzz6Kjo2NQABwKhVBbW4uCggKDSuUxYu2Wis/C1yAJ5GuvvbbvJj0AfPDBBxg7dqyQMuoBoJQAXOaKigo0NTVl/Pq3o6MDAHDNNdfESBv7IhyRsgKu2dlkrVhaWoq9e/f2rUYDgGeffRZut1vMyHQ6VLwmJCJ8//vfz3j17Pf78dBDDxmAZftJXdJrVXLlZ5evR0TYuHFj/4xFR0cH1q1bB6LONSvfOPUSXH5Nnr3BYBBNTU0ZCTAA/PznP4eiKAa/IycnR0x4t9stnseqzWVJZ9X8jW98A6FQqP/GIBAIYPbs2eKBeho7NYPrdrsN3vP06dMRDAbTvu3YW9J1HWfPnoWqqkIyHQ6HAUh5OWM1PJuTkyOuZ7fbMXnyZGia1r/+RzQaxe7duzF69GjDrGU77HK5DOrIKvgej8fwXo/Hg8rKyoxTz5qmYenSpQKEni4JOWJlVs0+nw/5+fl47733BubZI5EI1q9fL2acvJyRb95sS7pjeYDcbrfwNktLS/HCCy9kDMDhcBjPP/+8UL287WaVOYQYz5TZ7Xaxtt20adPA7pYFAgEsXLhQSCtJ9tfpdMZ4f8mY9zblv4kI06dPz4htwUgkggMHDmDMmDECKErR5+AwZLz/8bPPnDmzZxsC6SQA+Pe//41x48aBiMRaj7pUixx6oyQPrSgK7Ha7YULIdmvDhg0DKr3hcBgAcOWVVxoms/n37rg71W1eKUycOBEHDhzIDE0FAI8//rjYvmO1QhJoVmyurN4cDodhwJxOJy6++GLU1NQM2ENrmoaVK1eKyUYUG8xJxLJGItOEZ4fL7XZjx44dmQEsk6Zp+O53vwsiEuDGC6MlYnmgZPUsx1vnz5+P9vb2fn9wAHjllVdAdCH8yoEJq86UrIplL1vm1atXZxawRJ0P/9FHH+Hqq68WD+7z+eJGnxKx3W6PCYpwXJWdjV/+8pf9uu4DgPr6elxzzTXCTMhLllQdKiKKcai8Xi+qqqoSZjIOKOm6jtdee80QoSGKDal1x2bVxksseV+UiDBq1CicOnWq39Z+fr/fsPnOeWVy8MKqTxHvdZ/Ph/Lychw7diyzd8TC4TDWr19v2OKSt7LMLGckkEXVlpubi7lz5/Z+s9oCAcDWrVt7vDFCccDlyS6bq7q6OkQikcwFlikSieDGG28U6osk+5QIYLI4SA6HAz6fD7/+9a/7NHIVjUbx9ttvW/YZrDD7I4qiwOfzwev14utf/3pGLPMsUSAQQF1dHSZNmgQiwkUXXWQ5/JaM2R6rqoqxY8fi0KFDfeKAnD17FufPn8esWbOE6rRyf4lYVVWxAlBVFV6vF9deey38fv/gkFqmlpYWsblPXdKWLAWWLA6SbMNvueWWPrFTHR0duO+++0DUGXFLR94xA1tUVASizsjbv/71r8zzjq0QANxyyy0g6nSKustxphQHyVzF8Nvf/jatAwQAO3bsECo01ShbIubQrKIombeeTYU0TUNTUxOmTZsGIoqb0kkpDg5HwNxut7CF48ePx+HDh9MyUOFwGB999BEmTZokpJWD+6neq5nloExVVdXgBZbJ7/ejtrY2bs5uquByiI6drxEjRojfly1blpZ935aWFlRXV4t7Y1DT5VS53W5MnjwZTU1N/btH21fk9/vxox/9qNfgEsWmfnq9XrFNWFtbixMnTvR4wHRdx6ZNmwzqX1XVtFVc8PO+/vrrg19qmcLhMPx+P6ZOnWrY5yUypqaQhcFJxBMmTEBra2uPylIA4J133sFll10GogvhwVQllt8vZ2Dw9YgINTU1mR2o6AmFQiG8/vrrIi7rcDjEepVSmPmJ2Ov1YsWKFT1aVoTDYcyYMUOof15ydVclEY9tNpshmmaz2Qyh1DvuuKNXmiWjCQBWr14t1KkswVaCGFazB59++umU1J6u63j44YfF93g8HkPaD393svvjz/J7R40aJUCeNm0a/vGPfwwddRyPIpGI2NyXwbWys5IMXJaYz33uczh9+rSlgYxEItiyZQu8Xq8oCGdwzDFyq6yqqpgUXq8XDocDO3fuHDJVjN0SAPzzn/9EQUFB3HTORGwlNdRut8Pj8eDuu+9OCm4gEEBjY6MoCjd/j+yZy6WniZidMPn9jzzyyNAHlolLU1jSrAJsVS1T1yDv2bMnIcAA8K1vfQtEF8KL8rXsdjtcLpdllcz70LKJmTVr1tBWxfEIABYtWiTsFKUJ3JycHDFpbr/99m73RzVNE5vvsrSZJTSVYjd+DpvNBp/Ph7Fjx+L48ePw+/3DC1xd13HkyBF86lOfSpvNjVeKsXPnzhjJAYD3338fl156qbiu/JO6bKVcB2VVejm8mJubixdeeGHQ1xv3mADgjTfeEBJCZCyA4mwFq2qbwZXVYkVFBT788EMBMLpozpw5BiDJwuSRNYy85FEUxaCOvV4vHnrooYyvc+pzam5uxmOPPWawvVyHSqbBt8Iej0ckB/Bry5YtE2vfaDSKVatWGfKpecfKitpnh42vr6qqmJCcbsPbeJlWJTEg1NLSgosvvtjg2JiDG1YC91yCQnQhOYCoM6GtpqYGbW1tOHr0qKhS5DonsiC1ZoeN75GB5f+73e7MT5fpTwKAF198EePGjTM4NHJc14pqlgeeP8eDP2/ePNx///34yle+IuyznAFipcRSTmf1er0GO8yO3NatW4efd5yMgM5GIUTGxHbZsbHKLpcrxuvlzAf5uvy71Z4VrHY9Ho+4vsvlEq/ff//9WWC7I7/fj9tvv12AwYOaSpGVDGq8wIPP5xMSK6+JyQK4cpMv6pqEPEmuv/56tLa2Zp2o7qi9vR2HDx9GWVmZCNsRXVhvUhJgzZ51QUFBzO6OnGPM2SGplFjm5uYKlX/RRReJax48eHD4RKF6Spqm4Y9//KMhBEgpqGTqsr3xJgNLqOzhylt0VsKb8nWoC9i77rorq46tkqZpWLZsGWw2m9gaZMdHztS32WxpzW+ywrKHbbfbsXDhQui6ngXXKgGdjc0qKioM9UY+n88AJoOfat5zb1gOrEycOBGhUCgLbKoUDAbxyiuviNJQWc2yxMpedDoTx7tj2cMuKirCW2+9lQW2pyRv7nOuL5Gx9wRRz5utpMrsnHm9XixfvjwLbG/p+PHjuPnmm4XzYl4Wud3utCWwJWNeWi1ZsgSnTp3Kese9pWAwiL/97W+GwIbctzmd2YlWePTo0airq8tKbbqoo6MDL774oqFOVwa7p2myqbLX68WuXbsGTdvCQUPRaBRVVVWiNlZuKt1fNvfhhx8e+CYkQ5EA4L333sMVV1wRE1ZUlNSq97tjDlLIdpydqNmzZ6O1tTULbF8RADz55JMgMm4JptPmcqt5/pvb9NXV1WWltq+ppaUF9913n0hck6NX6WB5vcx2fdeuXVkHqj8I6Dx+7hOf+ASILgQ00nmCipzOetNNNw3qJU/iM8YyjBRFUdrb22nVqlVUWFhIuq6TpmkUCoV6fW2Hw0GRSITsdjsREYXDYVIUJekxbFlKIwHA2bNnMWvWLOTl5cXkTPWU5W6pvEtERPjggw+yarm/qK2tDffee2/cVvG9ZbMNz8/Px7Rp07LJbv1BAPDuu++KZioMajq2/uRmKuZMjT47OCJLnQQAoVAIl19+uWFD3lzz21OOFwxhj9zj8fT9GQPDmSKRCFauXGnoLWnuLtcbltNpZOaaoauvvtpy9WCWUiAOYMhBBjkrI11rXXPOFF+bNcMPfvCDrP1NJ2mahhMnTmDq1KkG9Sm3/k1Xug2HMs2TRVEUkbT31FNPZQFOFwHAkiVLDE4PdXmy5nTT3nJ34BJdiD1PnjwZhw8fzu4O9ZYA4KWXXhJqmMh4YIR8MBOlCeBEW4gejwd2ux2LFy8ePP0aM5FCoRCOHj2KsrIyQ3t8uVCMQU3n5kF3XjOXnHDMecuWLYM6NDmgBACXXHKJYUvPXFGQjiWQFTZ3Nudz6F9++eWs95wqaZqGRx99NOVW+nKppbn009x+yFz/a7W4Wz5i56qrruqXvs9DhgCgtbUVHo8HLper2zN44rE55ZXIuPkup+eYMyitlJOYtYXL5cKjjz6alV4rBAD/+c9/sHjx4hiJS8YMgDwRzF3g5Hi03P841VMyZW963Lhx2LVrV9b+JiMAuOOOO4TaYxtrRS2bD5uSa2pJAkYGWC44SwZuvGPt+FqXXHIJWlpastka3ZGu63jqqacMg8jpNFYKwlia4nnOLP3cnUauiJdP9UrE8gHOPOlkM/Dtb387K73xCOg8Way8vNzgvFAKapnI2L2NyJhr9elPfxrf+c53xN9mW25VLZubkcqneT3yyCNZ+2umM2fOYNmyZQlVaDI2p7rKFfDjx4/HM888g/r6etxwww0GKbZaWc+TTi7plNfbTqcTEyZMwLFjxwbXmQV9Sa2traJlQryjaORGJolYjmDJec1utxtr1qxBW1sbAGDPnj0oLCw0nClvpfhaPryYf4/XdXbmzJkDcmpZxhEAHDp0SDQQ6Q1T12CbveXZs2cb4sAAsGnTprjn8JmdMHmiJft+3hr0+XxYt25ddnOhubkZ8+bNE6mqvWHz0S4OhwPFxcV44403YrIoAoEAZs2aJfKvZPXaG3CpS92XlZXh5ZdfHr7qGYBoMEYWbV4ye0iSt2y327F27dq4AX4AePPNNw1eMDfmNEuyFZXN4LKP4PF4MHPmTDQ3Nw8/BwsAdu/ejbFjx1peZ1pRy0QX4s+VlZUJu8uEw2HRnkH+fr6O+bVk38+NU+S8rpUrVw6vrcFwOIyGhgbMnj0bRMYj0NJhc4kIEyZMwLvvvptQaqLRKM6dO4cvfelLMSFLGSyyqFlYtXOxGt/Pn//85+EjvdzQhIjSJrWKohg86jVr1lgaUAB46623UFhYaJBaVrOpgKsoSkwM2+VyYcqUKUkn2pCgpqYmPPfcc4Y28UTWYrtWwV24cCEaGxstD2QgEMA999xj6FZnllyrmkP+vByIuemmm4Z2AzIAOHLkCKZMmSKAlU/ySIdaHjNmTMpHnwNAQ0MDRo4caYhumZ0lKzY3Xut8bm+0fft2nD59emgCDAALFiwQZ+7IdsoKy16tuWUR/75t27YeNbDWdR1vvvmm2BCgLm0iB0as3md3PHHiRLz//vtDTz0DwNq1a1FSUmJ44HiBhO5Y7jkle6V8xMvcuXPR3Nzc44EDgF/84hdxy0LNXnRPedGiRQgGg0PjqDeizqYl+/fvR2lpaYy0xdsf7Y4dDodB0uXfJ0yYkLI6jkenT5/G1KlThdctb+6ni1etWjU0pDcYDMLv9+P6668XD5eTkxOT4GYFXLl+R44qERF+9rOfpWU9ycnvsiaxeuxMMpa11JCIXum6jgceeMDwkLwHKgf3rahldlrMtvrLX/5yWvOYzp8/j5UrV8aEIZPdnxXm2Pdll10Gnvjpuu9+JV5D+nw+cc4d2y62mak4KnLsll8rKirC/v3706rmdF2H3+/HF77whbQcZ87Mk4WvuWLFisGpngGgpaUFEydOFIczygc/yNJrFWBejvD7i4qK+sx+BYNB1NTUwOl0Gjzo3jCPA9GFfeq//vWvvXICB4Ta29tx5513Gs65JUm9yoBaTShnaeedm7lz54o92r54hkAggAULFqRVemVt5XK5UFZWhqNHjw4eCQaA559/Pm41XiJmm0oU6zAxcxv7UaNG9Xm9LKf+FBQUiFCkvCmQ6jl/5lO0uVHLrbfeOjjABYCDBw/iqquuMgBkNak8Xt4xJ6TJE2Tjxo39kgwOAFu3bhVmQf4pa5xU2jaYKxLHjBkzOHKfdV3HrbfeapA+WSITcTyPVFFiS0k++9nP9msRlq7rqKqqMtyDWVVb1UwkTQr5M+Xl5Th06FDmAgwAv//978VMNp/tk4zNAYp4E2LSpEl46aWX+nUQNE1DfX09KioqYlRsKt4+S7d8sJUs/bfddhtaW1szD2AA2LlzJ8rKyoQUMqhW14iyJ23+DEvKQJ3dAwCPP/44FEUR+88ul8uQD53s+czv4fU6Z3p4PB587WtfyyxwAeDEiRNit4ePdGG1k2pcVpZgWf0tXLgQ//3vfwfs4f1+v6iGcLlcKbdHMqfvyOMix7N37NiROQA3NTXh3nvvBdGFc3u44j3epncylpcKLBllZWUD3sQaAOrr6zF+/HhDW/5UD7WKt77nzEkiwic/+UkcPXp04LMndV3H3r17xY2TJG3mY1rI4gCY170ejwcPPvhgRsxmTdPwxBNPiAnMpsdqZb/8bGZw+TqqqmL58uXdHuzcL8Sb3FdccUVK6ikRy4nfLPlz5swBUz8/Ylzq6OhAdXV1zITlWDm3dUil9JRZURQhHE8++eTAPTMA3HbbbSKwkMpDxGOWfFkD5Ofn4+9//3tGZfADnSdnjxo1ytBRJxGnCnJ+fj5KS0tx8uTJ/u+9AQCbN29OSSUlY3lLjwfDaqJbfxMA/OpXvwLRBT8jEYBWwOVxlB3KRYsW9W/lIAA0NjaKrIpUqvCSsRz0mD59ekYCyxQKhbBgwQKhZVgVy0nslKJKlvd82UT95je/6b9xaG5uFhEb2StO5UHiMU8Sl8uF0tJS1NbWZjS4QGfCX0lJSUwxGdvfVLSaHI2Tu/eUlpbi7bff7vux4Dwj842lw+bKMdf169dnNLBM4XAYTz/9dLdqNpVlIE8GnuTyca6f//zn0dTU1Hfjoes6nnnmGVx66aWG3Zt0noSZk5ODysrKQXUSCAB89atfjQmZmnOfrTAvH/kzOTk5witfu3Ytzp07l/5x0XUdx48fR2Vlpfhyr9ebcoAiEXM4rqGhYVBlB4bDYZw8eRIjR44UWSckPZNVk8WOFCcHyIn2itLZe7Kmpib9fZ87Ojpw9913C89Q3sO0mlDOEs5n4soP5nA44PV68eMf/3hQAcsEAFu2bImR3lTtbjK+4YYbUF9fnz6TBXRWo8sFWzzLPB6PoXmIlaoAj8djmM08U2+88cbM3BWxSG1tbfjiF78oQJXPGUyHw8lO2vLly9MTmoxGozhw4ABmzpwpvoQzE8w3bQVYuSmnfFTqmDFj8Oqrrw5aYIk6hWDfvn0oKSkR+VLmDf7estPphN1ux+9+97veBzei0ahYy/EaVAZWbkWfSqEUkfE0zccee2xQA8sEQMSeeZxSadqSiNnu2mw25Ofn45133ul5gIOXPbw4N9tJn88n1I683u2O+fPm/Kibb765R/U9mUq6rmPGjBmGSU9pANfcoba6uhonT55MfdyAzkYkBQUFooyD+y3JOxvxPMNkDhWrFqLO9NTdu3cPCallOn/+PPbv329IiU3XioLXwKwNNm7cmJr3rGkawuEwKisrxaKab87cxIsBt9KNxtyBtaSkBA888MCQApYJANasWSM0HKVJLctLLZvNhuLiYuzdu9f6xgoArFixQiSBkwQk/2Q1nIrkmktIrrvuOvj9/iHbM+J///ufaFCa7k7usr8ydepURKPR5ELCqal8EXN3l2RfGq+FPIMrn1zt9Xpx+PDhISm1TLquo7GxMe7GilyKmkqhmXwt9ltGjhyJu+66K/FYAsDHH3+MKVOm9Mh1l8GV86fkv7kkct26dUMaWKbm5masXr1aeLpceG4eX6ulorKgyUAXFxfjiSee6H5MAeB73/seiMjgBafr/ABW63PmzBm81W09IG6kRiZQ3G635c1+ImNcgD8v/z1+/Hg0NDTE2l8A2LZtG5xOZ8wX9tZeyNJbWlo67M4FADqrHbkDgCxxqfSTjrek4mghf/6b3/xmbN3vmTNnMHr0aPHFcoiRyFqQojsPWY6vbtmyZVg2nAaADRs2iDHlGLTcztBKEIgSaFNeHu3cuVMEN+xERA0NDdTU1EQjRoygYDBIeXl5BIAAkNvtJl3XU34gRVEEExEtWbKEli5dSm63W0nDeA0qUhRFiUQi2LdvH7366qukaRq1t7eT0+mk3NxcCoVCZLPZEl7D6XRSKBQiu91ObrebbDYbaZomxjcQCBAR0f79+2nu3Lmd30vUaRfy8/Pp3LlzlJubK97s8/lIVVUKBALk9XqTPgRrW/5CGeDm5mYqKioihf85zAgAWlpaKC8vT4ypzWYjj8dDgUCAHA5Hws+rqkqaplEkEiFVVcUJ3UrX6dwAyG63C+EcruM8bOj/f4YdXryDbQsAAAAASUVORK5CYII="},{"id":"ef99ef7d-9b6c-4942-9955-960698f55547","height":22.78,"width":19.97,"perimeter":108.11,"area":283.74,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHYAAACGCAYAAAAINX4IAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1de4zcVfU/39e8dmZ39tntY3+7bre1hbZWCpZIg4XWAgIhYnhUaUAMUdDYokYxYnwkRDE2FkNEJGjQBFCjoEKgUFusIqUt0JbCtpJlod0+2F12p/Oe7+vz+2N7bu93ZnZntjvd7m73JDcz852Z7/fe87nn3HPPOfdeommakqSc7QqMlXK5HHw+H/X29lJ/fz+ZpkmmaVIsFqOBgQFKp9NkWRZpmkaappGiDDVZ0zTy+XxkGAbNmDGDNE2jcDhMzc3NFI1GyTRNqqqqmrT8mTQVt20bqqqSoijkOA4dOnSI9u3bR11dXfTWW29RZ2cndXZ2UjweJ03TiIjIsizPPRRFIQCea7quk6IoZFkWBQIBWrBgAS1dupQ6Ojpo8eLFtHTpUvq///u//PtMeL5N6Aratg1N06i3t5d27txJzz33HL3yyivU3d1N8XiciIaAMU3zjNajoaGBFi5cSKtXr6ZPf/rTtGjRIopEIkQ0cUGecJVKp9MIBoN04sQJ2r59O/3rX/+izZs308DAAA0MDFAulyuQujNNLOmKogiQV6xYQatXr6alS5dSNBolVVUnHC8nBOEkvfHGG1i/fj3mzp0LVVVBRJ6iaRoCgQD8fn/R789E0TQNqqpCURRxTVVV1NfXo6OjAw899BD279/PTRjfXjdRCQAGBwfxs5/9DO3t7YJpgUAAhmFA0zQYhjFuII5UFEUpqIff7wcRoa6uDrfddhtefvll2LYN27bPTYBd18Xx48fx6KOP4oILLsCMGTPg8/ng9/s9khEMBgXYuq5D13VomgZN08RnGgdAFUWBYRgIBoMIBALDdrS6ujrceeed2L17N0zTRCqVOjcA7u/vBwBs2bIFK1asKABGVVUEg0EEg0FomuZhrvx5PEsoFPJ0Ni48LAQCAfh8PoRCIfh8PhARIpEIvvvd7+LDDz9ENpud2uACwJtvvomrrrpKgGgYhochcmHp1HUdfr8fhmEI6fH5fGKszf/fmSo8ROR3Orlz+nw+8TkYDGLWrFn4/e9/j//9739Tb/wFgN7eXvziF7/AvHnzhmWcrusIh8MesFhSGFCSmFxMis5k4eFAfi5/zq+Ppmmez1/96lfR2dkJx3GmBrgAcODAAdxwww0CoKqqKtFgHkPPZOFOIZcz/Uy5sDaaNWsWfve738F13cmtni3LwtNPP42ZM2eKRrK1S+PI2IlQAoEAIpEIiAh33nknbNuefOAODg4CAB5++GEPiLLFqyjKuI6Pxcp4SW8gEBDva2trQURYtGgRDh06NHnG3Q8//BAAsGHDBhARDMNAIBAQY46qqmJuOl6Sy+Nf/njNdTnTz1cUBaFQCDU1NaI+qqqio6MDe/bsmfjgxuNxJBIJrFmzBkSE6upqj0QoiiIsXb42HuDmj63jPd4qioLq6mrxmcfc6upqzJkzBy+88MLEBTeZTMJ1XVx77bVC/TBohmGgurrao5JYgsdzbnq2jCe53TU1NZ4ORkRoamrCe++9B9d1Jxa4AJBOp3HFFVfA7/ejpqZGqD8eR2VmhsNhhMPhcWMsq1xd12EYBnRdH1cXJXdw2abg9ss8OnjwIE6cODExwHUcB+l0GqtWrSrKUGaibDjJTB0PgA3DgN/vRzAYRCgUEtpkPMGNRCLiebJDg99Ho1FUVVXhlVdeqYhaHlOoaXBwELZt04033kh79uyhwcFBMgyDbNsWoTVd18m27cIHnwxjKopChmFQLpcjIqJAIECu64oYq9/vp1wuR7qui3vx/TgjwrZtampqoo6ODlq4cCGdd9551N7ezuE0qq+vJ9M0ybZt0jSNDMMgx3EoHo9TMpmkw4cPU29vL3V2dtKePXuoq6tLPF/TNNJ1nXK5HPl8PnJdl4hI3EtVVdI0jbLZbEF7NU0jx3FEW4cjAKKds2fPpi1bttD8+fNJ07TxDwU6jgPTNLF27VrU1dWJHih7YUYay2TLlIiEY5+/54CAqqqIRCJFpX3mzJm45JJL8JOf/AQvvvgiEokEAMC2bSQSCZimCZlc1/V8tm0bmUxGfE4mk9i/fz8ee+wx3H777ejo6CioNztXamtrxXuuG7s589tYqrCqZp/zkiVLcOzYMSSTyfFXywBwzz33CEbLUwcey/KZQsMA6/P5xH9ZbRfzHXO54IIL8POf/xzvv/8+ACCXy8GyLDiOUwCeaZqwbdtz3XVdz+f8DgAAlmXhyJEj2Lt3L2666SbhXDAMwzN85E9hKA9Q2b89XAkGg54Oq2kali9fDtu2YVnW+IELAE8//bTopXSyJ/N7NlTKBZY/5xs1uq4LqQiFQvjUpz6FRx55BMePHy8KimVZsCyrACAZWNd1YVkWTNOE4zjid47jIJvNIpPJFHQOAPjnP/+Je+65B6FQSADMbcx3tmiaVuDvLgUs/1Z+f++99yKXy40PsOl0Grt37xYeFFlK5YYxQMN5l4qpYsMw4PP5hJHD382fPx8PPPAAYrGYAIGpv78fmUwGtm17JNI0TViWVRSkYtLJwXFZ8i3LQjqdBgCkUik4joPt27djwYIFop7RaBSqqnpCexyJKhdYkjQVq/KqqiooioLHHnsMwBme43KjOzo6BJD5DgfuvVzh4eapMrAsBfm9d9asWbj66qs9Uuk4DpLJJBKJRAFouVyuqFplScxms0JS2UZg4GTKvy9/zmazAIBEIoH77rtPqGcuHIaUQeXoTylg5VBgNBoV/29vb0dvb++ZBRcAvvGNbxQYSrIK9vv9ZTkd8iWWmcDvW1pasGnTJgBDIT9WsbK0AkBfXx+SySRyuZwHCAaxHJIl3nVdIbnZbBaJRAK5XE7cP51OC4D7+/uxcuVKj1dJDteVO8bK+VsssbKmu/fee3H48OEzAywAdHV1obm5WQDHkiY3Kt+yLRfY6upqAeyqVavw/PPPC7XIgGazWSFtuVyuwCAqNm4WU8Wu6w77XX7HASBA7+vr83QG13XR19eHVatWoaGhoaCNxYyp4SSWeSlb2rKF/dRTTwGosNSm02lYloXVq1eL3sRqqJycI7kDyBYlSzs3zjAMtLa2iqiHPBWZyOQ4DjZs2OAZUvLdp2x3FEsQKAf4Sy+9FH19fZUFFgC+//3vo6GhwVOp0TrwueE+n09ME7hh0WgU559/Pt59912wN2uyEHf8r33ta55pH3diBlSe38t8LAUsa76NGzcCqJDUZrNZHD9+HM3NzQXSJ2dCjFRYJcn/lS1IIsLcuXPR3d0N13UFo3K5XFHVOJFp7dq1nryncoyncp0YmqZVLnfKtm384Ac/8KR/yoCWYyjJ6lpWxayuOjo6EI/HceLECQCnxjI2UiY6ZbNZz7j92c9+VnTYQCAwLFjFpHg4UFk7rlu3DplMZuzAxmIx1NbWetSubBSNZCAVA5c7Bb82Nzfj8OHDAkyePzLlOxwmIrFWYcs5Ho9jwYIFaGhoEFO/sQDL2q26uhqGYeCNN94Ym7sxm83igQce8EhXsYl3KVDzrUO+j2EYePDBBwFAeIPY35tKpTAwMHB2kDoNYgubrfVdu3ahtbW1rDG0HFDZJtF1HXfccQeAMajjvXv3or29XaS3kCRp8vy1VJEtRHneeueddwIYcr7LlMlkxBxU9ihNVMrlcsKCT6fT4v3GjRuFm3QsxpOc8sqrEPgZowY1kUjgwQcfLAqUpmmeacpowGWVPHfuXDGmAkMSyiSr38kwzjqOIzoge7QA4MiRI1izZs2Ypzv57loiwve+9z0ApwnssmXLygZupMJSynPfcDiMZ599FkCh+24yEo+x+VGjwcFBdHZ2ejSd7IYsd7rIBpjcKVpaWka/LsiyLPz1r3/1eIPGWrhhjY2NuPzyy4VUTjVg84eOTCYjHDtE3lnE6WRJ8u8DgQA2b94M0zSLgqsWu6jrOj3xxBMUj8dLRv/LIb/fT6lUivx+PzU0NNB9990nthNIp9Njvv/ZJkXKBgHg2SIhEAjQ+vXrKRKJiG0WgsEgaZpGruuWtYhbkfbNYL5ls1l67rnnREZHWeQ4DmbOnDmqMXSkIjsm7r//fgAQYbWpQLIThadrbOVnMhlYloXrr79e8ECO5JSTd8VzYjkcSjSUcNDd3V2eOgaAl156CaqqVjTRjDvJsWPHhPqVDabJTPkZGsW+e+KJJ8Syy2KgjVTyF4LxNV3X8cgjjxRd6FWgil3Xpd/+9rfkuq5IMKsEAaDrr7+eamtrSVEUymazFAqFiia6TTbipDrHcchxnILvMpkMLVu2jKqrqymbzYqEOlVVy+KxbdsFQyInDf7tb38rOlwWAPvOO+/Qli1bxBY5rNPHSpFIhG677Tby+/2UTCYpEAiQbdsFjJjMxAx2XZdc1yXHcci2bWFbXHbZZUREYn+p0fBWVYegCgQCnut79+6l/v7+wt/LHwDg7bffpv7+fvFQXddH0bThK+W6Ll199dVENNTbiIYMAL/fP+b7n20CQABEKqqqqqKwwRMKheimm24iTdPItm2xsRjzopxnEJ0C2LIs8vv9dOLECTpy5EjB7wskdsuWLSIXVtO001bHiqKQoigC1LVr1woLzu/3k+M4VFVVdVr3nmjEbR3uuuM4pOs63XjjjeQ4DhmGIQQmf5Ox4Yg1G88ibNumXC5H8XicnnnmGQK85rUH2FwuR0eOHCFd18myLNE7xkqRSIQWLFgg7kt0alzCBF2LVEmSt/r7yEc+IoSlUvzdtm2bSFhn8ty5q6uLDh48KB5YqQe3trbSxRdfTERDPZR7H4DRzcOmAF188cXkOA65rjuspI+WXnnllQJ/gEDOtm3s3LmTDh8+LBhfKaZ/9KMfpfPPP5+IvGrLdd2KdZ6JTszLSy+9VHzmsXmslMlkaHBw0HNNcFXTNNqxYwdlMhkBbKWmIgsXLqRoNEpEQ8YYg8m9dqoTTm7XR0S0fPlyamxsrGiHNgyD3nnnHZKXYXru/uabb4pxz+fzVWz8O++884hoqKOw0cBW5LlAbIgSEc2bN4/a2toq2nbbtunVV1/1CIm4u+M41N3dTY7jCEu2UjRv3ryhh0mSCqBic+TJQq7rUjgcptmzZ4u5biU0FgB67bXXKJVKiWsC2HQ6TR9++OHQRVUVywQr8eCmpiYxnjqOQ6ZpivtOJQdFKeKlmdXV1RUVHL/fTz09PXTixAlxTQD7+uuvk2maYv/f0UQf5AcQkXCXAaD29nYKBoOePYXzd/qe6pTJZIjolGOmvr5e8KoSw53rutTd3U1vv/22uKaevDl6e3uFRI32gTxusrEluwrnzZtHfr9fNIoB507Di6Qnc2G1OlwJBoNERMKXfP7551Mul6NwOFy252kksiyL0uk0HTt27BQm/Kazs1OoYKJTbrJyaDi1GgwGqb6+XsQfiYaANQzDI7GT3TIup/6WZQkjavbs2UQ05BAq1/NUikzTpEOHDhEAKIqi6PyAvXv3FgSMyyUZUHn7APZkJRIJ8vv9Qr2zgcbPmezAliKeZaRSKYpGo3T06FFqaGgo6rw/HWI+yj5jnYhoYGCADhw4IABiq7hccGVDQLZ2Xdelt956i9asWUO6rpOmaUITVMrrMhGoVDuy2SwFg0FSFIWi0Sjt3LlTGKrBYFCMwadLjJPcUQSwH3zwgQBotAxnZz+7ytiidhyHent7qbe3t8DjlP//yUyl6s8GaSgUEq6/QCBA2Wy2IjFv5n8ymTz1TCKiVColrFY2brgXlKOW89Upz89Y8vMn4/n3nOqBAOYt2y+hUMjDn7ESD2scCiQ6CSyPefwj+WGypTwS8X9kNc5SKt8vv3dPdmktlwzDINM0xSuD7PP5xny8DOOTSqWERtCJiGKxmNDzLGGj7Un8e/l/xe6RL51TXVqZWJLyreBKnBnEGjCdTgtBUYmGBvfhVOO5FlabKqQSDYkwS6ocI+XP0zT5qABYosL8mmmafKQSkXDryYbMVJpnnoukEnnDaUyViu5P09khlehU1IHNZpbUaWAnL6lEhbnDMrDT6nhykk40smQO950cMJDzhQ3DoHQ6Ta7revb6lf9T6t7T5KVSwsV8BCD8EWNP86ehjIBkMkm5XM7j+8xfyzIckNPW98hUypfAm3RXVVVRXV3d0LVKPJhPX+Y4K0uq4zieg3yHk9hpJ8jIVCrLhHdd/+CDD4QnqyLAKopCfr+fbNs+rcDxuZAeMxYq5auPRCIEgKqrq8nn8xFRBYE1TVNIXjgcJsuyKJfLiRgs/04mvn4uJbSdDpXq+JZlUTabpaNHj4qEtooBy0aUoiiUSqUIAEUiEbroootEWIl/S+Qd8LmXTVNxKpW439vbSy0tLXThhRdSdXU1EVUIWDnsRzQEXmNjI335y1+mH//4x5782WLATlvHI1MpiTVN03PCCFGFgNV1XYBjGAZZlkWxWIxisRhXbHoyPM6kEhHNmDFD9AoAwmEx0qIpOfWS002HCyZP0/iTSjQ0D1VVtejq9XLU5HAuyN7e3umpzFkilWjIipXdhzJA5bgU81fP8evJPNczUe9pKkHCVyyvNh/LSjjOKVZVlT744IPpOepZIpVoKBWyublZXJSBLUeV8m/yV6in0+lpiT1LpBIR1dbW0pIlSzwZFGON6gCgbDZLPT09Y6/lNI2aVCKiaDRKixcvJkVRSNf10zJ45FxhznLMZDK0Z8+eytZ4msoilWhoAjxr1qyCDAqi8iIvsmeJyBu4P3jwIBXbEm6axol27Ngh9unj/f7yD0warsgbN8p7/tXU1GDZsmWIxWLTwI4zCXGcOXMm+Xw+sc8hUfmbS8kuQ96NjIgokUhQT0/PmBcdTdMYiLey5V2v+bXc467lDZXlzasVRcGuXbumJXacSUisqqrU1tYmxlnZrViKeIERE89j+bvdu3cTpuc940oey2jJkiVi37/R+HmHi9Cwm3Lbtm1jr+k0jYo8wC5fvlxsYMlb2pbrgcoPzfH+C5Zl0e7duz0bX5zrBAwduiS/MlXqGcLrryiK8vbbb6OtrY0OHjxIRCSkdzTeJyISW7eebAT19PTQU089Ra7rQlXVczqEl0gk8Pjjj9OGDRuopaWFmpqaqLm5mZqammjevHm0fft2tLa2ir07eLPqk/sbl807zw9t28Y111xDL774YoF7cCTK3zqId7/m7AjTNOmyyy6jrVu3knKOJyqbpomVK1fSjh07hJZjvvn9fopEIlRfX0+NjY1UX19PVVVVNHPmTGpoaKA5c+ZQY2Mj1dTUUE1NDdXV1VEkEuGF1MPzNZfL4Uc/+pGwhMs9CatU4flwV1dXRdXNZKNMJoNt27aJcwCKHa40XJF/5/P50NbWhjVr1uD222/Hxo0b8dRTTyEejxfnreu6ePbZZ8d0RmyxwsCuX7/+nAYWAK677joQDZ3kUe5UUlEUaJoGwzAK/sPX29ra8MILLwzP256eHjQ1NY16HluqaJoGXdfR09NzTgJrWRbeeustRKNRAVb+iR6linLyyFG/3w+fz+fBpr29HQcPHhS8LTB5a2pq6IorrhhTQKAYcd7x888/T7lc7pwDV9d1evTRRymVSomdZTk9t5z/yoc1WZYl0pY0TaNwOExXXnkltbS0DH+TTCaDrVu3FniTxlJ4TAmFQli2bBk6OzthWdY5A+7g4CCOHz+OOXPmgGjIFz+ao+X4sEM+UK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"},{"id":"e31324b6-2b81-44e2-9216-5f1d7ff65b1b","height":30.14,"width":24,"perimeter":106.86,"area":177.37,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAI0AAACwCAYAAAAyuu3WAAAABmJLR0QA/wD/AP+gvaeTAAAGKUlEQVR4nO3av27TagCG8df/3aRpS4WKxIAYyoLEzsA9ILEzcBNI3AM3wGWxIKYiMSGKgLZJazt2vzMUW4czUL1KOMXk+UmoJhHmq/v4s/s5EmCK+o2jo6Nwdnamvb29mxwP/geXl5e/fD9N02F7Pp9rOp0qTVPdvXs3kqRUktq2Da9fv9abN290enqqnZ2d3zlm/OHatlXbtkqSRCEEPXr0SM+fP1cIIURRFKWS9OXLF717904fPnxQkiT6+vXrTY8bv1EURb98P0kSLZdLJUmiruv0+fNnHR4e6tmzZ5J+zDS3b99WWZbDPwoh/MYh46Zd9/PNskxJkmg6naqqKnVdp5OTk+GylkoaqorjWCGEn65p2Dxd16nrOp2eng6v1XWtJEkk/YimKApFUaQQgkII194o4e+WJImiKFKapoqiSFEUKc/zYYYaZpqqqhTHsbquUxzHNzpo/F7XXZ66rhuuNk3TDF/zPJf0I5osy5Tnubquk3T9r2T4+3Vd91NccRwPN9BMKbARDWxEAxvRwEY0sBENbEQD2xDN9+/fh8WbsdvZ2Rm+l8lkIulqnWE2m63t//j3o5bJZDKsnv4txzCKIm1tbUm6WiFumkZt20r6sbh3fHys+/fvD6t+y+Xy5ka7Bv0zkzRNVVWVyrLUcrnUfD5fy/7zPFdRFKrrWk3T6Pz8fHivaZprnyL/6fonA1VVSbo6jmVZKsuyq79L0t7e3rAa3C8bj9lsNhtWNC8uLlRV1fDZkOl0qsVisdL+m6ZR0zRKkkRZlmm5XA4rpv9dSR2jPpp+Arm8vFRd18NJl0pXZ87R0ZEmk4myLFv5oN60s7OzYTtNU7Vtq8lkorOzs+HsWcXu7q5OTk6Gp8HS1aOX/hLVPw0eq/4y1J8Qy+VSRVH8/OwphKC2bX+aZsesP0P6j3l0XafFYqEkSdbyXK2/fOd5rjiOVde10jQdXu8P+ljlea62bXVxcTEcr9lsNnx/qSQtFgs9ffpUb9++1fHx8ejjadtWIQQVRaGqqrS9vb22+xlJuri4kHR1s9jPXP1Z2b8+Zv19WZZl2t3d1cOHD/X48ePhxjiVpNlsFs3n87C/vy9Jo59e+88E9ZeROI71/v17vXz5ci37z7JMTdMMkTx58kQvXrzQnTt3VJblENVYtW07zNBlWerg4EAPHjxQkiTjPhtcdV0HSaEoiiBppT9RFIU4jkOapqEsy/Dq1asQxn73a9iYz3Wen58rTVPVdb3yvvpPOPaXp3v37q1hhOPBivCaRGO/kTEQDWxEAxvRwEY0sBENbEQD28ZE8zc8vf9TbEw0WB+igY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYEtvegD/l+l0qsvLS0VRtPK+QgjD17IstVwuV97nmGzMTPPx40fleT78wFcxnU6VJIlCCKrrWm3brmGE47ExM83h4aGqqlJRFKrreqV9LRYLSVKaporjWEmSrGOIo7ExM835+bkkqeu6lfcVx7HKslTXdcP2JtmYmWZra2vYjuPVzpUoitS2rUIIattW8/l81eGNysZEk+e5yrJUFEUr39fs7+/r06dPkqRbt27p4OBgHUMcjdV/lRiJEEL49u2bdnZ2Vr5EzedzTadTFUWh09NTbW9vK0mSjTmWgO0fH24TwHEcPu8AAAAASUVORK5CYII="},{"id":"948b1251-2967-4dbb-8169-82776d798077","height":30.66,"width":18.92,"perimeter":98.57,"area":399.4,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHAAAACzCAYAAABRnJhRAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1deWxcxRn/vXPv9W1IbCcpJBASKYFAglLOiFKIRAuogKAKPShUKgLatKWlUquKigJtONpKVUEIgUAqSgO04mxFKQUKVQuEBEKcCxpjx+Dg2+vdffuOr38433jeem2vvbt2drM/aWT7efe9efOb75hvvpkBqihrKPNdgUpHR0cHWZYF0zQBAIqi+H4Ske/nZNB1HUSEVCqFcDiM1tZWBQD0ktW8CgCAZVl4+OGH8fjjj0NRFB+BMmm6PjUVpmmis7MTxx9/PG644Qa4rkuaplUFsNR44oknCACpqkqappGu66TrOhmGQYZhiL9VVZ2yBINBAkAA6PTTT6cPP/yQgKoElhzpdBq6rsNxHN/1bAnM5z6apkFVVRw+fBhDQ0MAqgTOCVRVFb/LKlQmUdO0Ke/heR5c14XrumhqakJLSwuAKoElh6IoyGQyE+yf/H8imiCh2YhGo/A8D+l0Gl1dXejq6gJQJbDkyGQyME0TmUxGSJtMYL4SmEgkAIw5Ow0NDQiFQmN/l6LSVYyDiJDJZCZcy4brutPeS1VVOI4D27bFPdRpvlPFUY4qgWWOKoFljiqBZY4qgWWOKoFljiqBZY4qgWWOKoFljiqBZY4qgWWOKoFljiqBZY4qgWWOKoFljiqBZY4qgWWOKoFljiqBZY4qgWWOKoFljiqBZY4qgWWOKoFljiqBZY4qgWWOKoFljiqBZY4qgWWOKoFljiqBZY4qgWWOKoFljiqBZY4qgWWOKoFljiqBZY6y26XCsiwiIgwNDaG7uxsDAwNwXRcHDx6E67ogIrFlh+u6UBQFmqahvr4eLS0tCAaDiMfjWLJkCe/dUtb7jR3VBJK0H0dnZyf27NmD3/zmN9i9ezd27dqFvXv3IpFIwDRNeJ4nNsuRCQQgtrqqqalBJpNBXV0dLrjgApx22ml49tlnad26dWhubhbPLXdS5xVERIlEgj766CN68skn6aqrrqJIJEKKovgKjmz8Vkjhe6mqSkuXLqXrr7+enn32Wfrkk0/Isqz8NzKbAg8++GBR6oojG+YBoKVLl9IHH3xQlPoVBaOjo0RE9Mknn9DWrVtp06ZN1NbWJio+FwTytVAoROvXr6ff/e531NnZSa7r0sDAwKwbq6IJtG2bUqkUpdNpuu2222j9+vWisrquUywWo0Ag4GvsUhEYCoXEdU3TCADV19fTj370I0EkzWR7wSOoSAItyyLHcWj79u10/fXXUzwep3g8LhouEAiQrus5G7tUBHLjMJnBYJBUVSXDMKimpoZuueUW+ve//z1jEiuOwEwmQ4cOHaJbb72VWlpaBBnZpCiKIjZD1XV9zlRo9vP570AgQC0tLXTHHXdQX19f3kRWDIFERJlMhu6++26qra31VaympoaAMbUZDAaFJKqq6iO4lASapknAmPqMxWK+HXJjsZjvexdddBG9//77eZFY9gSyV/nUU0/R6tWrCQCFw2FRGbY9pmmSYRg+VRYIBMgwjDkhEEekjIkEQIZhiL+j0Sjpuk6RSISAMfu4ZcsWGhkZoaGhoUkbs6wJJCLat28fff/736doNErRaFRUJhwO+9QT26FcBMnXS0WgXB/DMHwSKKtY7lj89zXXXDOlSi1bAh3Hofb2dlq3bp1QiaUs0xFcaAeQ7aH8PrFYjE455RTq6emhZDI5oVH/8Ic/lJTAksRCiYj+9re/YeXKlXj33XfheV4pHuMDb2nMRVVVXykU8jvI90wkEuju7sZpp52GAwcOwPM8H4nhcLjgZ0+FohNIRPTQQw/h8ssvh6IoIj5ZanieN6EQkSjFfpZ8cAfHZc877zzs2LHDFwIsdVSuqARalkX33HMPvv3tb/s28Z5uP+hSodgEstTx7vGapol3i8ViGBoawnnnnYf9+/cLEuvr64vy7EnrVKwbOY5DW7Zswa233grTNGEYBlzXhed5c0IgNyafrcBF3i2+ELAKzVbHmqaJTc09z4Nt2zj33HPxj3/8A0REyWSy4GeXHI7j0K9//WsCxsZ07Hpnu+WlLNM5JsXyYjVN83ml8jBEHr+2tbVRf38//eIXvyipE1MwOjo66Le//S0B8MUTZdecx3JzXbJJKwaBiqKQpmm+eyiKQqZpivcNhUKkqirdeOONdOaZZ/qGJIWUohPoui498sgjoufxS8ljqoaGhjkji88nMgyDAoEABYNBCofDFA6HCyZwqk5omqbQNIZhiME+AGpsbCzaO+YicNYTukREzz33HK6//noxccrOgqz3+/r6Jr2HfJKJaZpIp9MwDAO2bYvPsH2Rv8PPCQaDOOmkk7Bs2TIsX74cra2tWLp0KZqamqBpmjhfQdM04XgMDAzg448/xkcffYR9+/bhvffew4EDB6DrOmzbhq7rCAQCGB0dBQAYhiFsGwAEAgEAY6eSaZqGQCDge1/btn317+3tnUXr5o9ZEUhEtH37dmzevBnRaFQcxFQI0uk0VFWFbdvCAWpqasLIyIg4uoaIoCgKFi1ahNNPPx0bNmzAhg0bsHLlSjiO4zvCjc8aYqcmFwYGBrBnzx7s27cPf/3rX/H666/j0KFDcBxHkM5kxGIx2LaNdDoNAKKjlYWTkg0ioosvvliIdvbUT75FDmXxPUzT9DkJrLpCoRCdccYZdN9999Hhw4eJiMjzPOLJYNd1yXEcymQyZFkW2bZNjuOQ53lERDQyMkKZTIay4XkejYyMkOM4RET0wAMPUEtLCwUCARFkl98ze9pLVpelLkWxgUREd999N4VCIdJ1vaAwWXYwub6+Xvwej8fF58444wz64x//SF1dXURE5DgODQwMCBLS6fQEYmS4rismZImIUqkUjYyM0JEEKQEmuLe3l+655x465ZRThE2VJ5eZPK7rbDvwnBNIRLRnzx6KxWKkKArFYrGChgkygXJPVhSFIpEI1dbW0ve+9z0xdSPDcRxKp9Nk2/aE65lMhjKZDNm27SPO8zzxP5ZMz/MonU4LSWZJJCJqb2+nb33rW4IgmcBoNOqbKSkLAh3HoY0bN4oX4p+zHSZkSyB7rOxBvvDCC6IxR0dHyXVd8jxvguQMDw+T4zi+IhPHUjgdhoeHc/7+yiuv0LJly0S95eFRXV3dnJBXMIG2bdODDz5IpmmKI0OBiTZrtgTyGDIej9OGDRuIiCiZTApbRkRk2zaNjo6S53nkOA4NDg5SMpmclBDHcXzqUpa6ZDJJo6Oj4t4yYZlMRqhdTv/o6+ujSy65hAD4xnXFGuOVnMBUKkUrVqzwSRvnjsy2QrlSGjZt2kTJZFI0NtulwcFBn3qTwZ9xHIcsy/KpSCaMf9q2PeF/shq2bVvcL1vaOzs76Zvf/KaQPpbEuYo2zZpA13XpvvvuE44Fk6ZpmpCcqaIebNMAvx3ha+wI/eQnP6H+/v6cDTsf8DxPFLnz3HDDDT7nLZczw+9dzLnQWRM4PDws0iGYQE3TfJWbjkAmzzAM0jRNuOj8v+9+97vU2dlJRERDQ0NCSlKp1LyQR+QnkGjMO2Vbevnll1N9fb1PAvlUan5HbptikTgrAjOZDD322GOisbmXcdiKKz4dgZxOIZOnaRoFg0G69NJLfcMC9hSz3f+5RjaBPFzhOl155ZW++G+uxuaOO28EHj58mNasWUOKolA8Hve5zpMl3eYqsuPD5JmmSWvXrhWSx0m+3HjZ3uZcI5tAy7KE08S29rLLLvNpErlkx4jnnEDbtumBBx4QleDkIjlgPFnW2GRqlNWMoih03HHH0QcffEBEY5lrDB6TZV+fa8gEsirnutm2Lbzb008/XfgFpmmKdy22czPjnBhd1/HII48AGJvI5EnNYDAI27ZhWZYv/jgViAg1NTXiyG0iwubNm7FixQo4joNgMCg+Gw6H4XkeLMuCaZp53b/U4PcMh8MiuB6NRuE4DrZs2SJWN7muC8MwAEBMZhcjJ2cyTHpnIqKXXnoJu3btgq7r0DQNoVBowqnMHDCeDoFAQAS9w+EwVq1ahRtvvBEAkEqloGka+vr6RCqGZVlwHEc0xnxD13UMDw/DcRzfDEkgEMD69etxzTXXIBgMTjiNulhJVTPG6OgofeELX/BlJcsGW57zQ55eKNsE0zTpn//8JxGND6DleGb24Hy+PFFZhcqq3LZtnz0kIuru7qY1a9b4nJZCghy5yoxs4ODgoCCqWJVgO3HnnXcKB4Vjl+UO13Xp/fffF3aeZ1iKaQfztoFERP/5z38AjKm3YuR1mqYJx3EQjUZx6aWXwjRN2LYNVVWPGjVZCFRVRXNzMzZt2gQAwtbL2XkleW6ui8lkEs899xwMwyhaSh4vgb7iiiuwYsUKeJ4HwzBE7mgloK6uDj/4wQ9QV1cn2o2OTEKXCjkJ3L9/P15++WXx8GJlNgcCAdx8882wbVv0TDlJthJw6qmnYt26dQCAUChUcgdmwt2JiN544w3s3bsXjuP4hg+FgIiwevVqrFmzBp7niRwYfkalgIhw5ZVXIhAIiLSOOR1GOI6DN954Q6i1Yj2ciPC1r30NgD9Tm21jJcAwDDiOg40bN+K0006DZVkASpteP4Gdzz77DO+++67PsSgGicuXL8ell14qsrU5eQlAeSYGZYG1lGEYaGpqwhVXXCH+Vyw/IhcmMPPpp5/if//7n0hL59S8QnHxxRfj+OOPBxGJ1HuWvHg8XvD95xu2bQutlUqlcOGFFyIYDEJV1ZI6aT4CiYheeOEFWJY1qzAWS5QssRwi27hxI5LJpNh0h4mUcyjLGYFAQOSihkIhrFq1Ci0tLaitrQUwcflbdpktJkjgq6++KiROObJNVb4SyD1NXtCSyWQQj8exePFixGIxAOOudSV5nwzZ9Fx00UUl76A+ApPJJF5//XUheZzgmg8URfF5q5qmiWsrV67E4sWLBWFzseBzrkFEvveybRtXX311yYdJPgI/+eQTpNNpH4Ez9RAVaeEjS9k555wjVGl2j6xEKWTSzjjjDNTW1s4NgZ7n0e7du6EoinB/VVXNW33y5+RFkJ7nIR6P49xzzwURidW68nRLpYADHo7jwPM86LqOUCiEk08+uaTPFQQqioK33npLLPIAxsZoM1mcyYN+TdMEOQ0NDVi9erVYKWsYhiCZpbSUbvZcQ7btmUwGZ5555twM5AcGBvDOO+/4VOZM43gssbIhr62tRXNzs2/FrHzv+Vp+XSqw7WesWbNmblTooUOH0NHRASJCNBoFMDapOhMS+XMyKaFQyDccYUmUQ2iVYAdlf0FRFDHx29LSUtLnCgJ7e3vR3t4ORVHE2jhVVfMeRvD4jgf//P1TTjnFF5ZjFVMJU0gy5NQSbodUKoWTTjoJGzZsADDeeQH4NFIhJkQQODo6KgjTdV3cON8oAg/OZXc6HA5jyZIlFacmJwMTYRiGSEGpra3F0qVLAfg1TbHsvnrkZvTRRx8JNcDe4kweIts3eUDf0tJSUU7KVMg2BZwvdOKJJ+Y0EzNt41wQEnjw4MGcFcrX1ZdVLVfWtm00NTVVzITtTEBEwpQwgbIDV1QJBIDh4WGhPtk+zYRA+XP8/Wg0iuOOOy7v1MNKgNyJuR2WLVs2qQQWCkHg4cOHxfhtsk1tpoJcGf69ubkZkUik4EqWCybrqDU1NRNiv0WXwN7eXt9cHTDuKeXjhPAsOwCRM3niiSciGo368kgrHezEyfmtsn9QbPhEjOOV/DAemOerRmWJNQxDbPlxtGRXlxJMmHz4iKZpMAxj0h0Li6pCNU3zjf/kyuTTe1RVRTqdFmrEcRwsWrTomCAPGFefuq77JM7zPKiqitbWVh9h8lKCQqACQE9PzwTyZBwrw4BSgUOGsh1kz7xQ1aoCwIEDBzAwMDB2QZqBkN3eKmYHJk2WUAC+sFvBM/JdXV2CQDm0UyVu5sgmg6eZTNP0pRgW1QtNJBJIJBLixnOVVXwsgAmsqakBMHHr5kJ3NBYGjwOwctRkrrZLrgRM1U6qqmLBggUAxttZ9jUKVqF8M9n+yaGxSsqcnivIfoSiKCKonyuMVkj7CgKzjelkv1cxcyiKgubm5glDqmIIiAqMq8rsG2W7vNOB5wSDwWDJdow/WiHbNlkY5KhMKpXy5c7yZwpZWuBToXIlZtrwvM0/4B/jHCvSO1mck9sg+1TR7M/NFr5IjHzz2WSMcYW4R3Es9VibTpI1DzssHFPmdi2WdlKBMdXHao8fmN2LZvoCcgC8ktIHJ0P2XF92+8lhRv5cMaACQGNjo0h7l8maTdIREydL3rHuxRIRPvvsM9+1YnVqFQCWLFniW4Qh/jmDqAHnhPL3udcB83dyy3wge8EKz+Z8/PHHgjRuj2L4ByoAtLa2iiVe8k35QfkSKH/W8zwkk8mKWbw5HbI7vuyFep6Hjo4O37n22d+ZLVRgLPVBXs+dHcyeCWQjnclkjhkCJwPbw76+PjG1JJumQs2LCoxv0c8JtzzgdF0373wWDtQy+bquY+/evejv7y+oguUCWUu5ruvbxIGdw0gkAtd1hWmRO/tsIeiPRCI51eBMF7ew/rdtG729vaKyxwLkXKLs6SPLskoynBIE1tXVTZj/m8mMPINnpD3Pw6FDhzA8PFzkKh+d4Ay+7PbiNPvR0VHf+Bgo8kC+oaFhwjwg6+98Ccx2jfv6+tDb23vMhNNkE8JqlIiQSqV8Dl0xo1PCwDU3N+fUyTNtfPa0gDG10dXVdcyE02QCZXWaSqXEmkuguAQKCWxtbfUNG+SxWz4kym6zbA8PHDhQtMoezcjWPnJib39//6RCUZScGE3TlLa2NrEtBru7M3lIrkppmoYPP/ywoAqWC7JnblgAPM/DwYMHfW1YzNCiYKmxsRGmaeYkLt9ekmtz056enmLU86jHZNlmqVQKnZ2dvnbJ9tgLgbhrW1ubOMaNj4FjFzifHsPn7MmZ3J7nobOz07exQSaTESmMlTjEkDVRMplEJBLB9u3bRSpFdqhN9hlmA0FgNBrFmjVrfCcz8w6DM1Gh2ZncyWQS+/btEz2Td2kCMKMOUi6QJS8cDuP9999He3t7yZ4nCNR1HWefffaEpCYgPyeGhxsc1WEMDg7itddeE1EeYHwcpOt6xWS+ybZP3vi8s7MTHR0dJXuuINAwDGXlypUA/AtV8o0e8ExEdlpiMpnEK6+8Al3XJ+0clUAgL+CRj3K1bRuffvppUU44nQw+j6O5uRnRaNTXg/JFdk6NPCbavn07AIjkVsA/7KgEyAlLrFl0Xcebb77pGwMWGxNWJ61atQrAuIORPSbMF/Li0K6uLuzfv9+XZi4TXAmRGk3TxLaZuq6Lc39ff/31kj7XR6Cmadi4cSOAcRXHawbzQXYMkKXSsiw888wzyGQyvjgg72hUSTkz3BlN00R7ezu6u7tLuiOHj8BQKKScc845qK+vBzC+VHqmMxIyWLX8/e9/x8jIiLguZ31XggS6rivWAdq2DUVR8Kc//cl3EnYpMGE2ce3atWhraxPr5WcCefKWf2dV/Oqrr+Kdd94BESGRSEDXdei67suVLGdwxpm8E/HTTz8tnBs52SlXmS0mEBgOh3H++edD0zSkUikAKEoDO46Dp59+GoqiIBqNoq+vD0SEUChUUiM/l0ilUkLj7N+/H3v27Cm5ecg5n3/RRRdNmGEuFLZt4+WXX0Y6nUYqlUJDQ4MgrhIkEBjbVgwYa6+tW7fOiYc9gUBFUZRVq1ahra0NqqoiGAwWrSKHDh3Ctm3bxN+maSKRSFRM2iFPBAwODmLr1q2oq6sDUNqsvJwt19zcjKuuusq3dXKhYHt3//33IxgMYmhoSKQeVMpYkDvjq6++igMHDmBwcBDA5NuPlAxERO3t7QQU95B7Pixy27ZtvpM6KwV8oNcXv/hFcVStfPpboSXvw68URVGWL1+Oz3/+80V18dnW3XXXXTh48KBwtysBfNbhtm3b8NJLL4nrpd6lY1Lj43kevvSlL8E0zaI0shyp2LFjBx599FHfdiblDl3X0d/fj5/+9KcivqsoCvr6+oq2pciM0dvbK44f50MNWYwDgQCpqiqKMs0BkKw+DcMg0zQpHA7Tm2++Kc6K55OhLcuacPjxfB2GnH0I8uDgIBGNn6PLB0Dy/2+55RZxQjcwfuq3fL58IWXGZ+g2NDTgkksuAQDh8kejUSjK2MbofCRrPk4IRyNIyti+6aabxECfNwzXNE2oHXYCjobNgmzbRk1NDSzLQjgcFgtZeaJ227Zt2Lp1K4aGhsSOx3QkoD1v2elERP/9739pwYIFFAqFRA/gHsUncgLTH8FqGAaFQiFxomU8HicAtHnzZnJdV/TuoaEhSqVS5DgOjYyMENH8nWQtS6B8LDprDT59tLOzk04++WTRFpqm+SSvWI7grM6RT6fT9J3vfIcAUH19vaiQfJ6upmnTEshqVv4Od4C77rqLiIg6OjpE48nn5nKDzTVk8viYWPnsXNu2ybZt+sY3viHMSjQaFZ1cPkt33ggkItq+fbuwYcFgUNg9uXLTESj3RPlMXr7vn//8Z9FwbA8TicS8nq+bbQNd1yXXdSmdTgsS77jjDp9G4TZiEos5DJsVgcDYoSB33XWXIIxVAx/2mw+BgUBAjIlkVVpbWyuuvfPOO77GYbXqOM5RQSDXh4hoZGSEnnjiCVJVlQzDEG0id85AIHB0EAgAmUyG1q5d67shV5p72lRF13VxDLmqqr4jupubm0lRFIrFYvT888+LBuJGnC/IBHKnGh4eJsuy6KmnnhLag6UvEonklMR5VaGM4eFh+v3vfy8qzWTwz3xUKDB+Fj0f0c02g++zaNEieuaZZ4ho3A6y2z6fBHLkyHVdeuaZZ6ixsZGCwaCod11dnWgHfif5veadQABIpVJ09tlnUywW8xEpV5Lto6ZpExyX7CI7OADEGKqpqYkeeOABYf9kO5hKpXxjR5bUXHAcxyfBjuOQZVkTVDL/LTtL8nf5+sjICN15551C7XMb5NOB8+3gJSXQsizq7u729axwOOzT+/LgfiYEsjqORCLi9xtuuIF6e3uJiIQEcOPKQwvHcch1XUqlUjQ6OkqZTIY8zyPXdYWnmK2Kbdv2dQbuKCMjI+JaJpMRz92zZw9de+21ou7xeFy0QSwWKw8CgTFV+tBDDwkC5BszGbMh0DRN4eQoikILFy4kVVXpwgsvpIGBAUGiLH1M0vDw8KRSKJPMhKRSKUqn0z5JzB5ryvd87bXXaN26daJj8ZhYHgqVDYEAMDAwQOvXr6dIJCLsmUxGrtDadATiiDTLoSj53j/84Q+pp6eHiMg3Duvr6xOEOo4jJM5xHCGZUzlClmWJDuJ5Hg0MDAipa29vp69+9asEjIcSdV0XKlS+XlYEjo6O0s6dO2nhwoUUCATEcGKquGg+BHIJBoMUjUYpEAj4Iho1NTV022230ccff+yLj8q/p9PpnLFU2Y5aliVUrSyhLN1vv/02feUrX6F4PE6RSIQCgYDorHLduVEjkUh5EQiMOTQvvPCCuDk7M7nUZj4E6rpOoVDI59XKnw0EAqK3L1myhG6//XZ6++236bPPPhPEyWB1mclkhPrMBc/zKJFIUDqdprfeeotuvvlmWrhwYc46x2IxQaSiKBQOh8Xnyo5AACAiuu+++4SkMIG5iJqOQMA/XgqHw4Iw9vZ0XadgMEjBYFBcW716Nd1+++20c+dO6u7uFlLEqlSWsGyPtLu7m1588UW69957afny5eLZ0WiUwuGwCIcpytgYVZ5VCIVCM4oFl4rAgub6FUVRHMeh4eFh/PKXvyxo8peP8Gbw3KEiZXjz4VycewIAO3fuxK5du3DHHXcgHA6joaEBbW1tOOGEE9DY2AjXdTEyMoLGxkYMDw+jq6sLHR0d6O/vh2VZSCQSYrkbny7K208DEO/EOa08P8oZe5Nt4lo24B590003+dQcjvRk/p2lNJd3WszB7nwV2RuVIzSbNm2iF198kVatWiU8V2A8ijWTdy+6CmUwiddee63wInlKBYCPVH5Jdk7yVR/lUtipAUCLFy8morHgQ6kILEo+n6KM5Vw89NBDuPrqqxEKhcSeYIFAYIJ6oSOTwJqmVUxKIQAsWLAAnudhdHQUixYtwmuvvYaenp75S6mYKVgSf/7zn0/oPaxa5B6n67ovHFXOhTWJYRhUU1NDjz76KNGRntvT03N0q1AZrDI2b94svEpWKbJa5ZeuBPsHjJuJUChE9957L/X394sGTiaT5UMgMDbQz2Qy9OSTT/pcba4Ejxkryf5xZ73//vtpeHjY17gdHR3lRSDDdV3atm0bNTQ0UG1tra/ShmFUFIEAaMuWLTQ0NDShYROJRHkSCABERLt376YVK1b4YoiyKq0ENfqrX/2KPM/L2ai9vb3lSyAwRqJt23TvvffScccdR8CYrZDTEFit5sqjlHNS2RGaSQSDvzvZ57MbUVVVX/34e3KiEk9Mf+5zn6P29nbKZDKTNujQ0BCdffbZvpzayZ493TuoqkpLly7lpQ9zCw4UX3DBBaJS8Xg8Z+w0EAiIcBZfy/W5mdpS/g53FC6hUMgX25SLYRi+YDbX6etf/zp1d3dTX1/flI05NDREJ5xwgng+B79N08x7NgMYi8XGYjFasmQJ7dq1a+4JBMZI9DyPHn/8cZFLyT3LNM1J80c41ioHj2fSe+WG4PhrrritaZpkGIYvciSnfnAqyI9//GORPTfdOw8NDdHatWspHA77EsH4frnqkV3C4bD4ffHixdTV1TU/BDJYrT7++ON06qmnihdhYvh3wzB8lYdESD6TxpCImYpwOROAP5+daaYoCl122WW0Y8cOMYuRz7uOjo7SsmXLfBKda0g1nQRGIhFqaGiglStX0oEDB+aXQAYRUU9PDz388MN0/vnni5eRs7tYpQYCgQlEyLHHqUo20dmqVP6sLHHAWEz33HPPpX/96180MDCQ09OcCpZl0YYNG8SQilXyTGbzZSldunQpvffee0cHgQyew/vLX/5CZ3PgOqYAAAFySURBVJ11FgFjBl4mshiFHaZcUhsMBn3Srus6ffnLX6bHHntMzDfO5t1c16XrrruOli1bJlQo2z+e4ecOOllpaGggYGxS+2c/+5moy1G3OM+yLDJNEz09PXj++efx5JNPYvv27WJtPa8p5I2CeIuvfBbY8PfkTWkNw4BpmmJbMAA488wzcd111+Hiiy/GwoULoeu6iPfOBp7nkaIoSCaTor6GYYgld7zx0XQIBAKwLEusmjYM4+heXUlENDw8jM7OTuzYsQP79u3Du+++iw8//BCHDx9GIpFAJpOZ9XxcJBJBfX09ampqcPLJJ+Occ87BWWedhcWLF6O2thamaR7V7QMchRI4GVzXJZaeTz/9FLt378bOnTuxd+9e9Pb24tChQxgaGsLAwICQpOwtpBsbG9Ha2ooFCxagtbUVJ510ElatWoUlS5agqakJAAqStPlAWVU2G47jkLwJg7wrknz8AR9KIm9nwpIbDAbLug2qKHP8H+MPGk9ftXPOAAAAAElFTkSuQmCC"},{"id":"f87a3654-113e-4619-844c-dd791b92c36d","height":30.66,"width":18.92,"perimeter":98.57,"area":397.84,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHAAAACzCAYAAABRnJhRAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1de2wc1fX+5rmPsb2283AexglQyKOBJCS05RlApAJFSkspbUEVLUUqRbQoKtDSPwpSVaSqFZTyoxKkadXSiARKWyAUAaVEvBKeISElzwbIO7GDHdv7mJ3X+f2xOTd3dtf2Oh7HXmc/aZT1Znbmzv3mnHvOueeeC9RQ1VBGugGnAnbt2kV1dXXo6emBYRhQFAWGYcC2bWia1u9vHceBZVkAANu2kcvlkEgkkEwmMWnSJEU/GQ9wKoOI6Le//S2ef/55bNy4Efl8HpZlIZVKIZvNQtcHpsCyLORyOXR2dkLTNFx66aW44447TkLra0A2m6UrrriCABAAqq+vp4aGBrIsiwCQoij9HgBI13VKJpOUTCYJADU2NtLDDz9MAFCTwGFGPB5HLpcDACiKgt7eXgCApmkwTROO4/T7+4aGBvT09MDzPPFdd3c3XNcFUCNw2NHZ2YkgCJBMJhEEAWzbBgAQERzHGVCFZrNZaJoGVVVhmiZc10UQBDBNE0CNwGFHPB4HESGXy4GIxHdBEMBxnJBk9QVVVQEUyORr8Hc1AocZhmHAdV0QEVRVhaZpcBwHQRBA13UEQdDv7xVFge/74jy+nqIUHIgagcMM27aFmgyCAEQkpKgS6QMKJPJvfN8HADF2qlE3uIaTixqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjqqrUuF5Hrmui0wmg97eXnR0dMBxHHR1daGjo0PUH+MSHr7vQ9M0NDQ0oLm5GZZlIZFIoKWlBZMmTQIAaJpWtUX/RjWBRERBEEBVVfT29uLjjz/G6tWrsXHjRnzwwQfYtWsX9u7dC8MwQETI5/MACrVUAMB1XVFXhaEoChoaGjBnzhyce+65WLhwId544w2aPXs2mpqa+JyqIXTUEeh5Hmmahmw2i/feew9r1qzB2rVr8dZbb5UQoqqqkDIZMmGe56GYj56eHqxbtw7r1q1DIpEQUnvBBRfg61//OrZs2ULTp09HPB6HqqqjmsxRQ2AQBKQoCj744AM8+eSTeOmll7Br1y64rotsNivO44pHA1U4qhTZbBaxWAy6ruP111/H66+/jkmTJmHp0qVYvHgxurq6qLGxsaqk8qQim81SPp+nd955h26++WZqbGwkXddFOUYAZBgG1dXVUSwWEyUYKz0qKeeIYyUd4/E46bpOAEhVVUokEnThhRfSww8/TLZtE3G5pEGgu7ubzj///FB7BtP+4t+oqkoA6KGHHhp0WyJFZ2cnERH94Q9/oEsuuaTPhpumSfF4nDRNCz2EYRgVdcZABKZSKdEpOPaymKYZunZTUxMtWLCAVq5cSblcjhzHqbjzxhyBdAwvvvhiiDjDMCgej1MsFqO6ujpR3LT4YPLkTu/vqFQC+UUp/s4wjND1li5dSuvWraN0Ol1RB44ZApm4N954g5YsWUIAKBaLhYiQpUxRFCENqqqSpmmUSCQoFotFqkLlNiiKQpqmifsxeXxP0zQJKFTd/cUvfkEdHR3k+36/HTkmCCQi2rJlC/34xz+m8ePHC4mD1DkAKB6PC9VYyYMWS0dfD1+JBKqqSvF4XJDEB7cvmUySYRikaZoYL8855xzatGkTua7bZ2dWNYFERL7v0z//+U+6/PLLS9SlLH1sPHCD5Y6UO5ulpNKOGIjAvl4CTdMoHo+XvGSqqpKqqqTrOhmGQalUipYvX96nJA43gcPmRvAD3XXXXVi9ejUOHDiAWCyGfD4v/DnZFZBrZ3I5Yvlv+XOx39cX5Dqbff2/7DMWtV/chwMEAESb+d/e3l784Ac/QCaTQU9PD9XX14dcDsdx4LouYrEYfN8XfikflT5LXxgWAnO5HAHAlVdeiV27duHAgQMAgFgsBsdxQEQVFzs9UXAfyu5bMZkn4BWUIAgCxGIx3H333fjoo4/wwAMPgIiISayvr4eu6/A8T9yPI0UDFTyvBJETmE6nyXEcLFq0CO+++65oNFdo5785RBaFQ17Oxy6uLU1EA0rkiaCxsRFHjx4FAKxYsQKpVAr33nsvgiAgVVUVJsv3fRGfDYJgwA0/RgSZTIYOHjxIZ599thjTdF2nWCxW4sdVaqhUepQzTE7WoSgK1dXVib9vueUWOnz4MBEReZ4nxkDZTZHH/EquL/cdpDEwsumkI0eOkG3buOqqq7Bjxw5RKj8IAriuK3R9IpGApmmh2tFRgK8XtYRVinQ6LaT9L3/5C+677z50dnYCKDwzAFHoHChIJJ8/FERCYDqdJt/3cdlll2Hz5s1QVRWu64oGsppUFAWe5x3ftKKCbWdOFGwkDDeSySSISIxr8Xgcvu/jkUcewSOPPIKdO3eKc4v3iYhi+BhyD3Z3dxMR4YorrsDWrVuFZaXrungwLpvP0sjQNG3IxoyqqiWSp6qqOFjy+f+jltJsNivGQdM0xcYeiqLgN7/5DQ4fPoz9+/dD07TQ9gFy20YMRESO49B5551HAELhr0QiUaLHeRxkZxgVjgH9HRw5ke/D424ymRThOdM0Sdd1Mf5GcW++X3HIbcKECWKc4/txcJ6fu7jdA92DP0fmB3JkftGiRfj4448BFN5G9u/4TZTOF29c8ZvH28g4jiM2x2Bfsb89FjRNQ319PebPn4/58+djypQpmDJlCqZNm4aGhgYh7YqiiPE4nU5j3759wr156623sG/fPrS3twMoqMR8Pi/GqFgshiAIkM/nhRXLFjVLVbE70NHRUdLmTCYT+i4q6TthAnt7e/HAAw9g586dYkMn3ttHNuEr0fNMGAA0NzfjyJEjmDhxItrb24XzDxR8qt7eXsTjcZx33nmYO3cuvvnNb+K0007DpEmTYBgGdF0vGft4w41i0933ffT09GDTpk14+eWX8eyzz2Lz5s0AClu+8X59AIQjrigKHMcJuQ9VByKiNWvWUENDQ0iVFYe/KlERjY2NBEBcy7Ks0O9UVRUmummadNNNN9Ebb7xBjuMQEYl5OkYQBOT7PrmuS7lcTnzveR55nke+74cO27YpnU6Lc7dt20Y33nijUPfjxo0j4Hg4TVVV0db6+vpI3ZG+jkhjob7vU2dnJ1188cUElA8oy5H8Sg7uEPk3iURCdF48HqfbbruN9u7dS0RE+XyebNsm27YpCIKy5PSHIAjIcZwS8l3XpXQ6TUEQiAlmmTzuQE3TQn5tVRHoeR7ddddd4sKJRKJE0ngaqNIGTpw4MSTFsjF03nnn0RNPPEGZTIby+Xyosz3PIw6YO44jSHQch1zXDZ3neR45jkP5fF78HxFRT0+P+JzNZsX1WCJXr15Nra2t1NzcLNoYlQF20gnM5/P05ptvEoASggzDCElQpW8oW6sc+edr6LpO119/PfX09AiiiIi6urqEhMmEBkFQokbLwfd9QTTjWPhP/L9MKN/7lltuEW1LpVLVKYGZTIYuuuiikotyhzMJ/P+Vmuv8MrDkpVIpWrlypehIx3Gou7tbdHI2m6Wuri4iIqFK8/l8SI3yZ06BKEeo/GIEQUC2bZPneZTNZimdThMRUW9vLxERHT58mJ5//nlKpVKiIwczTIw4gURETzzxBAEIxTbl8aFcvHMwjWMSn3/+eSFhsqpkMmUVKEtesQTKvys+VzZ2mGD+u1haGb29vbR27dpBZwWMCgI7Ojpozpw5ovGVbuLLN2RLkhvD38uWXDKZpM2bN5Pv+2WJGQkwgWw4ERG99tpr1NzcHJr0Ze3BaRrlXs7hILCiWCgR0cqVK7Fnzx7hr7F/NBDYJwuCAIqiiFggf9/b2wvTNNHU1IQXXngBra2tSKfTwzL1cyLQNA25XA6macIwDORyOVxyySVYvXo1pkyZAtu20dDQIPqDjmWIa5om4qMjjkOHDtG5554r1CTrfk5tqCRlgS1MfjuLUypeffXVEvU1kDtwMhAEAeVyOdGWIAiE5bp27VphQfMzKYoiQmlRHUOSQN/36amnnsKWLVsAFCSHoyscAusPdGwilVMU5JmJIAhgWRbuu+8+XHrppdB1XUQ3OOox0nBdF/F4HPl8HplMJpSGcdlll+H+++/HuHHjABS2W7UsS4TSRsWkLY99uq6X6PSBpI/HQJZCDjTL1/jhD39IRESfffYZER036WUXYSQhuxxskfL4fGwmhlasWCHSH/m55CjVUI8TNmKIiF555ZWQEcIHW5yVpO3xw3E2F19j/vz5tG/fPtFZ3EFERJlM5uQwVAHYZWHYti0c/SAIyHVd+s53viP6KEryBiKwXxX62Wef4fHHHwdwPIrOE6WDGaA9zxPqhPNBWlpasGzZMkydOhVAYSbCsixxn2QyWbGhNNxobGyE53k4evSoSGKSjTEiwr333ov6+noAhdVPhmEgmUyOXKO7u7vpo48+IsuySlwAoOC4V2LEFLsNAMSiEaKCscJOM1EhtFXOhxspsOsgR388zxMSKBtejz76aGjeM6rjhFQoEdGdd94pVJ+ciDTYBCJZ/WqaRtOmTaNt27aNGpKGAh4P0+k0eZ5H3/rWt4RFyp0/0Ms9FAL7VaHvvPNOvyRXAlVVxXwe54ssXboUkydPHh1W2hAh53tqmoZbb70VEyZMiCTnsxKUJZCIaOvWrdiwYcOQb8CTvEDhAVOpFG644QY0NDQM+dqjAXTMTeLx7pJLLsHXvvY1ACfHjShLYD6fx1//+lek0+kh30BOYspkMliyZAkWLFgAACVpF9UI9oUVRUEmkwER4Xvf+95J0y59qtBVq1ZV5KgPBN/3EY/HhVN+0003CQs2iuuPBvAScMuyoKoq5s2bhzlz5pyUrLOyBH722Wf49NNPI4tFcurfmWeeiYsuugi5XC6UN1rN8H1fqE92gQzDwG233XZS7l/Sg0REr7zyimhcFODg7vXXX49EIiEWe4wFyC95JpMRSV3f+MY3MH369GG/f1kR+Pe//w3TNCOJRXJib319Pa677jrk83mhQqOS8JGErutIp9PwPA+pVAqGYUBVVdTX12PWrFnDfv8SArdv344NGzbAcRwRcOaDpPUHVGGGM6vJ1tZWzJkzB6ZpIpPJIJFIhNbdVSuISFSGAo5Ps+Xzedx8880ACu4T91fUL28Jgfv27cORI0cARJO7z2p4/vz5YiyMxWIAMHrmy4YAThqW/wYKeaRz5szBWWedFZpZ4dJfUY3/oau4rkubN29Ge3s7NE2LhEDP86DrOhYvXiy+4zFwLDjyAEJ9JS9emTFjBhYtWgTXdcWz+r4vkoyjkMIQgbquY+PGjZFVQWK0tbVh4cKFhRsek8LRMNcXBZgMlihexMnkXH755SAisaAVgFhqHQVCBPq+j23btonPUWHu3LmYPHmyeDHkdQXVDjlQUW7l0dy5c8X/6bouJHFYxsDdu3dj//79iMfjkVycsXDhQjGQA8dfjqglfSQgj2WyVPHyukmTJslVEEO/jcIGCBH4/vvvo6enp2zjhoIZM2bAMAzxAPxww7nA82RBfgZWnzJSqRTOOussAMcrX/BvIh0DiYi2b98uymJEBVVVMX78eGiaFlqeZdv2mBkHWaPIi0rlYrPTp0+HZVniPFajUYyDgkDXdbFjxw7Yti3M3kpUXDEJbFarqiquMWvWLLG+jsEO/lhAsTXNRo2u67BtG9dff72QOk3TIvV/Qzry0KFDovPLrbOrBOywsiXW1taGxsZGoe+58byQc6wjHo9j8uTJorgDcPylj+L5BYGe52HHjh2hSkSV6Ohy58jfjRs3LvT3WBj3Bou2tjYkk8mS6sKRjoG+72Pfvn3iwoNVb31VhZg8eXLoWlFXaagGtLS0lJ3AjpRAx3Hg+37IWozCCp03bx6SyaS4luu6wqkdC9NJA4GfdeLEiWJY4uEk0joxhw8fFjdkyaj0DSknfbwOoqWlBZ7nlQ01nQpg7TN+/PiSfo1CAwkCd+/eDdM0h6Sj5fM1TYOu60ilUkLqgDDZY8UK7Q+KoiCfz6OpqUkkQEU5dAgCjxw5ImYJ2AyuVMTLjX1sZZ5xxhnCAuOSHHKS01iHruvwfT80BsoBjaFCMBSLxcRcllxZqRLI5zHpjuOgpaUFM2bMAACxXYBpmpHHA0c7TNPE9OnThYBwzdAoNJAKFOp7cto4UF6iajhxFMeA5RKYQ4UKFLKq9u/fX0JgjchowFNOxetLIiPQtm3s3bu38MUpYNqPBFh9AgOXgh4MVKDgmx06dCj0HzXpiw6KooiVS1FDiBuvjJVDaKeKkTGcYPXZ1NQE0zTLlsccClSgYM7Lae414qKD53lQVRWNjY2Ix+Oh/JnIIjF8Udkvq6nQaMBkJZNJkTPKAhJpKE1OzhnMheUyIgDExC2H0rix8sAtJ/eMdbDxks1mkUqlQptURlZymdeyybU+TxTFY2i5z4xTRco5oUn2A13XjeT5VaDQuXV1dSXpfoORxOIC54xyJEapQkY75JIsTGCUAX2VLzhhwoSSWYVKYpVMOv9OVpnywSkWpyL42dmRZwIjGwNN08SUKVNKIuWVJt3IBBbPJZaT6FPRys1kMiW5MJFFYurq6jB9+vQhibasFjltXJ5GAkrnDU8FIlkoDh8+LBaCss0R2XygZVnKlClThMrUNE1YkwOhWHXKk5W5XE5UgC9+qFMF7Da0t7eLdZJRro0USjiZTIYypiudeCx2I+TPvNUcz8hXmig1lsDjP1f253SKqFZmhZKaOB+Gk28rQfG8IZeV1DQNvb29ePPNN4UvxCVHZP9wrIPn/li78WR2VEvMxRXGjx8f8gOHIuayOuWBm6Wb3zwOMY11sF3B/Rn1M4urTZs2LZS3P1SwvyfPcnC0B4gmrbya0N3dLT5H6U4JAidOnFjWdxsI5TLSZId969atoU2whuMhRjN4iOGtfbhfonp+wZCu60gkEkKNysVZ+0Nfs/fc0E2bNgk1KhtG8r5IYxlsU3ARWHl4iTStUNM0nH766eLzYFGODEVR8Omnn4qKT/JeSlEt4R7tYE3W1dU1LNcPSeCcOXNCK4sqUaF9SRFLpG3bSKfTYrpKXvV0qqhR13UFgXKoMQqEGGptbRXqs1IVKjeKIatVVVWRy+XEhLG8tPpUsELz+Txs2xYLZ2UNFAVCfmBbW5uYE6z0Bn2tTpKXmK1fv17syweMXcnjZ5YDFrquY9OmTcKI4f10gWj6QVahygUXXICpU6fC8zzh2A8VRIQtW7aIwkEyxsIYKL/AxYtb+f83btwoNoBkR57LjQwVIR32+c9/HlOmTBF/RzFjrigK1q1bh4MHD5bdFHksg+sAvPbaayFLvK+leCeCEIGGYWDSpEli15FIpvx1HVu2bMHOnTvFkuOxlDhc7hlkVQoUikdwiJGXGPT128EiRCARYfbs2ZHtcQ4UGtnd3S22Ni3n1I8FyISxKtU0De3t7dizZ0/oPDYQI1ehhmHgi1/8ogg6R2Epsc5/7733QEShQXwsjIEyyknU+++/L6pVFK+RjwIhAhVFUebPn4+ZM2cCiKaDOf65fv16fPTRR6HvxooUlvPteEKba68yeJVuVAXvSq7Q2tqKL3zhC7AsKxoRP2aVffLJJ4JAjsyMhTGQIT8LT2an02m89957ACDmReXxMdJQGiObzeLGG28MraQxDKPEpZANkf4Obnw8HsdDDz0EoJDCwVUMgXDwWz6qQcVyTR1OWmL3IJlM4pVXXsFrr71WUjcnSiOuhEDLspTZs2fDMAyYpilUATeUa8hUCs6JtG0bW7duxe7du0PTSv1JeTVIqDx/yqW2eHj4xz/+Mez3L6uEW1paMHPmzJBuL7aaBtO5HAPt6urCSy+9JBJbxwo4y4DLSXueh97eXrz88svDfu+yBHqeh2uvvRau64qNnmQnnNVrJVaqaZrI5/PC+ly1apWY3KwGFTkQZI3EL7mu63j22WeHbQYidP9yXxqGoVxzzTVobW0VCUnFayZkh7QSsIp588038fe//12o5+JsbQAlY+hoBvt76XQaiUQCtm3D8zzcf//9J+UF7ZOBM844A1deeWVoZkL2ZSqt5sTncCzUcRz88Y9/RC6XGzNVKjzPg2VZCIIAiUQCr7/+Oj788MORJVBVVVxzzTWwLEsMzrIhA1SmAn3fF1lpnIm1ceNGPPjgg8jn81U/Ky/3i+M4OHDgAP7v//5v5Lfe4dmJlpYWWJZV0tjBrHWQZzb4Gj//+c/FquBqJpHthK6uLsTjcTz55JN4+umnI10H3x/6HcTGjRuHe+65B93d3UKKeJBm96AvH654XGOrk8N0DQ0NuPXWW4WFyluPy+sHRoul2tPTIww313VFarycxcdxz9/97nfQNE0U9hnqvhtDxsGDB6mpqYkAiM2MU6mU+FzJIe+bm0gkxOf6+npavny52PCYN4TkPWtHw0bI8l658h6/+XyeHMch13XF7p6LFy+mZDIpnrd43+ETPZQT3QQZKJRivvnmmwk4vrmvYRgUi8Uq3oFSJs0wjBD5sViMtm/fTr29vSEi5a1NRxrpdDrUHn7RmDzP82jlypWis5lA3sVzOAkc0A8IggA/+tGPkEqlRF6L67rCea0UxanlpmmKNItLL70UjuMIlTzakn+5cB9QqObBY38+n4eqqnjhhRfws5/9DLquC/eIXYpRASKib3/72wQUthQ3TXPQbxBvmixvEGwYhpDqG264gTo6OsRbnslkxP60owGO44gNkeVtyP/73//SwoULxTOZphn5RshDUqFAYUueDz/8kObNmyc27620gfJ5xfvI89HY2EgA6JprrqFcLhcaa0YDfN8nx3HIcRzxneu61N7eTtdee23JOM8veFQkDplAoCCFf/rTn8iyLHHRSgyZvqSVx1F+SNM0KZFI0NKlS+ngwYOjhsSjR4+Kz729vdTe3k5ERJ988gl997vfFW1XVZXq6+tLxvxRQyAAZLNZmjlzJsVisUE3IhaLhcjkbc01TQvtMa8oCi1btowOHz4ceuNHEp7nhfa637FjhzDs+JClzTTNsppmxAkkInruuefERZlIHuNkiUKRWunv4PNM06RkMkkA6KqrrqLNmzcLiy+TyYgOlC3CIAiEJeh5Hvm+HzoGguM44hq2bYf2tmctwNclIlq/fj0tWbIkUgk7aQQCQFdXF/3qV78K3WDcuHElqrFSP1HXdUFaMelnn302rV27lnp6ekLkdXd3lxg4vu+XfMdkBEEgSCpnGMmkERXUJr8w+XyecrkcZTIZeuyxx6itrY2AgksVpZSdNAIBYOfOnXT++eeH1KKu60L3sxRWSiKPIfwbeQxJJpO0YsUK0bmyJHZ3d5dIo23blM1mKZ/Pl0igLK2u65LjOJTNZsl1XbJtm7q7u0NqO5PJUDabpVwuR7/85S+FXye/cJV0fqX+8kkjkIho1apVZBiGeBhuaCKROKFBXNf10FjIksx/L1iwgJ5++mlBhBwh6Q/ZbJZs2ybXdStyS1zXpVwuJ4hcvXo1LViwQEgdv5yxWKwiCeR+GQqJkRPIJN5xxx0EFKwufrBUKiWkqpLGyVIqf5bJlCMaixcvpn/961909OhR4Zd5nidIYjiOQ93d3QMSxi+CbKjYtk2PPvoozZo1i1RVLWkX/y23sRICT5TIYSPQ93267rrrCCjENYsbNxhrlR19/p1lWaHOkgMImqbR1VdfTc888wy1t7eH1Co73MXSxmoyl8tRPp8PxTCDICDP82jv3r20fPlyWrRoEdXV1ZFhGKEXMZFICFeh0kNVVWFxnyiJw0Igk7hnzx5asGBBSJ1Mnjx5UA00TbPfuKGmaeJl0HWdmpubQ79dsmQJPf7447R//37hcLN1KRMlg0nbt28fPfbYY3T11VeL4LOmaSWdnEgkQhLH/nClBJYjsVIi+yNwyDkLxwZ5nHPOOThw4AAsy0ImkxHlJgeaEipetcs5NDxdZZomstmsOI/nIn3fRzweh+M4oaVcqVQKra2tOPPMM9HS0iK2PeWpqq6uLhw8eBAHDhzA0aNHxY418moiOZ2D2yHnAXEKYSUoTjuhoimk4r/LQZ5b5H546KGHcPvtt0eTc+L7Pm3evJnOPfdcAkoNEJYufnvi8fiQLbPRcsi+MEuubMQ1NTXRunXr6Kc//WnIRx7M8DKk2YhKoGmacsYZZ+DFF1/E/PnzQ7Uw5RRCXddF7ggRRb5X70ggn8/DNE2kUqmSNX+xWAx333035s2bh/nz5wM4PivDk8JDRWRrnC3LUizLwnPPPYeJEyfCtm00NzeLGXzOl+SFjqNqumUIME0TdXV1Ij2kublZ7ICzbNky3HTTTUgmkwpvw8eJYSRNmw0FkS5Sb2hoUFKpFLZv346ZM2eis7MTsVhM7JfEW+/ouh7ZGzjSSCQS6OzsBFBY3dXZ2QlFUXDxxRfjJz/5CSZMmAAA4hzg+Lg4LItbhoq6ujrFNE089dRTmDFjBmzbFm8pGzbZbDayJdwjje7ubmiaBsuy4HkeGhsbMX78eKxZs4ZrzylAYXMxznDnVMsocn6GpUyEZVnKrFmz8Pbbb2Pp0qXwfR/pdBpEJGpmWpY1apKWhgJeKsbDwdlnn41XX30VdXV1aGhoEFZiPp9HLBYL7aUYBYatzoemaUosFsOqVatw1VVX8Xeoq6sDMHrSJYYKHiJM08SMGTPw8MMPY8aMGTAMI2Tiy7tX89gX6fZzw4FEIqFomoY1a9bgd7/7HfL5vFgAwm9ktYPJGz9+PF544QWcf/750DStxD9LJpPCx+RSnsOyvCxqxONxRVEU5fbbb8c777yDL3/5y6KIgrzoBQgvlimXOByLxUJ1TE3TrGh9Yn+Qr1fJ0rlEIlHymzvvvBNvvfUWpk2bJsa8YvDSAiISVhrp4VsAAALpSURBVCqX3Ozv4HvwGowR3cqW591+/etfixQKSOGyctNPmqaVOP6maYpzy4WnBhuqKg7lmaZJdXV14ntVVSmRSITCZ7qu08SJE+mJJ56g3bt3Ew0QUlm9enUosFHpVJthGMJ513WddF0nRVFo+fLlA4dwhgtERLt376Ybb7yREomECFRzQ4vJVRSFLMuihoaGUHCZM8CGQqBlWSJCwnOafc2kJJNJ8X8XXnghvf322+S6bkUd+ec//zkUSeHPAx18biwWo7q6OvFMDz744MgRCACcNtje3k7f//73Q2+n3PDiyVOZFH4bhyqB8r1lyWhoaBDSxxI6bdo0euCBB0T2eKXPu2LFCtI0jVKplGhbJfOJ5WY/kskk/f73vx9ZAhk9PT0UBAF98skndM8999DUqVOF6mCVFYvFRMq6qqohiY1CAnnqiL/j/B45S6ClpYWWLVtGhw4dGhRxjGeeeSbUnsEmhslTW6lUavQQyLBtmxzHoXfffZfuuusuOvPMM0tUDh9MThQE8sFjbbH6PP300+mWW26hjRs3immoE3m+d999lxYtWkTNzc0Ui8Wovr6ekskkWZbV78Fzo5ZlibbNnj2b/va3vxEQwXRS1OC3u6OjA/v27cMzzzyD//znP1i/fr3Yztt1XWHJDWRpDiQsiURCXIuvN3XqVHzlK1/BV7/6VcydO1eEw/qyMCt9Lg5kcCX7ZDI5YEgxmUzCtm24rotEIlG8ldHoXsOcy+UoHo/jyJEj2LZtGzZs2IANGzZg27ZtOHjwIDKZTCjGWA4DETh58mRYloXTTjsNc+fOxZe+9CXMmzcPra2tsCxrSKSdDIzqxhXD930CClWA//e//2Hbtm14//330dnZiT179mDPnj04cuQI8vm8CHHJE7F1dXVoaWlBW1sb2tra0NzcjIULF+Jzn/scTj/9dBGbHe2kyaiahpZDR0cHpVKpsnsyseSx8yvP1fFqI+VYIb7Gxsaq7ocaqhj/D9RWSuCahQLQAAAAAElFTkSuQmCC"},{"id":"a27284ec-48e3-4688-b03d-d2b8791ad620","height":30.14,"width":28.03,"perimeter":115.8,"area":334.17,"image":"data:image/png;base64,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"}],"no_of_letters":15,"perimeter_of_sign":144.5,"nested_area":55.06,"occupied_area":25.45,"avg_char_height":26.002000000000006,"widthOfSign":"164","otherDimensionOfSign":144.9,"width_of_smaller_line":20},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1420,"no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":124.74,"width_of_line_3":63.36,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":31.5,"height_of_line_3":31.5,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":15,"perimeter_of_sign":144.5,"nested_area":55.06,"occupied_area":25.45,"avg_char_height":"Greater than 24 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\"},{\"id\":\"3a238373-241f-45e5-acdf-4544f0c129a0\",\"height\":30.14,\"width\":17.7,\"perimeter\":131.23,\"area\":209.99,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"1c4ee332-88a6-41b9-965c-c62971fb6831\",\"height\":21.9,\"width\":20.15,\"perimeter\":113.79,\"area\":167.81,\"image\":\"data:image\\/png;base64,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WY6vbtmyZVg2nAaADRs2iDHlGLTcztBKEIgSaFNeHu3cuVMEN+xERA0NDdTU1EQjRoygYDBIeXl5BIAAkNvtJl3XU34gRVEEExEtWbKEli5dSm63W0nDeA0qUhRFiUQi2LdvH7366qukaRq1t7eT0+mk3NxcCoVCZLPZEl7D6XRSKBQiu91ObrebbDYbaZomxjcQCBAR0f79+2nu3Lmd30vUaRfy8\\/Pp3LlzlJubK97s8\\/lIVVUKBALk9XqTPgRrW\\/5CGeDm5mYqKioihf85zAgAWlpaKC8vT4ypzWYjj8dDgUCAHA5Hws+rqkqaplEkEiFVVcUJ3UrX6dwAyG63C+EcruM8bOj\\/f4YdXryDbQsAAAAASUVORK5CYII=\"},{\"id\":\"ef99ef7d-9b6c-4942-9955-960698f55547\",\"height\":22.78,\"width\":19.97,\"perimeter\":108.11,\"area\":283.74,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"f87a3654-113e-4619-844c-dd791b92c36d\",\"height\":30.66,\"width\":18.92,\"perimeter\":98.57,\"area\":397.84,\"image\":\"data:image\\/png;base64,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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":124.74,"width_of_line_3":63.36,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":31.5,"height_of_line_3":31.5,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":15,"perimeter_of_sign":144.5,"nested_area":55.06,"occupied_area":25.45,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":63.36,"other_dimension_of_sign":144.9,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1420}},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"16.00805"},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"243.2837112"},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"4.55175"},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"32.048655"},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":22.26875},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":214.26488880000002},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"4.4048"},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"210.38426"},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-07 10:39:42"} 
[2026-04-07 10:39:43] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"2.025"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"10.4475"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.012423619582},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":12.423619582},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0009867244291666669},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.9867244291666668},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.009411833016666668},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":9.411833016666668},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.019343600466667"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"19.343600466667"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.0093880633"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"9.3880633"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.012570206"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"12.570206"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.0010029770666667"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"1.0029770666667"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":13.025404772233408},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":41.295},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"41.8456"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"7.4202425836357"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":881.5164436334005,"totalDenseWeight_before_formula":100.06731960749688},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":969.6680879967406},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":15,"totalDenseWeight":110.07405156824659},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":15,"sign_depth":"1"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":19.27,"height":21.9,"depth":"1"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":19.8,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":19.97,"height":21.9,"depth":"1"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":19.45,"height":21.73,"depth":"1"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":29.44,"height":22.25,"depth":"1"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":17.7,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":20.15,"height":21.9,"depth":"1"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":10.69,"height":29.61,"depth":"1"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":24,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-15","width":28.03,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775558383_6e12d73bb380806423d07a171d43c7a5","bins_packed":[{"bin_data":{"w":29.74,"h":30.96,"d":20.09,"id":"unique","used_space":57.1978,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":30.96,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a36a5ed71332cfec1c82a363e9223d3f/1775558383-6917-2774669.svg","items":[{"id":"item-6","w":29.74,"h":22.55,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a36a5ed71332cfec1c82a363e9223d3f/1775558383-6904-2970471.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-9","w":20.45,"h":22.2,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a36a5ed71332cfec1c82a363e9223d3f/1775558383-6906-7711373.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":20.27,"h":22.2,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a36a5ed71332cfec1c82a363e9223d3f/1775558383-6906-6472322.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":19.57,"h":22.2,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a36a5ed71332cfec1c82a363e9223d3f/1775558383-6907-4586612.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":19.75,"h":22.03,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a36a5ed71332cfec1c82a363e9223d3f/1775558383-6908-9222952.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":20.27,"h":23.08,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a36a5ed71332cfec1c82a363e9223d3f/1775558383-6908-9368468.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":20.27,"h":23.08,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a36a5ed71332cfec1c82a363e9223d3f/1775558383-6909-3835148.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-10","w":20.27,"h":23.08,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a36a5ed71332cfec1c82a363e9223d3f/1775558383-6909-3995203.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":18,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a36a5ed71332cfec1c82a363e9223d3f/1775558383-691-6652845.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":20.1,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a36a5ed71332cfec1c82a363e9223d3f/1775558383-6911-9761838.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-13","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a36a5ed71332cfec1c82a363e9223d3f/1775558383-6911-9742460.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-14","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a36a5ed71332cfec1c82a363e9223d3f/1775558383-6912-4731026.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-11","w":10.99,"h":29.91,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a36a5ed71332cfec1c82a363e9223d3f/1775558383-6915-8450776.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-15","w":28.33,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a36a5ed71332cfec1c82a363e9223d3f/1775558383-6915-4558427.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-12","w":24.3,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a36a5ed71332cfec1c82a363e9223d3f/1775558383-6916-1938917.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Box added from packed bin {"data":{"length":20.09,"width":29.74,"height":30.96,"denseWeight":110.07405156824659},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":22.09,"width":31.74,"height":33.21},"quantity":1,"denseWeight":110.07405156824659}],"cheapestShippingCost":1196.0971864001815,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":22.09,"width":31.74,"height":33.21},"denseWeight":110.07405156824659,"volumetricWeight":76.5,"higherWeight":110.07405156824659,"quantity":1}],"totalHigherWeight":110.07405156824659,"DS":0,"rate":1438.1167401851726,"tariffAndDS":1438.1167401851726,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2504.2454318745727,"totalShipmentCostFormula":"((tariffAndDS (1438.1167401852) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2504.25","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":22.09,"width":31.74,"height":33.21},"denseWeight":110.07405156824659,"volumetricWeight":76.5,"higherWeight":110.07405156824659,"quantity":1}],"totalHigherWeight":110.07405156824659,"DS":0,"rate":805.8520574795651,"tariffAndDS":805.8520574795651,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1484.7818574800508,"totalShipmentCostFormula":"((tariffAndDS (805.85205747957) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1484.78","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":22.09,"width":31.74,"height":33.21},"denseWeight":110.07405156824659,"volumetricWeight":76.5,"higherWeight":110.07405156824659,"quantity":1}],"totalHigherWeight":110.07405156824659,"DS":0,"rate":1081.0971864001815,"tariffAndDS":1081.0971864001815,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1196.0971864001815,"totalShipmentCostFormula":"(((tariffAndDS (1081.0971864002) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1196.0971864002","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":22.09,"width":31.74,"height":33.21},"denseWeight":110.07405156824659,"volumetricWeight":76.5,"higherWeight":110.07405156824659,"quantity":1}],"totalHigherWeight":110.07405156824659,"DS":0,"rate":715.4813351936028,"tariffAndDS":715.4813351936028,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1339.0681048661652,"totalShipmentCostFormula":"((tariffAndDS (715.4813351936) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1339.07","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":22.09,"width":31.74,"height":33.21},"denseWeight":110.07405156824659,"volumetricWeight":76.5,"higherWeight":110.07405156824659,"quantity":1}],"totalHigherWeight":110.07405156824659,"DS":0,"rate":1120.5538449647502,"tariffAndDS":1120.5538449647502,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1910.7684164338918,"totalShipmentCostFormula":"(( tariffAndDS (1120.5538449648) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1910.7684164339","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":22.09,"width":31.74,"height":33.21},"denseWeight":110.07405156824659,"volumetricWeight":76.5,"higherWeight":110.07405156824659,"quantity":1}],"totalHigherWeight":110.07405156824659,"DS":0,"rate":1385.629438330096,"tariffAndDS":1385.629438330096,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1385.629438330096,"totalShipmentCostFormula":"((tariffAndDS (1385.6294383301) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1385.6294383301","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: Final API Response {"data":{"sign_width":"164","sign_height":144.9,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud mounted","combined_production_cost_usd":970.0,"total_production_cost":1610.0,"totalDenseWeight":110.07405156824659,"totalVolumetricWeight":76.5,"bin_packing_result":{"response":{"id":"1775558383_6e12d73bb380806423d07a171d43c7a5","bins_packed":[{"bin_data":{"w":29.74,"h":30.96,"d":20.09,"id":"unique","used_space":57.1978,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":30.96,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a36a5ed71332cfec1c82a363e9223d3f/1775558383-6917-2774669.svg","items":[{"id":"item-6","w":29.74,"h":22.55,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/a36a5ed71332cfec1c82a363e9223d3f/1775558383-6904-2970471.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting 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Light","boxWeights":[{"size":{"length":22.09,"width":31.74,"height":33.21},"denseWeight":110.07405156824659,"volumetricWeight":76.5,"higherWeight":110.07405156824659,"quantity":1}],"totalHigherWeight":110.07405156824659,"DS":0,"rate":1438.1167401851726,"tariffAndDS":1438.1167401851726,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2504.2454318745727,"totalShipmentCostFormula":"((tariffAndDS (1438.1167401852) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2504.25","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan 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USA","boxWeights":[{"size":{"length":22.09,"width":31.74,"height":33.21},"denseWeight":110.07405156824659,"volumetricWeight":76.5,"higherWeight":110.07405156824659,"quantity":1}],"totalHigherWeight":110.07405156824659,"DS":0,"rate":1081.0971864001815,"tariffAndDS":1081.0971864001815,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1196.0971864001815,"totalShipmentCostFormula":"(((tariffAndDS (1081.0971864002) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1196.0971864002","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy 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Standard","boxWeights":[{"size":{"length":22.09,"width":31.74,"height":33.21},"denseWeight":110.07405156824659,"volumetricWeight":76.5,"higherWeight":110.07405156824659,"quantity":1}],"totalHigherWeight":110.07405156824659,"DS":0,"rate":1120.5538449647502,"tariffAndDS":1120.5538449647502,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1910.7684164338918,"totalShipmentCostFormula":"(( tariffAndDS (1120.5538449648) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1910.7684164339","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":22.09,"width":31.74,"height":33.21},"denseWeight":110.07405156824659,"volumetricWeight":76.5,"higherWeight":110.07405156824659,"quantity":1}],"totalHigherWeight":110.07405156824659,"DS":0,"rate":1385.629438330096,"tariffAndDS":1385.629438330096,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1385.629438330096,"totalShipmentCostFormula":"((tariffAndDS (1385.6294383301) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1385.6294383301","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"}}},"cheapest_shipping_cost_usd":1200.0,"totalCost":2810.0,"productionResults":[{"material_id":1,"dense_weight_expression":16.00805,"result":"243.2837112","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},{"material_id":2,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":null,"sequence_no":2},{"material_id":3,"dense_weight_expression":4.55175,"result":"32.048655","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"0.074 inch Aluminium - Durable for Sign Returns.","sequence_no":3},{"material_id":4,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":5,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":6,"dense_weight_expression":22.26875,"result":214.26488880000002,"sign_material":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","description":"0.315 inch Frosted Acrylic - for Ideally Diffiused Halo Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":4.4048,"result":"210.38426","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC & IP65.","sequence_no":7},{"material_id":8,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":9,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":10,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":10},{"variable_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":13,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":13},{"material_id":14,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":14},{"variable_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":15},{"variable_id":22,"dense_weight_expression":1.478,"result":"50.64","sign_material":"Power Supply 20A-(10A+10A)","description":"Power Supply 20A–(10A+10A) UL Certified","sequence_no":16},{"material_id":17,"dense_weight_expression":2.025,"result":"10.4475","sign_material":"Wire 18g UL UL Certified Red & White China","description":"18 AWG Wire Gauge (Red & White) - UL Certified","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.012423619582,"result":12.423619582,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.0009867244291666669,"result":0.9867244291666668,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.009411833016666668,"result":9.411833016666668,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":28,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":29,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":30,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":31,"dense_weight_expression":0.019343600466667,"result":"19.343600466667","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.0093880633,"result":"9.3880633","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.012570206,"result":"12.570206","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.0010029770666667,"result":"1.0029770666667","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":13.025404772233408,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":41.295,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":41.8456,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":7.4202425836357,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":110.07405156824659,"result":969.6680879967406,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"164","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":124.74,"width_of_line_3":63.36,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":31.5,"height_of_line_3":31.5,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":15,"perimeter_of_sign":144.5,"nested_area":55.06,"occupied_area":25.45,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":63.36,"other_dimension_of_sign":144.9,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1420},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1420},"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:43] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 10:39:43"} 
[2026-04-07 10:39:45] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":144.9,"sign_width":"164","dimensions":[{"id":"20247adb-1492-4335-ba1c-3a5b2e903fd3","height":21.9,"width":19.27},{"id":"e4c81522-14c5-4314-89c2-62b70b260340","height":30.66,"width":19.8},{"id":"5e773308-baec-4b3d-8c1d-b9a0bd117f8b","height":21.9,"width":19.97},{"id":"0685cbad-4137-474f-9a57-f919c8727fbf","height":21.73,"width":19.45},{"id":"b0a3b96d-2448-44c8-b879-825ebd291685","height":22.78,"width":19.97},{"id":"f938698d-4dc4-4654-8fd1-55062415429b","height":22.25,"width":29.44},{"id":"e8185337-c761-48fd-b3eb-13e1b4f303e5","height":22.78,"width":19.97},{"id":"3a238373-241f-45e5-acdf-4544f0c129a0","height":30.14,"width":17.7},{"id":"1c4ee332-88a6-41b9-965c-c62971fb6831","height":21.9,"width":20.15},{"id":"ef99ef7d-9b6c-4942-9955-960698f55547","height":22.78,"width":19.97},{"id":"15aacce2-7d97-43a8-935f-4546f3521fc4","height":29.61,"width":10.69},{"id":"e31324b6-2b81-44e2-9216-5f1d7ff65b1b","height":30.14,"width":24},{"id":"948b1251-2967-4dbb-8169-82776d798077","height":30.66,"width":18.92},{"id":"f87a3654-113e-4619-844c-dd791b92c36d","height":30.66,"width":18.92},{"id":"a27284ec-48e3-4688-b03d-d2b8791ad620","height":30.14,"width":28.03}]},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":144.9,"sign_width":"164","dimensions":[{"id":"20247adb-1492-4335-ba1c-3a5b2e903fd3","height":21.9,"width":19.27},{"id":"e4c81522-14c5-4314-89c2-62b70b260340","height":30.66,"width":19.8},{"id":"5e773308-baec-4b3d-8c1d-b9a0bd117f8b","height":21.9,"width":19.97},{"id":"0685cbad-4137-474f-9a57-f919c8727fbf","height":21.73,"width":19.45},{"id":"b0a3b96d-2448-44c8-b879-825ebd291685","height":22.78,"width":19.97},{"id":"f938698d-4dc4-4654-8fd1-55062415429b","height":22.25,"width":29.44},{"id":"e8185337-c761-48fd-b3eb-13e1b4f303e5","height":22.78,"width":19.97},{"id":"3a238373-241f-45e5-acdf-4544f0c129a0","height":30.14,"width":17.7},{"id":"1c4ee332-88a6-41b9-965c-c62971fb6831","height":21.9,"width":20.15},{"id":"ef99ef7d-9b6c-4942-9955-960698f55547","height":22.78,"width":19.97},{"id":"15aacce2-7d97-43a8-935f-4546f3521fc4","height":29.61,"width":10.69},{"id":"e31324b6-2b81-44e2-9216-5f1d7ff65b1b","height":30.14,"width":24},{"id":"948b1251-2967-4dbb-8169-82776d798077","height":30.66,"width":18.92},{"id":"f87a3654-113e-4619-844c-dd791b92c36d","height":30.66,"width":18.92},{"id":"a27284ec-48e3-4688-b03d-d2b8791ad620","height":30.14,"width":28.03}]}},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"20247adb-1492-4335-ba1c-3a5b2e903fd3","height":21.9,"width":19.27},{"id":"e4c81522-14c5-4314-89c2-62b70b260340","height":30.66,"width":19.8},{"id":"5e773308-baec-4b3d-8c1d-b9a0bd117f8b","height":21.9,"width":19.97},{"id":"0685cbad-4137-474f-9a57-f919c8727fbf","height":21.73,"width":19.45},{"id":"b0a3b96d-2448-44c8-b879-825ebd291685","height":22.78,"width":19.97},{"id":"f938698d-4dc4-4654-8fd1-55062415429b","height":22.25,"width":29.44},{"id":"e8185337-c761-48fd-b3eb-13e1b4f303e5","height":22.78,"width":19.97},{"id":"3a238373-241f-45e5-acdf-4544f0c129a0","height":30.14,"width":17.7},{"id":"1c4ee332-88a6-41b9-965c-c62971fb6831","height":21.9,"width":20.15},{"id":"ef99ef7d-9b6c-4942-9955-960698f55547","height":22.78,"width":19.97},{"id":"15aacce2-7d97-43a8-935f-4546f3521fc4","height":29.61,"width":10.69},{"id":"e31324b6-2b81-44e2-9216-5f1d7ff65b1b","height":30.14,"width":24},{"id":"948b1251-2967-4dbb-8169-82776d798077","height":30.66,"width":18.92},{"id":"f87a3654-113e-4619-844c-dd791b92c36d","height":30.66,"width":18.92},{"id":"a27284ec-48e3-4688-b03d-d2b8791ad620","height":30.14,"width":28.03}],"sign_height_raw":144.9,"sign_width_raw":"164"},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":145.0,"sign_width":164.0,"tax_factor":0.0887},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Dimension Calculation {"data":{"dim_id":"20247adb-1492-4335-ba1c-3a5b2e903fd3","height":21.9,"width":19.27,"ceilHeight":22.0,"ceilWidth":20.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Dimension Calculation {"data":{"dim_id":"e4c81522-14c5-4314-89c2-62b70b260340","height":30.66,"width":19.8,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Dimension Calculation {"data":{"dim_id":"5e773308-baec-4b3d-8c1d-b9a0bd117f8b","height":21.9,"width":19.97,"ceilHeight":22.0,"ceilWidth":20.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Dimension Calculation {"data":{"dim_id":"0685cbad-4137-474f-9a57-f919c8727fbf","height":21.73,"width":19.45,"ceilHeight":22.0,"ceilWidth":20.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Dimension Calculation {"data":{"dim_id":"b0a3b96d-2448-44c8-b879-825ebd291685","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Dimension Calculation {"data":{"dim_id":"f938698d-4dc4-4654-8fd1-55062415429b","height":22.25,"width":29.44,"ceilHeight":23.0,"ceilWidth":30.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":53,"sign_type_id":1,"heightOrWidth":"30.00","return":2,"price":361,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Dimension Calculation {"data":{"dim_id":"e8185337-c761-48fd-b3eb-13e1b4f303e5","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Dimension Calculation {"data":{"dim_id":"3a238373-241f-45e5-acdf-4544f0c129a0","height":30.14,"width":17.7,"ceilHeight":31.0,"ceilWidth":18.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Dimension Calculation {"data":{"dim_id":"1c4ee332-88a6-41b9-965c-c62971fb6831","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Dimension Calculation {"data":{"dim_id":"ef99ef7d-9b6c-4942-9955-960698f55547","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Dimension Calculation {"data":{"dim_id":"15aacce2-7d97-43a8-935f-4546f3521fc4","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":53,"sign_type_id":1,"heightOrWidth":"30.00","return":2,"price":361,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Dimension Calculation {"data":{"dim_id":"e31324b6-2b81-44e2-9216-5f1d7ff65b1b","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Dimension Calculation {"data":{"dim_id":"948b1251-2967-4dbb-8169-82776d798077","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Dimension Calculation {"data":{"dim_id":"f87a3654-113e-4619-844c-dd791b92c36d","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Dimension Calculation {"data":{"dim_id":"a27284ec-48e3-4688-b03d-d2b8791ad620","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":15,"baseProductionCost":4768,"result":[{"id":"20247adb-1492-4335-ba1c-3a5b2e903fd3","height":21.9,"width":19.27,"depth":2,"price":236},{"id":"e4c81522-14c5-4314-89c2-62b70b260340","height":30.66,"width":19.8,"depth":2,"price":392},{"id":"5e773308-baec-4b3d-8c1d-b9a0bd117f8b","height":21.9,"width":19.97,"depth":2,"price":236},{"id":"0685cbad-4137-474f-9a57-f919c8727fbf","height":21.73,"width":19.45,"depth":2,"price":236},{"id":"b0a3b96d-2448-44c8-b879-825ebd291685","height":22.78,"width":19.97,"depth":2,"price":250},{"id":"f938698d-4dc4-4654-8fd1-55062415429b","height":22.25,"width":29.44,"depth":2,"price":361},{"id":"e8185337-c761-48fd-b3eb-13e1b4f303e5","height":22.78,"width":19.97,"depth":2,"price":250},{"id":"3a238373-241f-45e5-acdf-4544f0c129a0","height":30.14,"width":17.7,"depth":2,"price":392},{"id":"1c4ee332-88a6-41b9-965c-c62971fb6831","height":21.9,"width":20.15,"depth":2,"price":236},{"id":"ef99ef7d-9b6c-4942-9955-960698f55547","height":22.78,"width":19.97,"depth":2,"price":250},{"id":"15aacce2-7d97-43a8-935f-4546f3521fc4","height":29.61,"width":10.69,"depth":2,"price":361},{"id":"e31324b6-2b81-44e2-9216-5f1d7ff65b1b","height":30.14,"width":24,"depth":2,"price":392},{"id":"948b1251-2967-4dbb-8169-82776d798077","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"f87a3654-113e-4619-844c-dd791b92c36d","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"a27284ec-48e3-4688-b03d-d2b8791ad620","height":30.14,"width":28.03,"depth":2,"price":392}]},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":145.0},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Total Production Cost and Tax {"data":{"productionCost":4916.47,"taxFactor":0.0887,"tax":436.090889},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Box Calculation Details {"data":{"breadth":151.0,"boxDepth":8,"oneBoxCapacity":-159.0,"noOfBoxes":-1.0,"noOfFullBoxes":-2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-159.0,"widthOfHalfBox":-154.0},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":1373.1223021582734,"shippingWeightInKG":622.7312027928677},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":622.7312027928677,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":16,"min":"551","max":"700","rate":"500","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":500,"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":4768,"PSUCost":148.47,"tax":436.090889,"shippingRate":500,"miscellaenous":0,"signPrice":5852.560889},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"164","sign_height":144.9,"sign_depth":2,"totalCost":5852.560889,"TATDays":7,"baseProductionCost":4768,"productionCost":4916.47,"PSUCost":148.47,"tax":436.090889,"shippingCost":500,"uniqueReturns_count":2,"objects_count":15},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"20247adb-1492-4335-ba1c-3a5b2e903fd3","height":21.9,"width":19.27},{"id":"e4c81522-14c5-4314-89c2-62b70b260340","height":30.66,"width":19.8},{"id":"5e773308-baec-4b3d-8c1d-b9a0bd117f8b","height":21.9,"width":19.97},{"id":"0685cbad-4137-474f-9a57-f919c8727fbf","height":21.73,"width":19.45},{"id":"b0a3b96d-2448-44c8-b879-825ebd291685","height":22.78,"width":19.97},{"id":"f938698d-4dc4-4654-8fd1-55062415429b","height":22.25,"width":29.44},{"id":"e8185337-c761-48fd-b3eb-13e1b4f303e5","height":22.78,"width":19.97},{"id":"3a238373-241f-45e5-acdf-4544f0c129a0","height":30.14,"width":17.7},{"id":"1c4ee332-88a6-41b9-965c-c62971fb6831","height":21.9,"width":20.15},{"id":"ef99ef7d-9b6c-4942-9955-960698f55547","height":22.78,"width":19.97},{"id":"15aacce2-7d97-43a8-935f-4546f3521fc4","height":29.61,"width":10.69},{"id":"e31324b6-2b81-44e2-9216-5f1d7ff65b1b","height":30.14,"width":24},{"id":"948b1251-2967-4dbb-8169-82776d798077","height":30.66,"width":18.92},{"id":"f87a3654-113e-4619-844c-dd791b92c36d","height":30.66,"width":18.92},{"id":"a27284ec-48e3-4688-b03d-d2b8791ad620","height":30.14,"width":28.03}],"sign_height_raw":144.9,"sign_width_raw":"164"},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":145.0,"sign_width":164.0,"tax_factor":0.0887},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Dimension Calculation {"data":{"dim_id":"20247adb-1492-4335-ba1c-3a5b2e903fd3","height":21.9,"width":19.27,"ceilHeight":22.0,"ceilWidth":20.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Dimension Calculation {"data":{"dim_id":"e4c81522-14c5-4314-89c2-62b70b260340","height":30.66,"width":19.8,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Dimension Calculation {"data":{"dim_id":"5e773308-baec-4b3d-8c1d-b9a0bd117f8b","height":21.9,"width":19.97,"ceilHeight":22.0,"ceilWidth":20.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Dimension Calculation {"data":{"dim_id":"0685cbad-4137-474f-9a57-f919c8727fbf","height":21.73,"width":19.45,"ceilHeight":22.0,"ceilWidth":20.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Dimension Calculation {"data":{"dim_id":"b0a3b96d-2448-44c8-b879-825ebd291685","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Dimension Calculation {"data":{"dim_id":"f938698d-4dc4-4654-8fd1-55062415429b","height":22.25,"width":29.44,"ceilHeight":23.0,"ceilWidth":30.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":54,"sign_type_id":1,"heightOrWidth":"30.00","return":3,"price":379,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Dimension Calculation {"data":{"dim_id":"e8185337-c761-48fd-b3eb-13e1b4f303e5","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Dimension Calculation {"data":{"dim_id":"3a238373-241f-45e5-acdf-4544f0c129a0","height":30.14,"width":17.7,"ceilHeight":31.0,"ceilWidth":18.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Dimension Calculation {"data":{"dim_id":"1c4ee332-88a6-41b9-965c-c62971fb6831","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Dimension Calculation {"data":{"dim_id":"ef99ef7d-9b6c-4942-9955-960698f55547","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Dimension Calculation {"data":{"dim_id":"15aacce2-7d97-43a8-935f-4546f3521fc4","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":54,"sign_type_id":1,"heightOrWidth":"30.00","return":3,"price":379,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Dimension Calculation {"data":{"dim_id":"e31324b6-2b81-44e2-9216-5f1d7ff65b1b","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Dimension Calculation {"data":{"dim_id":"948b1251-2967-4dbb-8169-82776d798077","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Dimension Calculation {"data":{"dim_id":"f87a3654-113e-4619-844c-dd791b92c36d","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Dimension Calculation {"data":{"dim_id":"a27284ec-48e3-4688-b03d-d2b8791ad620","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":15,"baseProductionCost":5008,"result":[{"id":"20247adb-1492-4335-ba1c-3a5b2e903fd3","height":21.9,"width":19.27,"depth":3,"price":248},{"id":"e4c81522-14c5-4314-89c2-62b70b260340","height":30.66,"width":19.8,"depth":3,"price":412},{"id":"5e773308-baec-4b3d-8c1d-b9a0bd117f8b","height":21.9,"width":19.97,"depth":3,"price":248},{"id":"0685cbad-4137-474f-9a57-f919c8727fbf","height":21.73,"width":19.45,"depth":3,"price":248},{"id":"b0a3b96d-2448-44c8-b879-825ebd291685","height":22.78,"width":19.97,"depth":3,"price":262},{"id":"f938698d-4dc4-4654-8fd1-55062415429b","height":22.25,"width":29.44,"depth":3,"price":379},{"id":"e8185337-c761-48fd-b3eb-13e1b4f303e5","height":22.78,"width":19.97,"depth":3,"price":262},{"id":"3a238373-241f-45e5-acdf-4544f0c129a0","height":30.14,"width":17.7,"depth":3,"price":412},{"id":"1c4ee332-88a6-41b9-965c-c62971fb6831","height":21.9,"width":20.15,"depth":3,"price":248},{"id":"ef99ef7d-9b6c-4942-9955-960698f55547","height":22.78,"width":19.97,"depth":3,"price":262},{"id":"15aacce2-7d97-43a8-935f-4546f3521fc4","height":29.61,"width":10.69,"depth":3,"price":379},{"id":"e31324b6-2b81-44e2-9216-5f1d7ff65b1b","height":30.14,"width":24,"depth":3,"price":412},{"id":"948b1251-2967-4dbb-8169-82776d798077","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"f87a3654-113e-4619-844c-dd791b92c36d","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"a27284ec-48e3-4688-b03d-d2b8791ad620","height":30.14,"width":28.03,"depth":3,"price":412}]},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":145.0},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Total Production Cost and Tax {"data":{"productionCost":5156.47,"taxFactor":0.0887,"tax":457.378889},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Box Calculation Details {"data":{"breadth":151.0,"boxDepth":8,"oneBoxCapacity":-159.0,"noOfBoxes":-1.0,"noOfFullBoxes":-2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-159.0,"widthOfHalfBox":-154.0},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":1373.1223021582734,"shippingWeightInKG":622.7312027928677},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":622.7312027928677,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":16,"min":"551","max":"700","rate":"500","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":500,"defaultShippingRate":null},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":5008,"PSUCost":148.47,"tax":457.378889,"shippingRate":500,"miscellaenous":0,"signPrice":6113.848889},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"164","sign_height":144.9,"sign_depth":3,"totalCost":6113.848889,"TATDays":7,"baseProductionCost":5008,"productionCost":5156.47,"PSUCost":148.47,"tax":457.378889,"shippingCost":500,"uniqueReturns_count":2,"objects_count":15},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":144.9,"sign_width":"164","shipping_weight":110.07405156824659,"shape":"rectangular","dimensions":[{"id":"20247adb-1492-4335-ba1c-3a5b2e903fd3","height":21.9,"width":19.27},{"id":"e4c81522-14c5-4314-89c2-62b70b260340","height":30.66,"width":19.8},{"id":"5e773308-baec-4b3d-8c1d-b9a0bd117f8b","height":21.9,"width":19.97},{"id":"0685cbad-4137-474f-9a57-f919c8727fbf","height":21.73,"width":19.45},{"id":"b0a3b96d-2448-44c8-b879-825ebd291685","height":22.78,"width":19.97},{"id":"f938698d-4dc4-4654-8fd1-55062415429b","height":22.25,"width":29.44},{"id":"e8185337-c761-48fd-b3eb-13e1b4f303e5","height":22.78,"width":19.97},{"id":"3a238373-241f-45e5-acdf-4544f0c129a0","height":30.14,"width":17.7},{"id":"1c4ee332-88a6-41b9-965c-c62971fb6831","height":21.9,"width":20.15},{"id":"ef99ef7d-9b6c-4942-9955-960698f55547","height":22.78,"width":19.97},{"id":"15aacce2-7d97-43a8-935f-4546f3521fc4","height":29.61,"width":10.69},{"id":"e31324b6-2b81-44e2-9216-5f1d7ff65b1b","height":30.14,"width":24},{"id":"948b1251-2967-4dbb-8169-82776d798077","height":30.66,"width":18.92},{"id":"f87a3654-113e-4619-844c-dd791b92c36d","height":30.66,"width":18.92},{"id":"a27284ec-48e3-4688-b03d-d2b8791ad620","height":30.14,"width":28.03}]}},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Input Parameters {"data":{"dimensions_count":15,"shape":"rectangular"},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 10:39:45] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":2730.2099999999996,"dimensions_count":15},"timestamp":"2026-04-07 10:39:45"} 
[2026-04-07 11:18:59] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"164","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php4ED5.tmp"}},"file_present":true},"timestamp":"2026-04-07 11:18:59"} 
[2026-04-07 11:18:59] local.INFO: Validation Passed {"data":{"sign_width_or_height":"164","user_input_dimension":"width"},"timestamp":"2026-04-07 11:18:59"} 
[2026-04-07 11:19:02] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":7},"timestamp":"2026-04-07 11:19:02"} 
[2026-04-07 11:19:02] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":7},"timestamp":"2026-04-07 11:19:02"} 
[2026-04-07 11:19:02] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":7},"timestamp":"2026-04-07 11:19:02"} 
[2026-04-07 11:19:02] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":7},"timestamp":"2026-04-07 11:19:02"} 
[2026-04-07 11:19:02] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"164"},"timestamp":"2026-04-07 11:19:02"} 
[2026-04-07 11:19:02] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"164","file_size":23423},"timestamp":"2026-04-07 11:19:02"} 
[2026-04-07 11:19:02] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":7,"objects":[{"index":0,"position":{"x":752,"y":49,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.74,"bounding_box_area":441,"exact_perimeter":113.64,"approximate_perimeter":107.74,"convex_hull_perimeter":82.13,"perimeter_pixels":648.607214462437,"original_contour_points":275,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1632,"perimeter_to_area_ratio":0.6775},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detecti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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.78,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.14,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3131,"perimeter_to_area_ratio":0.3466},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-07 11:19:02"} 
[2026-04-07 11:19:02] local.INFO: Nested area calculated {"data":{"nestedArea":3941.0911},"timestamp":"2026-04-07 11:19:02"} 
[2026-04-07 11:19:02] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"d32d3862-cd87-4888-a293-df8173f4cec7","height":30.66,"width":18.92,"perimeter":98.57,"area":397.78,"image":"data:image/png;base64,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"},{"id":"2830b7cb-25e7-48bd-8399-bf36f9aee503","height":30.14,"width":28.03,"perimeter":115.8,"area":334.14,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-07 11:19:02"} 
[2026-04-07 11:19:02] local.INFO: Number of letters detected {"data":{"noOfLetters":7},"timestamp":"2026-04-07 11:19:02"} 
[2026-04-07 11:19:02] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":725.03,"perimeter_in_feet":60.42},"timestamp":"2026-04-07 11:19:02"} 
[2026-04-07 11:19:02] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[167.74,283.61,127.01,177.37,399.34,397.78,334.14],"actualFilledAreaSum":1886.9899999999998},"timestamp":"2026-04-07 11:19:02"} 
[2026-04-07 11:19:02] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":13.1},"timestamp":"2026-04-07 11:19:02"} 
[2026-04-07 11:19:02] local.INFO: Average character height calculated {"data":{"avgCharHeight":27.98428571428571},"timestamp":"2026-04-07 11:19:02"} 
[2026-04-07 11:19:02] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":936.0,"originalHeight":179.0,"ratio":5.229050279329609},"timestamp":"2026-04-07 11:19:02"} 
[2026-04-07 11:19:02] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"164","otherDimensionOfSign":31.36},"timestamp":"2026-04-07 11:19:02"} 
[2026-04-07 11:19:03] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"15744\" height=\"3010.871794871795\" viewBox=\"0 0 936 179\">
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qa+w+HIaH6TFZY9bKfTifnz50PX9SFwrRLQ0disoqLCUG8UCAQMYDL4dvOee8JyYGX8+PGIRCJDwNqlcDiMV155RZSGymqWJVb2ojOZON4Vyx52UVER3nrrrSFgu0vy5j7n+hIZe08Qdb/Zil1m58zv92Pp0qVDwPaUjh07hptvvlk4L+ZlkdfrzVgCWzrmpdWiRYtw8uTJIe+4pxQOh/G3v/3NENiQ+zZnMjvRCo8cORK1tbVDUpspam9vx4svvmio05XB7m6arF32+/3YsWPHgGlbOGAoHo+jqqpK1MbKTaX7yuY+/PDD/d+EZDASALz33nu44oorEsKKimKver8r5iCFbMfZiZo5cyZaWlqGgO0tAoAnn3wSRMYtwUzaXG41z39zm77a2tohqe1tam5uxn333ScS1+ToVSZYXi+zXd+xY8eQA9UXBHQcP/eJT3wCROcDGpk8QUVOZ73pppsG9JIn9RljWUaKoihtbW20YsUKKiwsJF3XSdM0ikQiPb62y+WiWCxGTqeTiIii0SgpipL2GLYhyiABwJkzZzBjxgzk5eUl5Ex1l+VuqbxLRET44IMPhtRyX1FrayvuvffepK3ie8pmG56fn48pU6YMJbv1BQHAu+++K5qpMKiZ2PqTm6mYMzV67eCIIeogAIhEIrj88ssNG/Lmmt/ucrJgCHvkPp+v988YuJApFoth+fLlht6S5u5yPWE5nUZmrhm6+uqrLVcPDpEN4gCGHGSQszIytdY150zxtVkz/OAHPxiyv5kkTdNw/PhxTJ482aA+5da/mUq34VCmebIoiiKS9p566qkhgDNFALBo0SKD00Odnqw53bSn3BW4ROdjzxMnTsShQ4eGdod6SgDw0ksvCTVMZDwwQj6YiTIEcKotRJ/PB6fTiYULFw6cfo3ZSJFIBEeOHEFZWZmhPb5cKMagZnLzoCuvmUtOOOa8adOmAR2a7FcCgEsuucSwpWeuKMjEEsgKmzub8zn0L7/88pD3bJc0TcOjjz5qu5W+XGppLv00tx8y1/9aLe6Wj9i56qqr+qTv86AhAGhpaYHP54PH4+nyDJ5kbE55JTJuvsvpOeYMSivlJGZt4fF48Oijjw5JrxUCgP/85z9YuHBhgsSlYwZAngjmLnByPFruf2z3lEzZmx4zZgx27NgxZH/TEQDccccdQu2xjbWils2HTck1tSQBIwMsF5ylAzfZsXZ8rUsuuQTNzc1D2Rpdka7reOqppwyDyOk0VgrCWJqSec4s/dydRq6Il0/1SsXyAc486WQz8O1vf3tIepMR0HGyWHl5ucF5IRtqmcjYvY3ImGv16U9/Gt/5znfE32ZbblUtm5uRyqd5PfLII0P210ynT5/GkiVLUqrQdGxOdZUr4MeOHYtnnnkGdXV1uOGGGwxSbLWyniedXNIpr7fdbjfGjRuHo0ePDqwzC3qTWlpaRMuEZEfRyI1MUrEcwZLzmr1eL1atWoXW1lYAwO7du1FYWGg4U95K8bV8eDH/nqzr7PTp0/vl1LKsIwA4ePCgaCDSE6bOwTZ7yzNnzjTEgQFgw4YNSc/hMzth8kRL9/28NRgIBLBmzZqhzYWmpibMmTNHpKr2hM1Hu7hcLhQXF+ONN95IyKIIhUKYMWOGyL+S1WtPwKVOdV9WVoaXX375wlXPAESDMbJo89LZQ5K8ZafTidWrVycN8APAm2++afCCuTGnWZKtqGwGl30En8+H6dOno6mp6cJzsABg165dGD16tOV1phW1THQ+/lxZWZmyu0w0GhXtGeTv5+uYX0v3/dw4Rc7rWr58+YW1NRiNRlFfX4+ZM2eCyHgEWiZsLhFh3LhxePfdd1NKTTwex9mzZ/GlL30pIWQpg0UWNQurdi5W4/v585//fOFILzc0IaKMSa2iKAaPetWqVZYGFADeeustFBYWGqSW1awdcBVFSYhhezweTJo0Ke1EGxTU2NiI5557ztAmnshabNcquPPnz0dDQ4PlgQyFQrjnnnsM3erMkmtVc8iflwMxN9100+BuQAYAhw8fxqRJkwSw8kkemVDLo0aNsn30OQDU19dj+PDhhuiW2VmyYnOTtc7n9kZbt27FqVOnBifAADBv3jxx5o5sp6yw7NWaWxbx71u2bOlWA2td1/Hmm2+KDQHq1CZyYMTqfXbF48ePx/vvvz/41DMArF69GiUlJYYHThZI6IrlnlOyV8pHvMyePRtNTU3dHjgA+MUvfpG0LNTsRXeXFyxYgHA4PDiOeiPqaFqyb98+lJaWJkhbsv3RrtjlchkkXf593LhxttVxMjp16hQmT54svG55cz9TvGLFisEhveFwGMFgENdff714uJycnIQENyvgyvU7clSJiPCzn/0sI+tJTn6XNYnVY2fSsaylBkX0Std1PPDAA4aH5D1QObhvRS2z02K21V/+8pczmsd07tw5LF++PCEMme7+rDDHvi+77DLwxM/Uffcp8RoyEAiIc+7YdrHNtOOoyLFbfq2oqAj79u3LqJrTdR3BYBBf+MIXMnKcOTNPFr7msmXLBqZ6BoDm5maMHz9eHM4oH/wgS69VgHk5wu8vKirqNfsVDoexc+dOuN1ugwfdE+ZxIDq/T/3Xv/61R05gv1BbWxvuvPNOwzm3JKlXGVCrCeUs7bxzM3v2bLFH2xvPEAqFMG/evIxKr6ytPB4PysrKcOTIkYEjwQDw/PPPJ63GS8VsU4kSHSZmbmM/YsSIXq+X5dSfgoICEYqUNwXsnvNnPkWbG7XceuutAwNcADhw4ACuuuoqA0BWk8qT5R1zQpo8QdavX98nyeAAsHnzZmEW5J+yxrHTtsFckThq1KiBkfus6zpuvfVWg/TJEpmKk3mkipJYSvLZz362T4uwdF1HVVWV4R7MqtqqZiJpUsifKS8vx8GDB7MXYAD4/e9/L2ay+WyfdGwOUCSbEBMmTMBLL73Up4OgaRrq6upQUVGRoGLtePss3fLBVrL033bbbWhpack+gAFg+/btKCsrE1LIoFpdI8qetPkzLCn9dXYPADz++ONQFEXsP3s8HkM+dLrnM7+H1+uc6eHz+fC1r30tu8AFgOPHj4vdHj7ShdWO3bisLMGy+ps/fz7++9//9tvDB4NBUQ3h8Xhst0cyp+/I4yLHs7dt25Y9ADc2NuLee+8F0flze7jiPdmmdzqWlwosGWVlZf3exBoA6urqMHbsWENbfruHWiVb33PmJBHhk5/8JI4cOdL/2ZO6rmPPnj3ixkmSNvMxLWRxAMzrXp/PhwcffDArZrOmaXjiiSfEBGbTY7WyX342M7h8HVVVsXTp0i4Pdu4T4k3uK664wpZ6SsVy4jdL/qxZs8DUx4+YlNrb21FdXZ0wYTlWzm0d7JSeMiuKIoTjySef7L9nBoDbbrtNBBbsPEQyZsmXNUB+fj7+/ve/Z1UGP9BxcvaIESMMHXVSsV2Q8/PzUVpaihMnTvR97w0A2Lhxoy2VlI7lLT0eDKuJbn1NAPCrX/0KROf9jFQAWgGXx1F2KBcsWNC3lYMA0NDQILIq7FThpWM56DF16tSsBJYpEolg3rx5QsuwKpaT2MmmSpb3fNlE/eY3v+m7cWhqahIRG9krtvMgyZgnicfjQWlpKWpqarIaXKAj4a+kpCShmIztrx2tJkfj5O49paWlePvtt3t/LDjPyHxjmbC5csx17dq1WQ0sUzQaxdNPP92lmrWzDOTJwJNcPs7185//PBobG3tvPHRdxzPPPINLL73UsHuTyZMwc3JyUFlZOaBOAgGAr371qwkhU3PusxXm5SN/JicnR3jlq1evxtmzZzM/Lrqu49ixY6isrBRf7vf7bQcoUjGH4+rr6wdUdmA0GsWJEycwfPhwkXVC0jNZNVnsSHFygJxorygdvSd37tyZ+b7P7e3tuPvuu4VnKO9hWk0oZwnnM3HlB3O5XPD7/fjxj388oIBlAoBNmzYlSK9du5uOb7jhBtTV1WXOZAEd1ehywRbPMp/PZ2geYqUqwOfzGWYzz9Qbb7xxQKljM7W2tuKLX/yiAFU+ZzATDic7aUuXLs1MaDIej2P//v2YPn26+BLOTDDftBVg5aac8lGpo0aNwquvvjognKiuCAD27t2LkpISkS9l3uDvKbvdbjidTvzud7/reXAjHo+LtRyvQWVg5Vb0dgqliIynaT722GMDGlgmACL2zONkp2lLKma763A4kJ+fj3feeaf7AQ5e9vDi3GwnA4GAUDvyercr5s+b86NuvvnmbtX3ZCvpuo5p06YZJj1lAFxzh9rq6mqcOHHC/rgBHY1ICgoKRBkH91uSdzaSeYbpHCpWLUQd6am7du0aFFLLdO7cOezbt8+QEpupFQWvgVkbrF+/3p73rGkaotEoKisrxaKab87cxIsBt9KNxtyBtaSkBA888MCgApYJAFatWiU0HGVILctLLYfDgeLiYuzZs8f6xgoALFu2TCSBkwQk/2Q1bEdyzSUk1113HYLB4KDtGfG///1PNCjNdCd32V+ZPHky4vF4eiHh1FS+iLm7S7ovTdZCnsGVT672+/04dOjQoJRaJl3X0dDQkHRjRS5FtVNoJl+L/Zbhw4fjrrvuSj2WAPDxxx9j0qRJ3XLdZXDl/Cn5by6JXLNmzaAGlqmpqQkrV64Uni4XnpvH12qpqCxoMtDFxcV44oknuh5TAPje974HIjJ4wZk6P4DV+qxZswZudVs3iBupkQkUr9drebOfyBgX4M/Lf48dOxb19fWJ9hcAtmzZArfbnfCFPbUXsvSWlpZecOcCAB3VjtwBQJY4O/2kky2pOFrIn//mN7+ZWPd7+vRpjBw5UnyxHGIkshak6MpDluOrmzZtuiAbTgPAunXrxJhyDFpuZ2glCEQptCkvj7Zv3y6CG04iovr6empsbKRhw4ZROBymvLw8AkAAyOv1kq7rth9IURTBRESLFi2ixYsXk9frVTIwXgOKFEVRYrEY9u7dS6+++ippmkZtbW3kdrspNzeXIpEIORyOlNdwu90UiUTI6XSS1+slh8NBmqaJ8Q2FQkREtG/fPpo9e3bH9xJ12IX8/Hw6e/Ys5ebmijcHAgFSVZVCoRD5/f60D8Halr9QBripqYmKiopI4X9eYAQAzc3NlJeXJ8bU4XCQz+ejUChELpcr5edVVSVN0ygWi5GqquKEbqXzdG4A5HQ6hXBeqON8wdD/AdNLDXeIXHkGAAAAAElFTkSuQmCC","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.61,"bounding_box_area":454,"exact_perimeter":108,"approximate_perimeter":99.98,"convex_hull_perimeter":68.97,"perimeter_pixels":616.4163056034271,"original_contour_points":211,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3056,"perimeter_to_area_ratio":0.3808},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.78,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.14,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3131,"perimeter_to_area_ratio":0.3466},"image_base64":"data:image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","detection_approach":"prominent_color_detection"}]},"dataObjects":[{"id":"385da9ea-5a2b-4166-903e-de949688ba88","height":21.9,"width":20.15,"perimeter":113.64,"area":167.74,"image":"data:image/png;base64,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"},{"id":"2cbcbcc8-bd58-4473-9c7d-16bda55e971b","height":22.78,"width":19.97,"perimeter":108,"area":283.61,"image":"data:image/png;base64,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"},{"id":"60093d8b-4f25-41ed-874e-6e6197fdcc01","height":29.61,"width":10.69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CwCAYAAAAyuu3WAAAABmJLR0QA/wD/AP+gvaeTAAAGI0lEQVR4nO3az27TzAKG8dd/YrtJ00IXZYdYlAVI7FlwD0jsWXATSNwDN8BlITZISEiwQqoENE3S2Bl7zqLER10cOK+Sj35un5+EaqWtmbqPx64nEmBKNhsfPnyI5+fnOjw8/OM3tW37jw4K1ytNUyVJohijFouFJpOJsizTo0ePEknKJalpmvj27Vu9e/dOs9lM+/v7v93paDT6C0PHdQkhKISgLMsUY9STJ0/08uVLxRhjkiRJLkmz2UyfPn3Sly9fVJalzs7OfrvTruv+yuBxPYqi0Hq9VpZlCiHo9PRUJycnevHihaRfM82dO3f62SOE8Mco0jT9h4eN6xRjlCRVVaXVaqWmafT9+3et12tJv6LZVJWmqWKMyrLstzvlnuZmy/NcMUbN5/P+ta7rVFXV5eely6I2Nz//TxDMNDdbCEHSZTxJcvm3UpIkaprm8nVJqutay+Wyn5b+FMXm63AzxRg1Go2uhNJ1nfb29iT9iqYoCpVl2d/LcKOLEML/nBy4zsBGNLARDWxEAxvRwEY0sBENbH00P3/+VFEU1zmWnTk4OOh/lvF4LOnygeV0Ot3Z/5Hneb89Ho/7p6c35RgmSdI/zMuyTE3T/PdJsSSdnp7qwYMHapqmX+EcstlsJunyF7tarVRVldbr9ZW1lG1sHobWda2mabRcLvvPNU3TP3ofqjRN1batVquVpMvjWFVVv6jdr3Jv1pw2j42HbDqdqm1bxRh1cXGh1WrVvzdkMplosVhstf+madQ0jbIs02g00nq9vrJ2N/Rllk00mwmk6zrVdd2fdP0ywufPnzUejzUajbY+qNft/Py8387zXCEEjcdjnZ+f92fPNg4PD3V2dqa2bfuTreu6/hL1p3cJ/NttLkObE2K9Xqssy/7Sm0uXC1QhhCvT7JBtzpAYo/I8V9u2WiwWyrJsJ+tqm8t3URRK01R1XSvP8/71zUEfqqIoFELQxcVFf7ym0+nV99MsFgs9f/5c79+/1+np6eDj2Sy2lWWp1Wql/f39nd3PSNLFxYWky5vFzcy1OSs3rw/Z5r5sNBrp8PBQjx8/1tOnT6+uck+n02Q+n8ejoyNJGvz0GmNU13X9ZSRNU338+FGvX7/eyf5Ho5GapukjefbsmV69eqV79+6pqqo+qqEKIfQzdFVVOj4+1sOHD5Vl2bDPBldd11FSLMsyStrqX5IkMU3TmOd5rKoqvnnzJsah3/0a8j9/yc2wXC6V57nqut56XzFGxRj7y9P9+/d3MMLh4InwjiRDv5ExEA1sRAMb0cBGNLARDWxEA9utieYmrN7/W9yaaLA7RAMb0cBGNLARDWxEAxvRwEY0sBENbEQDG9HARjSwEQ1sRAMb0cBGNLARDWxEAxvRwEY0sBENbEQDG9HARjSwEQ1sRAMb0cBGNLARDWxEAxvRwEY0sBENbEQDG9HARjSwEQ1sRAMb0cBGNLARDWxEAxvRwEY0sBENbEQDG9HARjSwEQ1sRAMb0cBGNLARDWxEAxvRwEY0sBENbEQDG9HARjSwEQ1sRAMb0cBGNLARDWxEAxvRwEY0sBENbEQDG9HARjSwEQ1sRAMb0cBGNLARDWxEAxvRwEY0sBENbEQDG9HARjSwEQ1sRAMb0cBGNLARDWxEAxvRwEY0sBENbEQDG9HARjSwEQ1sRAMb0cBGNLARDWxEAxvRwEY0sBENbEQDG9HARjSwEQ1sRAMb0cBGNLARDWxEAxvRwEY0sBENbEQDG9HARjSwEQ1sRAMb0cBGNLARDWxEAxvRwEY0sBENbEQDG9HARjSwEQ1sRAMb0cCWX/cA/pbJZKKu65Qkydb7ijH2H6uq0nq93nqfQ3JrZpqvX7+qKIr+F76NyWSiLMsUY1Rd1woh7GCEw3FrZpqTkxOtViuVZam6rrfa12KxkCTlea40TZVl2S6GOBi3ZqZZLpeSpLZtt95Xmqaqqkpt2/bbt8mtmWn29vb67TTd7lxJkkQhBMUYFULQfD7fdniDcmuiKYpCVVUpSZKt72uOjo707ds3SdLdu3d1fHy8iyEOxvZ/SgxEjDH++PFDBwcHW1+i5vO5JpOJyrLUbDbT/v6+siy7NccSsP0HcDUZwxNNjNYAAAAASUVORK5CYII="},{"id":"7bdefd24-6b25-4a79-ba8f-db24f5af024d","height":30.66,"width":18.92,"perimeter":98.57,"area":399.34,"image":"data:image/png;base64,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"},{"id":"d32d3862-cd87-4888-a293-df8173f4cec7","height":30.66,"width":18.92,"perimeter":98.57,"area":397.78,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHAAAACzCAYAAABRnJhRAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1de2wc1fX+5rmPWXttJ7HzMEmAklcDiZPQlmcAkQqKlJZS2oIqWopUimhR1EJL/yioVZGqVvArlEqQplVLIxIobYFQBJQSASEBAiEhJU8FSGKS2E7s2N7HvM/vD3NuZnbX9joex15nP2nk3fXuzJ37zTn3nHPPPReooqIhjXYDTgds2bKFUqkUenp6oGkaJEmCpmkwTROKogz4W9u2YRgGAMCyLOTzeSQSCSSTScyaNUtST8UNnM4gIvq///s/PP/889i6dSts20YymUQ6nUYul4OmaYOewzAMmKaJY8eOQVEUXHrppbjzzjtPQeurQC6XoyuuuIIAEACqra2l2tpaMgxDfFbOEYvFKBaLEQCqqamhBx98kACgKoEjDF3Xkc1mxfuenh4AgCRJUBQFRDTg7+vq6tDZ2QnLsoS6NU0TsiwDqBI44ujp6YGiKEilUvB9H/l8HgCgqiocxxn0952dneK1LMvwfR+O48DzvL7zjEyzq2CoqgrbtpHJZMRnuq7D930AEJLUH3zfh67rUBQFrusKiWXDpkrgCCMWiwlpURQFiqLA8zx4ngdN0+C67oC/l2UZtm2L9/x7lt4qgSMM0zShqn3d7HkefN8XUlSOCiUiSJIkfsN/mfiB5beKMY8qgRWOKoEVjiqBFY4qgRWOKoEVjiqBFY4qgRWOKoEVjiqBFY4qgRWOKoEVjiqBFY4qgRWOKoEVjiqBFY4qgRWOKoEVjiqBFY4qgRWOKoEVjiqBFY4qgRWOKoEVjiqBFY4qgRWOKoEVjiqBFY4qgRWOKoEVjiqBFY4qgRWOKoEVjiqBFY4qgRWOKoEVjiqBFY6Kq1Lhui45joNsNove3l50dHTAtm10dXWho6MDuVwOqqpCVVX4vg/P86AoCmpra9HQ0ADDMJBIJNDU1ITJkycDABRFqdiif2OaQCIi3/chyzJ6e3vx4YcfYu3atdi6dSvee+897Nu3DwcPHoSmaSAiWJYFAKKAnOM40DQtVM5DkiTU1tZi/vz5OO+887BkyRJs2LCB5s2bh/r6ev5OxRA65gh0XZcURUEul8M777yDdevWYf369XjzzTeLCOHSU1xIhxEkzHVdFPLR09ODjRs3YuPGjUgkEkJqL7jgAnzta1/Djh07aObMmYjH45BleUyTOWYI9H2fJEnCe++9hyeffBIvvfQS9u3bB8dxkMvlxPeISBAXBXK5HGKxGFRVxeuvv47XX38dkydPxvLly7Fs2TJ0dXVRXV1dRUnlKUUulyPLsujtt9+mW265herq6khV1VA5Rk3TKJVKUSwWI0mShlSmUZKkAQ/+nqqqFI/HSVVVAkCyLFMikaALL7yQHn74YTJNk2iw0oIl0N3dTeeff36oPUNpf+FvZFkmAPTQQw8NuS2RorOzk4iI/vjHP9Ill1zSb8N1Xad4PE6KooRuQtO0sjpjMALT6bToFHz6sOi6Hjp3fX09LV68mFavXk35fJ5s2y6788YdgfQpXnzxxRBxmqZRPB6nWCxGqVSKkslkyZth8oKdPtBRrgTyg1L4maZpofMtX76cNm7cSJlMpqwOHDcEMnEbNmyga665RlShDRIRlDJJkoQ0yLJMiqJQIpEQVWuHcvMDHcE2SJJEiqKI6zF5fE1d1wnoq5j7y1/+kjo6OsjzvAE7clwQSES0Y8cO+tGPfkQTJ04UEodA5wCgeDwuVGM5N1ooHf3dfDkSKMsyxeNxQRIf3L5kMkmappGiKGK8PPfcc2nbtm3kOE6/nVnRBBIReZ5H//rXv+jyyy8vUpdB6WPjgRsc7MhgZ7OUlNsRgxHY30OgKArF4/Gih0yWZZJlmVRVJU3TKJ1O08qVK/uVxJEmcMTcCL6hu+66C2vXrsWhQ4cQi8VgWZbw54KuQLDwKRGFipwGjT8iKvL7+kOwzmZ//++vZicXZQUgAgQARJv5b29vL77//e8jm82ip6eHampqQi6HbdtwHEcUfmW/lI9y76U/jAiB+XyeAODKK6/Evn37cOjQIQB91Wtt2wYRDVqpdrjgPgy6b4VknoRXUATf9xGLxXD33Xfjgw8+wAMPPAAiIiaxpqYGqqqGyiVzpCj4kJ4sIicwk8mQbdtYunQpNm/eLBqt67ogD+i78agc8lI+Nl+Ha1IXVr6NCnV1dTh+/DgAYNWqVUin07j33nvh+z7JsiwxWZ7nifis7/uDbvgxKshms3T48GGaNWuWGNNUVaVYLFbkx5VrqJR7lDJMTtUhSRKlUinx/tZbb6W2tjYiInJdV4yBQTclOOaXc/5g3yEwBkY2nXT06FEyTRNXXXUV9uzZA0VRSpbJTyQSYr+EKKWBzxe1hJWLTCYjpP2vf/0r7rvvPrFlQCKRANCndYL1swerWF8OIiEwk8mQ53m47LLLsH37dsiyDMdxRANZTUqSBNd1T1RcV0cuFMtGwkgjmUyCiMS4Fo/H4XkeHnnkETzyyCPYu3ev+K5t26F7jmL4GHYPdnd3ExHhiiuuwM6dO4VlpaqquDGu1s7SyOC9EIYDWZaLJE+WZXGw5AervkcppblcToyDuq7DNE0AfQ/Qb3/7W7S1teGTTz4R2wUE94sYrgU6bBAR2bZNixYtIgCh8FcikSjS4zwOsjOMMseAgQ6OnASvw+NuMpkU4Tld10lVVTH+RnFtvl5hyG3SpElinOPrcXCe77uw3YNdg19H7gcuXboUH374IQCI3bh83xdPIiPovxU+ebquA+hTMbIsQ1EU4SsW7pMQhKIoqKmpQUtLC1paWjB16lRMnToVM2bMQG1trZB2SZLEeJzJZNDa2ircmzfffBOtra1ob28H0KcSLcsSY1QsFoPv+7AsS1ixbFGzVBW6Ax0dHUVt5v2T+LOopO+kCezp6aFf/OIX2Lt3L3p7ewH0EeE4TsiEL0fPM2EA0NDQgKNHj6KxsRHt7e3C+Qf6fKre3l7E43EsWrQICxYswDe+8Q2cccYZmDx5MjRNg6qqRWMfb7ZRaLp7noeenh5s27YNL7/8Mp599lls374dwIkt33ivI3bEJUmCbdsh96HiQES0bt06qq2tDamywvBXOSqirq6OAIhzGYYR+p0sy8JE13Wdbr75ZtqwYQPZtk1EJObpGL7vk+d55DgO5fN58bnruuS6LnmeFzpM06RMJiO+u2vXLrrpppuEup8wYQIBJ8JpsiyLttbU1ETukpQ6Io2Fep5HnZ2ddPHFFxNQOqAcjOSXc3CHBH+TSCRE58Xjcbr99tvp4MGDRERkWRaZpkmmaZLv+yXJGQi+75Nt20XkO45DmUyGfN8XE8xB8rgDFUUJ+bUVRaDrunTXXXeJEycSiSJJ42mgchvY2NgYkuKgMbRo0SJ64oknKJvNkmVZoc52XZc4YG7btiDRtm1yHCf0Pdd1ybZtsixL/I+IqKenR7zO5XLifCyRa9eupebmZmpoaBBtjMoAO+UEWpZFb7zxBgEoIkjTtJAElfuEsrXKkX8+h6qqdMMNN1BPT48gioioq6tLSFiQUN/3i9RoKXieJ4hmfBr+E/8PEsrXvvXWW0Xb0ul0ZUpgNpuliy66qOik3OFMAv+/XHOdHwaWvHQ6TatXrxYdads2dXd3i07O5XLU1dVFRCRUqWVZITXKrzkFohShwQfD930yTZNc16VcLkeZTIaIiHp7e4mIqK2tjZ5//nlKp9OiI4cyTIw6gURETzzxBAEIxTaD40OpeOdQGsckPv/880LCgqqSyQyqwKDkFUpg8HeF3w0aO0wwvy+UVkZvby+tX79+yFkBY4LAjo4Omj9/vmg8O6aDTZjyBdmS5Mbw50FLLplM0vbt28nzvJLEjAaYQDaciIhee+01amhoCE36svbgNI1SD+dIEFhWLJSIaPXq1Thw4IDw19g/Ggzsk/m+D0mSRCyQP+/t7YWu66ivr8cLL7yA5uZmZDKZEZn6ORkoioJ8Pg9d16FpGvL5PC655BKsXbsWU6dOhWmaqK2tFf1Bn2aIK4pS1hbjpwRHjhyh8847T6hJ1v2c2lBOygJbmPx0FqZUvPrqq0XqazB34FTA933K5/OiLb7vC8t1/fr1woLme5IkSYTSojqGJYGe59FTTz2FHTt2AOiTHI6ucAhsINCnE6mcohCcmfB9H4Zh4L777sOll14KVVVFdIOjHqMNx3EQj8dhWRay2WwoDeOyyy7D/fffjwkTJgDo227VMAwRShsTk7Y89qmqWqTTB5M+HgNZCjnQHDzHD37wAyIiOnbsGBGdMOmDLsJoIuhysEXK4/OnMzG0atUqkf7I9xWMUg33OGkjhojolVdeCRkhfLDFWU7aHt8cZ3PxOVpaWqi1tVV0FncQEVE2mz01DJUBdlkYpmkKR9/3fXIch7797W+LPoqSvMEIHFCFHjt2DI8//jiAE1F0nigdygDtuq5QJ5wP0tTUhBUrVmDatGkA+mYiDMMQ10kmk2UbSiONuro6uK6L48ePiySmoDFGRLj33ntRU1MDoG/1k6ZpSCaTo9fo7u5u+uCDD8gwjCIXAOhz3MsxYgrdBgBi0QhRn7HCTjNRX2irlA83WmDXIRj9cV1XSGDQ8Hr00UdD855RHSelQomI7rzzTqH6golIQ00gCqpfRVFoxowZtGvXrjFD0nDA42EmkyHXdemb3/ymsEi58wd7uIdD4IAq9O233x6Q5HIgy7KYz+N8keXLl2PKlCljw0obJoL5noqi4LbbbsOkSZMiyfksByUJJCLauXMntmzZMuwL8CQv0HeD6XQaN954I2pra4d97rEA+tRN4vHukksuwVe/+lUAp8aNKEmgZVn429/+hkwmM+wLBJOYstksrrnmGixevBgAitIuKhHsC0uShGw2CyLCd7/73VOmXfpVoWvWrCnLUR8MnuchHo8Lp/zmm28WFmwU5x8L4CXghmFAlmUsXLgQ8+fPPyVZZyUJPHbsGD7++OPIYpGc+nf22WfjoosuQj6fD+WNVjI8zxPqk10gTdNw++23n5LrF/UgEdErr7wiGhcFOLh7ww03IJFIiMUe4wHBhzybzYqkrq9//euYOXPmiF+/pAj85z//ga7rkcQiObG3pqYG119/PSzLEio0KgkfTaiqikwmA9d1kU6noWkaZFlGTU0N5s6dO+LXLyJw9+7d2LJlC2zbFgFnPiiw/oDKzHBmNdnc3Iz58+dD13Vks1kkEonQurtKBRGJylDAiWk2y7Jwyy23AOhzn7i/on54iwhsbW3F0aNHAUSTu89quKWlRYyFsVgMAMbOfNkwwEnDwfdAXx7p/Pnzcc4554RmVrj0V1Tjf+gsjuPQ9u3b0d7eDkVRIiHQdV2oqoply5aJz3gMHA+OPIBQXwUXr8yePRtLly6F4zjiXj3PE0nGUUhhiEBVVbF169bIqiAxpk+fjiVLlvRd8FMpHAtzfVGAyWCJ4kWcTM7ll18OIhILWgGIpdZRIESg53nYtWuXeB0VFixYgClTpogHI7iuoNIRDFSUWnm0YMEC8T9VVYUkjsgYuH//fnzyySeIx+ORnJyxZMkSMZADJx6OqCV9NBAcy4JSxcvrJk+eHKyCGPptFDZAiMB3330XPT09JRs3HMyePRuapokb4JsbyQWepwrBe2D1GUQ6ncY555wD4ETlC/5NpGMgEdHu3btFWYyoIMsyJk6cCEVRQsuzTNMcN+Mga5TgotJgsdmZM2fCMAzxPVajUYyDgkDHcbBnzx6YpinM3nJUXCEJbFbLsizOMXfuXLG+jsEO/nhAoTXNRo2qqjBNEzfccIOQOkVRIvV/QzryyJEjovNLrbMrB+ywsiU2ffp01NXVCX3PjeeFnOMd8XgcU6ZMEcUdgBMPfRT3Lwh0XRd79uwJVSIqR0eX+k7wswkTJoTej4dxb6iYPn06kslkUXXhSMdAz/PQ2toqTjxU9dZfVYgpU6aEzhV1lYZKQFNTU8kJ7EgJtG0bnueFrMUorNCFCxcimUyKczmOI5za8TCdNBj4XhsbG8WwxMNJpHVi2traxAVZMsp9QkpJH6+DaGpqguu6JUNNpwNY+0ycOLGoX6PQQILA/fv3Q9f1Yeno4PcVRYGqqkin00LqgDDZ48UKHQiSJMGyLNTX14sEqCiHDkHg0aNHxSwBm8HlinipsY+tzLPOOktYYFySI5jkNN6hqio8zwuNgcGAxnAhGIrFYmIuK1hZqRwEv8ek27aNpqYmzJ49GwDEdgG6rkceDxzr0HUdM2fOFALCNUOj0EAy0Fffk9PGgdISVcXJozAGHCyBOVzIQF9W1SeffFJEYJXIaMBTToXrSyIj0DRNHDx4sO+D08C0Hw2w+gQGLwU9FMhAn2925MiR0D+q0hcdJEkSK5eihhA3XhkbDKGdLkbGSILVZ319PXRdL1kecziQgT5zPpjmXiUuOriuC1mWUVdXh3g8HsqfiSwSwycN+mVVFRoNmKxkMilyRllAIg2lBZNzhnLiYBkRAGLilkNp3NjgwB1M7hnvYOMll8shnU6HNqmMrOQyr2UL1vo8WRSOoaVeM04XKeeEpqAf6DhOJPcvA32dm0qlitL9hiKJhQXOGaVIjFKFjHUES7IwgVEG9GU+4aRJk4pmFcqJVTLp/LugygwenGJxOoLvnR15JjCyMVDXdUydOrUoUl5u0k2QwMK5xFISfTpaudlstigXJrJITCqVwsyZM4cl2kG1yGnjwWkkoHje8HQgkoWira1NLARlmyOy+UDDMKSpU6cKlakoirAmB0Oh6gxOVubzeVEBvvCmThew29De3i7WSUa5NlIo4WQyGcqYLnfisdCNCL7mreZ4Rr7cRKnxBB7/ubI/p1NEtTIrlNTE+TCcfFsOCucNuaykoijo7e3FG2+8IXwhLjkS9A/HO3juj7UbT2ZHtcRcnGHixIkhP3A4Yh5Upzxws3Tzk8chpvEOtiu4P6O+Z3G2GTNmhPL2hwv294KzHBztAaJJK68kdHd3i9dRulOCwMbGxpK+22AolZEWdNh37twZ2gRrJG5iLIOHGN7ah/slqvsXDKmqikQiIdRosDjrQOhv9p4bum3bNqFGg4ZRcF+k8Qy2KbgIbHB4iTStUFEUnHnmmeL1UFGKDEmS8PHHH4uKT8G9lKJawj3WwZqsq6trRM4fksD58+eHVhaVo0L7kyKWSNM0kclkxHRVcNXT6aJGHccRBAZDjVEgxFBzc7NQn+Wq0GCjGEG1Kssy8vm8mDAOLq0+HaxQy7JgmqZYOBvUQFEg5AdOnz5dzAmWe4H+VicFl5ht2rRJ7MsHjF/J43sOBixUVcW2bduEEcP76QLR9ENQhUoXXHABpk2bBtd1hWM/XBARduzYIQoHBTEexsDgA1y4uJX/v3XrVrEBJDvyXG5kuAjpsM9+9rOYOnWqeB/FjLkkSdi4cSMOHz5cclPk8QyuA/Daa6+FLPH+luKdDEIEapqGyZMni11HIpnyV1Xs2LEDe/fuFUuOx1PicKl7CKpSoK94BIcYeYlBf78dKkIEEhHmzZsX2R7nQF8ju7u7xdampZz68YAgYaxKFUVBe3s7Dhw4EPoeG4iRq1BN0/D5z39eBJ2jsJRY57/zzjsgotAgPh7GwCBKSdS7774rqlUUrpGPAiECJUmSWlpaMGfOHADRdDDHPzdt2oQPPvgg9Nl4kcJSvh1PaHPtVQav0o2q4F3RGZqbm/G5z30OhmFEI+KfWmUfffSRIJAjM+NhDGQE74UnszOZDN555x0AEPOiwfEx0lAaI5fL4aabbgqtpNE0rcilCBoiAx3c+Hg8joceeghAXwoHVzEEwsHv4FEJKpZr6nDSErsHyWQSr7zyCl577bWiujlRGnFFBBqGIc2bNw+apkHXdaEKuKFcQ6ZccE6kaZrYuXMn9u/fH5pWGkjKK0FCg/OnXGqLh4d//vOfI379kkq4qakJc+bMCen2QqtpKJ3LMdCuri689NJLIrF1vICzDLictOu66O3txcsvvzzi1y5JoOu6uO666+A4jtjoKeiEs3otx0rVdR2WZQnrc82aNWJysxJU5GAIaiR+yFVVxbPPPjtiMxCh65f6UNM06dprr0Vzc7NISCpcMxF0SMsBq5g33ngD//jHP4R6LszWBlA0ho5lsL+XyWSQSCRgmiZc18X9999/Sh7Qfhk466yzcOWVV4ZmJoK+TLnVnPg7HAu1bRt/+tOfkM/nx02VCtd1YRgGfN9HIpHA66+/jvfff390CZRlGddeey0MwxCDc9CQAcpTgZ7niaw0zsTaunUrfve738GyrIqflQ/2i23bOHToEH7/+9+P/tY7PDvR1NQEwzCKGjuUtQ7BmQ0+x89//nOxKriSSWQ7oaurC/F4HE8++SSefvrpSNfBD4QBB7EJEybgnnvuQXd3t5AiHqTZPejPhysc19jq5DBdbW0tbrvtNmGh8tbjwfUDY8VS7enpEYab4zgiNT6YxcdxzwcffBCKoojCPsPdd2PYOHz4MNXX1xMAsZlxOp0Wr8s5gvvmJhIJ8bqmpoZWrlwpNjzmDSF5z9qxsBFycK/c4B6/lmWRbdvkOI7Y3XPZsmWUTCbF/RbuO3yyh3SymyADfaWYb7nlFgJObO6raRrFYrGyd6AMkqZpWoj8WCxGu3fvpt7e3hCRwa1NRxuZTCbUHn7QmDzXdWn16tWis5lA3sVzJAkc1A/wfR8//OEPkU6nRV6L4zjCeS0Xhanluq6LNItLL70Utm0LlTzWkn+5cB/QV82Dx37LsiDLMl544QX87Gc/g6qqwj1il2JMgIjoW9/6FgF9W4rruj7kJ4g3TQ5uEKxpmpDqG2+8kTo6OsRTns1mxf60YwG2bYsNkYPbkP/vf/+jJUuWiHvSdT3yjZCHpUKBvi153n//fVq4cKHYvLfcBga/V7iPPB91dXUEgK699lrK5/OhsWYswPM8sm2bbNsWnzmOQ+3t7XTdddcVjfP8gEdF4rAJBPqk8M9//jMZhiFOWo4h05+08jjKN6nrOiUSCVq+fDkdPnx4zJB4/Phx8bq3t5fa29uJiOijjz6i73znO6LtsixTTU1N0Zg/ZggEgFwuR3PmzKFYLDbkRsRisRCZvK25oiihPeYlSaIVK1ZQW1tb6IkfTbiuG9rrfs+ePcKw4yMobbqul9Q0o04gEdFzzz0nTspE8hgXlCgUqJWBDv6eruuUTCYJAF111VW0fft2YfFls1nRgUGL0Pd98jxPHL7vi89c1yXXdYWZHwT/37Zt8X3TNEN727MWCJ5j06ZNdM0110QqYaeMQADo6uqiX//616ELTJgwoUg1lusnqqoqSCskfdasWbR+/Xrq6ekJkdfd3V1k4JQiqRTRpQyjIGlEfWqTHxjLsiifz1M2m6XHHnuMpk+fTkCfSxWllJ0yAgFg7969dP7554fUoqqqQvezFJZLIo8h/JvgGJJMJmnVqlWic4OS2N3dTY7jCFJ83yfLsiiXy5FlWUXEFEql53mUy+XIcRwyTZO6u7tDajubzVIul6N8Pk+/+tWvhF8XfODK6fxy/eVTRiAR0Zo1a0jTNHEz3NBEInFSg7iqqqGxkCWZ3y9evJiefvppQRSb8f1JFcM0TbIsKxQxGQiO41A+nxdErl27lhYvXiykjh/OWCxWlgRyvwyHxMgJZBJ//OMfE9BndfGNpdNpIVXlNC4opcHXQTKDEY1ly5bRv//9bzp+/Ljwy1zXLRq/bNum7u7uQQnjByFoqJimSY8++ijNnTuXZFkuahe/D7axHAJPlsgRI9DzPLr++usJ6ItrFjZuKNYqO/r8O8MwQp0VDCAoikJXX301PfPMM9TW1lZk4JimKaSNxz7HcciyLCGRHMvk77iuSwcPHqSVK1fS0qVLKZVKkaZpoQcxkUgIV6HcQ5ZlYXGfLIkjQiCTeODAAVq8eHFInUyZMmVIDdR1fcC4oaIo4mFQVZUaGhpCv/3Sl75Ejz/+OB06dIgcxyHbtsmyLOGAl1Kdvu+T4zjU2tpKjz32GF199dUi+KwoSlEnJxKJkMSxP1wugaVILJfIgQgcds7Cp4M8zj33XBw6dAiGYSCbzYpyk4NNCRWu2uUcGp6u0nUduVxOfI/nIj3PQzweh23bYlpG0zSk02k0NzfjzDPPxOTJkxGLxUSxHdM00dXVhSNHjuDIkSPo7u7GoUOHAIQLFgXTObgdwTwgTiEsB4VpJ1QwhVT4vhSCc4vcDw899BDuuOOOaHJOPM+j7du303nnnUdAsQHC0sVPTzweH7ZlNlaOoC/Mkhs04urr62njxo3005/+NOQjD2V4GdZsRDlQFEU666yz8OKLL6KlpSVUCzOYQqiqqsgdIaLI9+odDViWBV3XkU6ni9b8xWIx3H333Vi4cCFaWloAnJiV4Unh4SKyNc6GYUiGYeC5555DY2MjTNNEQ0ODmMHnfEle6DimpluGAV3XkUqlRHpIQ0OD2AFnxYoVuPnmm5FMJiXeho8TwygwbTYcRLpIvba2Vkqn09i9ezfmzJmDzs5OxGIxsV8Sb72jqmpkT+BoI5FIoLOzE0DfGNzZ2QlJknDxxRfjJz/5CSZNmgQA4jvAiXFxRBa3DBepVErSdR1PPfUUZs+eDdM0xVPKhk0ul4tsCfdoo7u7G4qiwDAMuK6Luro6TJw4EevWrePacxLQt7kYZ7hzqmUUOT8jUibCMAxp7ty5eOutt7B8+XJ4nodMJgMiEjUzDcMYM0lLwwEvFePhYNasWXj11VeRSqVQW1srrETLshCLxUJ7KUaBEavzoSiKFIvFsGbNGlx11VX8GVKpFICxky4xXPAQoes6Zs+ejYcffhizZ8+GpmkhEz+4ezWPfZFuPzcSSCQSkqIoWLduHR588EFYliUWgPATWelg8iZOnIgXXngB559/PhRFKfLPksmk8DG5lOeILC+LGvF4XJIkSbrjjjvw9ttv44tf/KIoohBc9AKEF8uUShyOxWKhOqa6rpe1PnEgBM9XztK5RCJR9FPzM74AAAL8SURBVJs777wTb775JmbMmCHGvELw0gIiElYql9wc6OBr8BqMUd3KloPNv/nNb0QKBQLhslLTT4qiFDn+uq6L75YKTw01VFUYytN1nVKplPhclmVKJBKh8JmqqtTY2EhPPPEE7d+/n2iQkMratWtDgY1yp9o0TRPOu6qqpKoqSZJEK1euHDyEM1IgItq/fz/ddNNNlEgkRKCaG1pIriRJZBgG1dbWhoLLnAE2HAINwxAREp7T7G8mJZlMiv9deOGF9NZbb5HjOGV15F/+8pdQJIVfD3bwd2OxGKVSKXFPv/vd70aPQADgtMH29nb63ve+F3o6gw0vnDwNksJP43AlMHjtoGTU1tYK6WMJnTFjBj3wwAMie7zc+121ahUpikLpdFq0rZz5xFKzH8lkkv7whz+MLoGMnp4e8n2fPvroI7rnnnto2rRpQnWwyorFYiJlXZblkMRGIYE8dcSfcX5PMEugqamJVqxYQUeOHBkScYxnnnkm1J6hJoYFp7bS6fTYIZBhmibZtk2bN2+mu+66i84+++wilcMHkxMFgXzwWFuoPs8880y69dZbaevWrWIa6mTub/PmzbR06VJqaGigWCxGNTU1lEwmyTCMAQ+eGzUMQ7Rt3rx59Pe//52ACKaTogY/3R0dHWhtbcUzzzyD//73v9i0aZPYzttxHGHJDWZpDiYsiURCnIvPN23aNHz5y1/GV77yFSxYsECEw/qzMMu9Lw5kcCX7ZDI5aEgxmUzCNE04joNEIlG4ldHYXsOcz+cpHo/j6NGj2LVrF7Zs2YItW7Zg165dOHz4MLLZbCjGWAqDEThlyhQYhoEzzjgDCxYswBe+8AUsXLgQzc3NMAxjWKSdCozpxhWCpbOnpwf79u3Dvn37sHnzZhw7dgz79+/HgQMHcPToUbHohKP+HPlPpVJobGzE9OnTccYZZ6ChoQGLFi3COeecg8985jPBMiEV0y8V09BS2LBhA/FCyqCgsNRx5CNYYA44sbWQLMs499xzK7oPqqhw/D9uFEF3HITk6AAAAABJRU5ErkJggg=="},{"id":"2830b7cb-25e7-48bd-8399-bf36f9aee503","height":30.14,"width":28.03,"perimeter":115.8,"area":334.14,"image":"data:image/png;base64,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"}],"no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":27.98428571428571,"widthOfSign":"164","otherDimensionOfSign":31.36,"width_of_smaller_line":20},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1421,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":"Greater than 24 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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":167.76,"other_dimension_of_sign":31.36,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1421}},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"8.2399"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"120.9348924"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"1.90323"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"13.4005518"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":11.4625},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":106.5098076},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"2.1896"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"104.58077"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"0.945"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"4.8755"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.006009397851599999},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":6.009397851599999},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00047728599749999995},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.47728599749999995},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.00455257413},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":4.55257413},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.00935664444"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"9.35664444"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00454107654"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"4.54107654"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0060803028"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"6.0803028"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00048514752"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.48514752"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":6.300485855820001},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":20.5275},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"20.8012"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"5.2316345438113"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":460.27193693491995,"totalDenseWeight_before_formula":52.2825669730904},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":506.299130628412},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":7,"totalDenseWeight":57.51082367039944},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":7,"sign_depth":"1"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":20.15,"height":21.9,"depth":"1"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":10.69,"height":29.61,"depth":"1"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":24,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:03] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":28.03,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 11:19:03"} 
[2026-04-07 11:19:04] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775560744_6f1fdb8a0202374c48588521515e77e2","bins_packed":[{"bin_data":{"w":28.33,"h":30.96,"d":9.1,"id":"unique","used_space":65.8453,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":30.96,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/6d10c2e3837eb8d99f2f3a6ac4433d0a/1775560744-9923-1030696.svg","items":[{"id":"item-7","w":28.33,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/6d10c2e3837eb8d99f2f3a6ac4433d0a/1775560744-9917-6045933.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":24.3,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/6d10c2e3837eb8d99f2f3a6ac4433d0a/1775560744-9919-6666845.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":10.99,"h":29.91,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/6d10c2e3837eb8d99f2f3a6ac4433d0a/1775560744-992-2206336.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":20.27,"h":23.08,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/6d10c2e3837eb8d99f2f3a6ac4433d0a/1775560744-9921-5482014.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":20.45,"h":22.2,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/6d10c2e3837eb8d99f2f3a6ac4433d0a/1775560744-9921-8025733.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/6d10c2e3837eb8d99f2f3a6ac4433d0a/1775560744-9922-5939057.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/6d10c2e3837eb8d99f2f3a6ac4433d0a/1775560744-9923-6543710.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-07 11:19:04"} 
[2026-04-07 11:19:04] local.INFO: Box added from packed bin {"data":{"length":9.1,"width":28.33,"height":30.96,"denseWeight":57.51082367039944},"timestamp":"2026-04-07 11:19:04"} 
[2026-04-07 11:19:05] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":11.1,"width":30.33,"height":33.21},"quantity":1,"denseWeight":57.51082367039944}],"cheapestShippingCost":564.9262884433225,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":744.8077642125686,"tariffAndDS":744.8077642125686,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1200.9280390163456,"totalShipmentCostFormula":"((tariffAndDS (744.80776421257) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1200.93","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":421.0892292673239,"tariffAndDS":421.0892292673239,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":678.964273270633,"totalShipmentCostFormula":"((tariffAndDS (421.08922926732) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 678.96","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":564.9262884433225,"tariffAndDS":564.9262884433225,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":564.9262884433225,"totalShipmentCostFormula":"(((tariffAndDS (564.92628844332) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 564.92628844332","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":373.82035385759633,"tariffAndDS":373.82035385759633,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":602.7479385599884,"totalShipmentCostFormula":"((tariffAndDS (373.8203538576) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 602.75","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":585.4601849646663,"tariffAndDS":585.4601849646663,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":998.3267074017489,"totalShipmentCostFormula":"(( tariffAndDS (585.46018496467) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 998.32670740175","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":57.51082367039944,"rate":453.21999999999997,"tariffAndDS":510.7308236703994,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":871.5638618870197,"totalShipmentCostFormula":"(((tariffAndDS (510.7308236704) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 871.56386188702","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":1025.1082367039944,"tariffAndDS":1025.1082367039944,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1025.1082367039944,"totalShipmentCostFormula":"((tariffAndDS (1025.108236704) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1025.108236704","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 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[2026-04-07 11:19:05] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 11:19:05"} 
[2026-04-07 11:19:05] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 11:19:05"} 
[2026-04-07 11:19:05] local.INFO: Final API Response {"data":{"sign_width":"164","sign_height":31.36,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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Standard","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":585.4601849646663,"tariffAndDS":585.4601849646663,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":998.3267074017489,"totalShipmentCostFormula":"(( tariffAndDS (585.46018496467) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 998.32670740175","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited 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Certified","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.006009397851599999,"result":6.009397851599999,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.00047728599749999995,"result":0.47728599749999995,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.00455257413,"result":4.55257413,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":28,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":29,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":30,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":31,"dense_weight_expression":0.00935664444,"result":"9.35664444","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00454107654,"result":"4.54107654","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.0060803028,"result":"6.0803028","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00048514752,"result":"0.48514752","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":6.300485855820001,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":20.5275,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":20.8012,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":5.2316345438113,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":57.51082367039944,"result":506.299130628412,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"164","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":167.76,"other_dimension_of_sign":31.36,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1421},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1421},"timestamp":"2026-04-07 11:19:05"} 
[2026-04-07 11:19:05] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 11:19:05"} 
[2026-04-07 11:19:06] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.36,"sign_width":"164","dimensions":[{"id":"385da9ea-5a2b-4166-903e-de949688ba88","height":21.9,"width":20.15},{"id":"2cbcbcc8-bd58-4473-9c7d-16bda55e971b","height":22.78,"width":19.97},{"id":"60093d8b-4f25-41ed-874e-6e6197fdcc01","height":29.61,"width":10.69},{"id":"c567a325-aa4b-4d4b-a402-13a3e3dda247","height":30.14,"width":24},{"id":"7bdefd24-6b25-4a79-ba8f-db24f5af024d","height":30.66,"width":18.92},{"id":"d32d3862-cd87-4888-a293-df8173f4cec7","height":30.66,"width":18.92},{"id":"2830b7cb-25e7-48bd-8399-bf36f9aee503","height":30.14,"width":28.03}]},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.36,"sign_width":"164","dimensions":[{"id":"385da9ea-5a2b-4166-903e-de949688ba88","height":21.9,"width":20.15},{"id":"2cbcbcc8-bd58-4473-9c7d-16bda55e971b","height":22.78,"width":19.97},{"id":"60093d8b-4f25-41ed-874e-6e6197fdcc01","height":29.61,"width":10.69},{"id":"c567a325-aa4b-4d4b-a402-13a3e3dda247","height":30.14,"width":24},{"id":"7bdefd24-6b25-4a79-ba8f-db24f5af024d","height":30.66,"width":18.92},{"id":"d32d3862-cd87-4888-a293-df8173f4cec7","height":30.66,"width":18.92},{"id":"2830b7cb-25e7-48bd-8399-bf36f9aee503","height":30.14,"width":28.03}]}},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"385da9ea-5a2b-4166-903e-de949688ba88","height":21.9,"width":20.15},{"id":"2cbcbcc8-bd58-4473-9c7d-16bda55e971b","height":22.78,"width":19.97},{"id":"60093d8b-4f25-41ed-874e-6e6197fdcc01","height":29.61,"width":10.69},{"id":"c567a325-aa4b-4d4b-a402-13a3e3dda247","height":30.14,"width":24},{"id":"7bdefd24-6b25-4a79-ba8f-db24f5af024d","height":30.66,"width":18.92},{"id":"d32d3862-cd87-4888-a293-df8173f4cec7","height":30.66,"width":18.92},{"id":"2830b7cb-25e7-48bd-8399-bf36f9aee503","height":30.14,"width":28.03}],"sign_height_raw":31.36,"sign_width_raw":"164"},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":32.0,"sign_width":164.0,"tax_factor":0.0887},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Dimension Calculation {"data":{"dim_id":"385da9ea-5a2b-4166-903e-de949688ba88","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Dimension Calculation {"data":{"dim_id":"2cbcbcc8-bd58-4473-9c7d-16bda55e971b","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Dimension Calculation {"data":{"dim_id":"60093d8b-4f25-41ed-874e-6e6197fdcc01","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":53,"sign_type_id":1,"heightOrWidth":"30.00","return":2,"price":361,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Dimension Calculation {"data":{"dim_id":"c567a325-aa4b-4d4b-a402-13a3e3dda247","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Dimension Calculation {"data":{"dim_id":"7bdefd24-6b25-4a79-ba8f-db24f5af024d","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Dimension Calculation {"data":{"dim_id":"d32d3862-cd87-4888-a293-df8173f4cec7","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Dimension Calculation {"data":{"dim_id":"2830b7cb-25e7-48bd-8399-bf36f9aee503","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":7,"baseProductionCost":2415,"result":[{"id":"385da9ea-5a2b-4166-903e-de949688ba88","height":21.9,"width":20.15,"depth":2,"price":236},{"id":"2cbcbcc8-bd58-4473-9c7d-16bda55e971b","height":22.78,"width":19.97,"depth":2,"price":250},{"id":"60093d8b-4f25-41ed-874e-6e6197fdcc01","height":29.61,"width":10.69,"depth":2,"price":361},{"id":"c567a325-aa4b-4d4b-a402-13a3e3dda247","height":30.14,"width":24,"depth":2,"price":392},{"id":"7bdefd24-6b25-4a79-ba8f-db24f5af024d","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"d32d3862-cd87-4888-a293-df8173f4cec7","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"2830b7cb-25e7-48bd-8399-bf36f9aee503","height":30.14,"width":28.03,"depth":2,"price":392}]},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2563.47,"taxFactor":0.0887,"tax":227.379789},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":3.0,"noOfFullBoxes":2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":30.0},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":398.04316546762584,"shippingWeightInKG":180.51844238894594},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":180.51844238894594,"shippingRateFound":false,"shippingRateRow":null},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2415,"PSUCost":148.47,"tax":227.379789,"shippingRate":null,"miscellaenous":0,"signPrice":2790.849789},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"164","sign_height":31.36,"sign_depth":2,"totalCost":2790.849789,"TATDays":7,"baseProductionCost":2415,"productionCost":2563.47,"PSUCost":148.47,"tax":227.379789,"shippingCost":null,"uniqueReturns_count":2,"objects_count":7},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"385da9ea-5a2b-4166-903e-de949688ba88","height":21.9,"width":20.15},{"id":"2cbcbcc8-bd58-4473-9c7d-16bda55e971b","height":22.78,"width":19.97},{"id":"60093d8b-4f25-41ed-874e-6e6197fdcc01","height":29.61,"width":10.69},{"id":"c567a325-aa4b-4d4b-a402-13a3e3dda247","height":30.14,"width":24},{"id":"7bdefd24-6b25-4a79-ba8f-db24f5af024d","height":30.66,"width":18.92},{"id":"d32d3862-cd87-4888-a293-df8173f4cec7","height":30.66,"width":18.92},{"id":"2830b7cb-25e7-48bd-8399-bf36f9aee503","height":30.14,"width":28.03}],"sign_height_raw":31.36,"sign_width_raw":"164"},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":32.0,"sign_width":164.0,"tax_factor":0.0887},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Dimension Calculation {"data":{"dim_id":"385da9ea-5a2b-4166-903e-de949688ba88","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Dimension Calculation {"data":{"dim_id":"2cbcbcc8-bd58-4473-9c7d-16bda55e971b","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Dimension Calculation {"data":{"dim_id":"60093d8b-4f25-41ed-874e-6e6197fdcc01","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":54,"sign_type_id":1,"heightOrWidth":"30.00","return":3,"price":379,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Dimension Calculation {"data":{"dim_id":"c567a325-aa4b-4d4b-a402-13a3e3dda247","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Dimension Calculation {"data":{"dim_id":"7bdefd24-6b25-4a79-ba8f-db24f5af024d","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Dimension Calculation {"data":{"dim_id":"d32d3862-cd87-4888-a293-df8173f4cec7","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Dimension Calculation {"data":{"dim_id":"2830b7cb-25e7-48bd-8399-bf36f9aee503","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":7,"baseProductionCost":2537,"result":[{"id":"385da9ea-5a2b-4166-903e-de949688ba88","height":21.9,"width":20.15,"depth":3,"price":248},{"id":"2cbcbcc8-bd58-4473-9c7d-16bda55e971b","height":22.78,"width":19.97,"depth":3,"price":262},{"id":"60093d8b-4f25-41ed-874e-6e6197fdcc01","height":29.61,"width":10.69,"depth":3,"price":379},{"id":"c567a325-aa4b-4d4b-a402-13a3e3dda247","height":30.14,"width":24,"depth":3,"price":412},{"id":"7bdefd24-6b25-4a79-ba8f-db24f5af024d","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"d32d3862-cd87-4888-a293-df8173f4cec7","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"2830b7cb-25e7-48bd-8399-bf36f9aee503","height":30.14,"width":28.03,"depth":3,"price":412}]},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2685.47,"taxFactor":0.0887,"tax":238.20118899999997},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":3.0,"noOfFullBoxes":2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":30.0},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":398.04316546762584,"shippingWeightInKG":180.51844238894594},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":180.51844238894594,"shippingRateFound":false,"shippingRateRow":null},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2537,"PSUCost":148.47,"tax":238.20118899999997,"shippingRate":null,"miscellaenous":0,"signPrice":2923.6711889999997},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"164","sign_height":31.36,"sign_depth":3,"totalCost":2923.6711889999997,"TATDays":7,"baseProductionCost":2537,"productionCost":2685.47,"PSUCost":148.47,"tax":238.20118899999997,"shippingCost":null,"uniqueReturns_count":2,"objects_count":7},"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:06] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 11:19:06"} 
[2026-04-07 11:19:07] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.36,"sign_width":"164","shipping_weight":57.51082367039944,"shape":"rectangular","dimensions":[{"id":"385da9ea-5a2b-4166-903e-de949688ba88","height":21.9,"width":20.15},{"id":"2cbcbcc8-bd58-4473-9c7d-16bda55e971b","height":22.78,"width":19.97},{"id":"60093d8b-4f25-41ed-874e-6e6197fdcc01","height":29.61,"width":10.69},{"id":"c567a325-aa4b-4d4b-a402-13a3e3dda247","height":30.14,"width":24},{"id":"7bdefd24-6b25-4a79-ba8f-db24f5af024d","height":30.66,"width":18.92},{"id":"d32d3862-cd87-4888-a293-df8173f4cec7","height":30.66,"width":18.92},{"id":"2830b7cb-25e7-48bd-8399-bf36f9aee503","height":30.14,"width":28.03}]}},"timestamp":"2026-04-07 11:19:07"} 
[2026-04-07 11:19:07] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 11:19:07"} 
[2026-04-07 11:19:07] local.INFO: Input Parameters {"data":{"dimensions_count":7,"shape":"rectangular"},"timestamp":"2026-04-07 11:19:07"} 
[2026-04-07 11:19:07] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 11:19:07"} 
[2026-04-07 11:19:07] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 11:19:07"} 
[2026-04-07 11:19:07] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 11:19:07"} 
[2026-04-07 11:19:07] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 11:19:07"} 
[2026-04-07 11:19:07] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 11:19:07"} 
[2026-04-07 11:19:07] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 11:19:07"} 
[2026-04-07 11:19:07] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1371.23,"dimensions_count":7},"timestamp":"2026-04-07 11:19:07"} 
[2026-04-07 11:19:40] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"164","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpED98.tmp"}},"file_present":true},"timestamp":"2026-04-07 11:19:40"} 
[2026-04-07 11:19:40] local.INFO: Validation Passed {"data":{"sign_width_or_height":"164","user_input_dimension":"width"},"timestamp":"2026-04-07 11:19:40"} 
[2026-04-07 11:19:44] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":21},"timestamp":"2026-04-07 11:19:44"} 
[2026-04-07 11:19:44] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":21},"timestamp":"2026-04-07 11:19:44"} 
[2026-04-07 11:19:44] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":21},"timestamp":"2026-04-07 11:19:44"} 
[2026-04-07 11:19:44] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":21},"timestamp":"2026-04-07 11:19:44"} 
[2026-04-07 11:19:44] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"164"},"timestamp":"2026-04-07 11:19:44"} 
[2026-04-07 11:19:44] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"164","file_size":68943},"timestamp":"2026-04-07 11:19:44"} 
[2026-04-07 11:19:44] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":21,"objects":[{"index":0,"position":{"x":752,"y":649,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.81,"bounding_box_area":441,"exact_perimeter":113.79,"approximate_perimeter":107.8,"convex_hull_perimeter":82.13,"perimeter_pixels":649.4356415871832,"original_contour_points":276,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1629,"perimeter_to_area_ratio":0.6781},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_col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qQPNu2C15ZpCiKx1vVNE1cW758ORYsWCAIm44Fn9MNOpqtzbAsC9ddd13Fh0keAg8fPox0Ou0hsFgPkSsrS9n5558vVGluj6xFKWTSVq9ejcbGxukh0HVd+vDDD6EoinB/VVUtWH3y9+RFkK7rIhqN4oILLgARidW68nRLrYADHrZtw3Vd6LqOQCCAJUuWVPS5gkBFUfDWW29B13UhJaZpFrU4kwf9mqYJclpaWrBy5UqxUpYXjwDjUlpJN3u6Idv2bDaLc845Z3oG8rFYDO+8845HZRYbx2OJlQ15Y2Mj2traPCtm5XvP1PLrSoFtP2PVqlXTo0IPHTqErq4uEBHC4TCAsUnVYkjk78mkBAIBz3CEJVEOodWCHZT9BUVRxMTv3LlzK/pcQWB/fz86OzuhKAoSicTYf6pqwcMIHt/x4J9/f8YZZ3jCcqxiamEKSYacWsLtkEqlcPrpp2P9+vUAxjsvAI9GKsWECAITiYQgTNd1ceNCowg8OJfd6WAwiIULF9acmpwMTIRhGCIFpbGxEYsWLQLg1TTlsvvq0ZvRxx9/LNQAe4vFPES2b/KAfu7cuTXlpBwLuaaA84VOO+20vGai2DbOByGBBw4cyFuhQl19WdVyZS3LwqxZs2pmwrYYEJEwJUyg7MCVVQIBIB6PC/XJ9qkYAuXv8e/D4TBmz55dcOphLUDuxNwOixcvnlQCS4Ug8MiRI2L8NtmmNseCXBn+3NbWhlAoVHIlqwWTddSGhoYJsd+yS2B/f79nrg4Y95QKcUJ4lh2AyJk87bTTEA6HPXmktQ524uT8Vtk/KDc8IsbxSn4YD8wLVaOyxBqGIbb8OFGyqysJJkw+fETTNBiGMemOhWVVoZqmecZ/cmUK6T2qqiKdTgs1Yts25s+f/5kgDxhXn7queyTOdV2oqop58+Z5CJOXEpQCFQD6+vomkCfjszIMqBQ4ZCjbQfbMS1WtKgDs378fsVhs7II0AyG7vXVMDUyaLKEAPGG3kmfke3p6BIFyaKdOXPHIJYOnmUzT9KQYltULHR0dxejoqLjxdGUVfxbABDY0NACYuHVzqTsaC4PHAVg5ajJd2yXXAo7VTqqq4uSTTwYw3s6yr1GyCuWbyfZPDo3VUub0dEH2IxRFEUH9fGG0UtpXEJhrTCf7XEfxUBQFbW1tE4ZU5RAQFRhXlbk3ynV5jweeE/T7/RXbMf5EhWzbZGGQozKpVMqTO8vfKWVpgUeFypUotuF5m3/AO8b5rEjvZHFOboPcU0VzvzdVeCIx8s2nkjHGFeIexbHUz9p0kqx52GHhmDK3a7m0kwqMqT5We/zA3F5U7AvIAfBaSh+cDLlzfbntJ4cZ+XvlgAoAra2tIu1dJmsqSUdMnCx5n3Uvlojw6aefeq6Vq1OrALBw4ULPIgzxn0VEDTgnlH/PvQ6YuZNbZgK5C1Z4NufgwYOCNG6PcvgHKgDMmzdPLPGSb8oPKpRA+buu6yKZTNbM4s3jIbfjy16o67ro6urynGuf+5upQgXGUh/k9dy5wexiIBvpbDb7mSFwMrA9HBgYEFNLsmkq1byowPgW/ZxwywNOx3EKzmfhQC2Tr+s69uzZg8HBwZIqWC2QtZTjOJ5NHNg5DIVCcBxHmBa5s08Vgv5QKJRXDRa7uIX1v2VZ6O/vF5X9LEDOJcqdPspkMhUZTgkCm5qaJsz/FTMjz+AZadd1cejQIcTj8TJX+cQEZ/Dlthen2ScSCc/4GCjzQL6lpWXCPCDr70IJzHWNBwYG0N/f/5kJp8kmhNUoESGVSnkcunJGp4SBa2try6uTi2189rSAMbXR09PzmQmnyQTK6jSVSok1l0B5CVQBQNM0Zd68eZ5hgzx2K4RE2W2W7eH+/fvLVtkTGbnaR07sHRwcnFQoypITAwDt7e1iWwx2d4t5SL5KaZqGjz76qKQKVgtyZ25YAFzXxYEDBzxtWM7QomCptbUVpmnmJa7QXpJvc9O+vr5y1POEx2TZZqlUCt3d3Z52yfXYS4FHAvkYNz4Gjl3gQnqMYRhCcuXe193d7dnYIJvNihTGWhxiyJoomUwiFAqho6NDpFLkhtpkn2EqEASGw2GsWrXKczIz7zBYjArNzeROJpPYu3ev6Jm8SxOAojpItUCWvGAwiPfffx+dnZ0Ve54gUNd1nHfeeROSmoDCnBgebnBUhzE0NITXXntNRHmA8XEQn4ZZC16qbPvkjc+7u7vR1dVVsecKAg3DUJYvXw7Au1Cl0OgBz0TkpiUmk0n84x//gK7rk3aOWiCQF/DwLh/87yeffFKWE04ng8fjaGtrQzgc9vSgQpGbUyOPiTo6OgBAJLcC3mFHLUBOWGLNous63nzzTc8YsNyYsDppxYoVAMYdjNwxYaGQF4f29PRg3759njRzmeBaiNRomia2zdR1XZz7+/rrr1f0uR4CNU3Dhg0bAIyrOF4zWAhyY4AslZlMBs899xyy2awnDsg7GtVSzgx3RtM00dnZid7e3oruyOEhMBAIKOeffz6am5sBjC+VLnZGQgarlr/97W8YGRkR1+Ws71qQQMdxxDpAy7KgKAr+8Ic/wHGciu5YOGE2cc2aNWhvbxfr5YuBPHnLn1kVb9++He+88w6ICKOjo9B1Hbque3IlqxmccSbvRPzss88K50ZOdspXpooJBAaDQVx00UXQNA2pVAoAytLAtm3j2WefhaIoCIfDGBgYABEhEAhU1MhPJ1KplNA4+/btw+7duytuHvLO51966aUTZphLhWVZePXVV5FOp5FKpdDS0iKIqwUJBMa2FQPG2mvr1q3T4mFPIFBRFGXFihVob2+Hqqrw+/1lq8ihQ4ewbds28bdpmhgdHa2ZtEOeCBgaGsLWrVvR1NQEoLJZeXlbrq2tDddee61n6+RSwfbuoYcegt/vx/DwsEg9qJWxIHfG7du3Y//+/RgaGgIw+fYjFQMRUWdnJwHlO30SGD+ye9u2bZ6TOmsFfKDXF77wBXFUrXz6W6ml4MOvFEVRli5dis997nNldfHZ1t133304cOCAcLdrAXzW4bZt2/DKK6+I65XepWNS4+O6Li6//HKYplmWRpYjFTt27MATTzzh2c6k2qHrOgYHB/GDH/xAxHcVRcHAwEDZthQpGv39/eL4cT7UkMXY5/ORqqqiKMc5AJLVp2EYZJomBYNBevPNN8VZ8XwydCaTmXD48Uwdhpx7CPLQ0BARjZ+jywdA8v/fcccd4oRuYPzUb/l8+VJK0WfotrS04Itf/CIACJc/HA5DUcY2RucjWQtxQjgaQVLG9m233SYG+rxhuKZpQu2wE3AibBZkWRYaGhqQyWQQDAbFQlaeqN22bRu2bt2K4eFhseMxHQ1oz1h2OhHRf//7Xzr55JMpEAiIHsA9ik/kBI5/BKthGBQIBMSJltFolADQ5s2byXEc0buHh4cplUqRbds0MjJCRDN3krUsgfKx6Kw1+PTR7u5uWrJkiWgLTdM8klcuR3BK58in02n6+te/TgCoublZVEg+T1fTtOMSyGpW/g13gPvuu4+IiLq6ukTjyefmcoNNN2Ty+JhY+excy7LIsiz62te+JsxKOBwWnVw+S3fGCCQi6ujoEDbM7/cLuydX7ngEyj1RPpOX7/vHP/5RNBzbw9HR0Rk9XzfXBjqOQ47jUDqdFiTec889Ho3CbcQklnMYNiUCgbFDQe677z5BGKsGPuy3EAJ9Pp8YE8mqtLGxUVx75513PI3DatW27ROCQK4PEdHIyAj97ne/I1VVyTAM0SZy5/T5fCcGgQCQzWZpzZo1nhtypbmnHavoui6OIVdV1XNEd1tbGymKQpFIhF588UXRQNyIMwWZQO5U8XicMpkMPfPMM0J7sPSFQqG8kjijKpQRj8fp4YcfFpVmMvjfQlQoMH4WPR/RzTaD7zN//nx67rnniGjcDrLbPpMEcuTIcRx67rnnqLW1lfx+v6h3U1OTaAd+J/m9ZpxAAEilUnTeeedRJBLxEClXku2jpmkTHJfcIjs4AMQYatasWfTII48I+yfbwVQq5Rk7sqTmg23bHgm2bZsymcwElcx/y86S/Fu+PjIyQvfee69Q+9wGhXTgQjt4RQnMZDLU29vr6VnBYNCj9+XBfTEEsjoOhULi880330z9/f1EREICuHHloYVt2+Q4DqVSKUokEpTNZsl1XXIcR3iKuarYsixPZ+COMjIyIq5ls1nx3N27d9MNN9wg6h6NRkUbRCKR6iAQGFOljz32mCBAvjGTMRUCTdMUTo6iKDRnzhxSVZUuueQSisVigkRZ+pikeDw+qRTKJDMhqVSK0um0RxJzx5ryPV977TVau3at6Fg8JpaHQlVDIADEYjFat24dhUIhYc9kMvKF1o5HII5KsxyKku/9ne98h/r6+oiIPOOwgYEBQaht20LibNsWknksRyiTyYgO4rouxWIxIXWdnZ30la98hYDxUKKu60KFyterisBEIkE7d+6kOXPmkM/nE8OJY8VFCyGQi9/vp3A4TD6fzxPRaGhooLvuuosOHjzoiY/Kn9PpdN5YqmxHM5mMULWyhLJ0v/322/TlL3+ZotEohUIh8vl8orPKdedGDYVC1UUgMObQvPTSS+Lm7MzkU5uFEKjrOgUCAY9XK3/X5/OJ3r5w4UK6++676e2336ZPP/1UECeD1WU2mxXqMx9c16XR0VFKp9P01ltv0e23305z5szJW+dIJCKIVBSFgsGg+F7VEQgAREQPPvigkBQmMB9RxyMQ8I6XgsGgIIy9PV3Xye/3k9/vF9dWrlxJd999N+3cuZN6e3uFFLEqlSUs1yPt7e2ll19+mR544AFaunSpeHY4HKZgMCjCYYoyNkaVZxUCgUBRseBKEVjSXL+iKIpt2xSPx/GTn/ykpMlfPsKbwXOHipThzYdzce4JAOzcuRO7du3CPffcg2AwiJaWFrS3t+PUU09Fa2srHMfByMgIWltbEY/H0dPTg66uLgwODiKTyWB0dFQsd+PTRXn7aQDinTinledHOWNvsk1cqwbco2+77TaPmsPRnsyfWUrzeaflHOzOVJG9UTlCs3HjRnr55ZdpxYoVwnMFxqNYxbx72VUog0m84YYbhBfJUyoAPKTyS7JzUqj6qJbCTg0AWrBgARGNBR8qRWBZ8vkUZSzn4rHHHsN1112HQCAg9gTz+XwT1AsdnQTWNK1mUgoB4OSTT4brukgkEpg/fz5ee+019PX1zVxKRbFgSfzRj340ofewapF7nK7rnnBUNRfWJIZhUENDAz3xxBNER3tuX1/fia1CZbDK2Lx5s/AqWaXIapVfuhbsHzBuJgKBAD3wwAM0ODgoGjiZTFYPgcDYQD+bzdLTTz/tcbW5EjxmrCX7x531oYceong87mncrq6u6iKQ4TgObdu2jVpaWqixsdFTacMwaopAALRlyxYaHh6e0LCjo6PVSSAAEBF9+OGHtGzZMk8MUValtaBGf/rTn5Lrunkbtb+/v3oJBMZItCyLHnjgAZo9ezYBY7ZCTkNgtZovj1LOSWVHqJgIBv92su/nNqKqqp768e/kRCWemD7llFOos7OTstnspA06PDxM5513niendrJnH+8dVFWlRYsW8dKH6QUHii+++GJRqWg0mjd26vP5RDiLr+X7XrG2lH/DHYVLIBDwxDblYhiGJ5jNdbrxxhupt7eXBgYGjtmYw8PDdOqpp4rnc/DbNM2CZzOAsVhsJBKhhQsX0q5du6afQGCMRNd16amnnhK5lNyzTNOcNH+EY61y8LiY3is3BMdf88VtTdMkwzA8kSM59YNTQb73ve+J7LnjvfPw8DCtWbOGgsGgJxGM75evHrklGAyKzwsWLKCenp6ZIZDBavWpp56iM888U7wIE8OfDcPwVB4SIYVMGkMi5liEy5kA/P3cTDNFUejKK6+kHTt2iFmMQt41kUjQ4sWLPRKdb0h1PAkMhULU0tJCy5cvp/37988sgQwior6+PvrNb35DF110kXgZObuLVarP55tAhBx7PFbJJTpXlcrflSUOGIvpXnDBBfSvf/2LYrFYXk/zWMhkMrR+/XoxpGKVXMxsviylixYtovfee+/EIJDBc3h/+tOf6NxzzyVgzMDLRJajsMOUT2r9fr9H2nVdpy996dpsaAkAAAFqSURBVEv05JNPivnGqbyb4zh000030eLFi4UKZfvHM/zcQScrLS0tBIxNav/whz8UdTnhFudlMhkyTRN9fX148cUX8fTTT6Ojo0Osrec1hbxREG/xVcgCG/6dvCmtYRgwTVNsCwYA55xzDm666SZcdtllmDNnDnRdF/HeqcB1XVIUBclkUtTXMAyx5I43PjoefD4fMpmMWDVtGMaJvbqSiCgej6O7uxs7duzA3r178e677+Kjjz7CkSNHMDo6imw2O+X5uFAohObmZjQ0NGDJkiU4//zzce6552LBggVobGyEaZondPsAJ6AEToZsNku8J+nhw4exa9cu7Ny5Ex999BFisRgOHjyIWCyGgYEBpFIpsc8Nn9+nqipaW1vR3t6OOXPmoL29HUuWLMGKFStwyimniA0JdF2vmjYBqojAfOjo6CDeYNY0Tdi2LWb1eaqK1axpmqwKYVkW0uk0bNvG6tWrq7oN6qhy/D/jwxCAEM36ggAAAABJRU5ErkJggg==","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":602,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.81,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":602,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.17,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3132,"perimeter_to_area_ratio":0.3465},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":752,"y":349,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.67,"bounding_box_area":441,"exact_perimeter":113.54,"approximate_perimeter":107.65,"convex_hull_perimeter":81.96,"perimeter_pixels":648.02142802481,"original_contour_points":276,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1634,"perimeter_to_area_ratio":0.6772},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":625,"y":347,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.57,"bounding_box_area":454,"exact_perimeter":108.35,"approximate_perimeter":100.53,"convex_hull_perimeter":68.97,"perimeter_pixels":618.4163056034271,"original_contour_points":209,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3035,"perimeter_to_area_ratio":0.3821},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":12,"position":{"x":170,"y":302,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.72,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.67,"convex_hull_perimeter":84.95,"perimeter_pixels":562.5929291125638,"original_contour_points":122,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5144,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":13,"position":{"x":2,"y":302,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.24,"bounding_box_area":844,"exact_perimeter":115.7,"approximate_perimeter":108.64,"convex_hull_perimeter":96.45,"perimeter_pixels":660.3158005400394,"original_contour_points":351,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3138,"perimeter_to_area_ratio":0.3462},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":14,"position":{"x":752,"y":49,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.81,"bounding_box_area":441,"exact_perimeter":113.79,"approximate_perimeter":107.8,"convex_hull_perimeter":82.13,"perimeter_pixels":649.4356415871832,"original_contour_points":276,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1629,"perimeter_to_area_ratio":0.6781},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":15,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.64,"bounding_box_area":454,"exact_perimeter":108,"approximate_perimeter":99.98,"convex_hull_perimeter":68.97,"perimeter_pixels":616.4163056034271,"original_contour_points":211,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3056,"perimeter_to_area_ratio":0.3808},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":16,"position":{"x":873,"y":8,"width":61,"height":169},"scaled_width":10.69,"scaled_height":29.61,"actual_filled_area":127.07,"bounding_box_area":316,"exact_perimeter":83.73,"approximate_perimeter":77.47,"convex_hull_perimeter":68.35,"perimeter_pixels":477.8822509939089,"original_contour_points":78,"approximation_points":12,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2278,"perimeter_to_area_ratio":0.6589},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":18,"position":{"x":304,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":399.37,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.82,"convex_hull_perimeter":85.01,"perimeter_pixels":562.5929291125638,"original_contour_points":116,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5165,"perimeter_to_area_ratio":0.2468},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":19,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.81,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":20,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.17,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3132,"perimeter_to_area_ratio":0.3465},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-07 11:19:44"} 
[2026-04-07 11:19:44] local.INFO: Nested area calculated {"data":{"nestedArea":11825.197500000002},"timestamp":"2026-04-07 11:19:44"} 
[2026-04-07 11:19:44] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"d1433da8-7972-499d-a629-59c024e4c04b","height":22.78,"width":19.97,"perimeter":108,"area":283.67,"image":"data:image/png;base64,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"},{"id":"caf5fe44-d372-4bd1-ac37-caa6ba5163db","height":30.66,"width":18.92,"perimeter":98.57,"area":397.81,"image":"data:image/png;base64,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"},{"id":"93c38f02-df18-4191-a520-9f89174fbf5f","height":30.14,"width":28.03,"perimeter":115.8,"area":334.17,"image":"data:image/png;base64,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"},{"id":"a62214cd-5842-442c-bac3-7fe8ee05a638","height":21.9,"width":20.15,"perimeter":113.54,"area":167.67,"image":"data:image/png;base64,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"},{"id":"2260a805-599d-4d1c-a969-9f47d8cadac1","height":22.78,"width":19.97,"perimeter":108.35,"area":283.57,"image":"data:image/png;base64,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"},{"id":"e7652e5e-08c6-46b1-b830-72c93d210bfb","height":30.66,"width":18.92,"perimeter":98.57,"area"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"},{"id":"38ff0990-29c9-49d9-8288-3f2b2ab80ad3","height":21.9,"width":20.15,"perimeter":113.79,"area":167.81,"image":"data:image/png;base64,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"},{"id":"bdd624e4-b9ff-44e1-90c5-ccc2dc5bd47d","height":22.78,"width":19.97,"perimeter":108,"area":283.64,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHYAAACGCAYAAAAINX4IAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1de3DcVfU/39e+sptsnk0f+SWmaW2hrZWCZaSDhdYCAsOIw6NKB8RhFHRsUUdxxPExwyiOHcFhRGTQQWcAdRRUGCjUFqtIaQu0pZBWJgTa9EESku2+9/v6/P5Iz+V+dzfZTbNJkzRn5k6y3/3u93vv+dxz7rnnnHsv0QxNS1LOdAXGSrlcDj6fj3p7e6m/v59M0yTTNCkWi9HAwACl02myLIs0TSNN00hRhpqsaRr5fD4yDINmzZpFmqZROBym5uZmikajZJomVVVVTVn+TJmK27YNVVVJURRyHIcOHz5M+/fvp66uLnrzzTeps7OTOjs7KR6Pk6ZpRERkWZbnGYqiEADPNV3XSVEUsiyLAoEALVq0iJYvX04dHR20dOlSWr58Of3f//2f/IwpwbNJXUnbtqFpGvX29tKuXbvo2WefpZdffpm6u7spHo8T0RAwpmmOaz0aGhpo8eLFtHbtWvr0pz9NS5YsoUgkQkSTF+hJV6l0Oo1gMEgnT56kHTt20L/+9S/asmULDQwM0MDAAOVyuQKpG29iSVcURYC8atUqWrt2LS1fvpyi0SipqjrpeDkpCKfo9ddfx8aNGzF//nyoqgoi8hRN0xAIBOD3+4t+Px5F0zSoqgpFUcQ1VVVRX1+Pjo4OPPjggzhw4AA3YWJ73WQlABgcHMTPfvYztLe3C6YFAgEYhgFN02AYxoSBOFJRFKWgHn6/H0SEuro63HLLLXjppZdg2zZs2z47AXZdFydOnMAjjzyC8847D7NmzYLP54Pf7/dIRjAYFGDrug5d16FpGjRNE59pAgBVFAWGYSAYDCIQCAzb0erq6nD77bdjz549ME0TqVTq7AC4v78fALB161asWrWqABhVVREMBhEMBqFpmoe58ueJLKFQyNPZuPCwEAgE4PP5EAqF4PP5QESIRCL47ne/iw8++ADZbHZ6gwsAb7zxBq644goBomEYHobIhaVT13X4/X4YhiGkx+fzibE2/3fjVXiIyO90cuf0+XziczAYxJw5c/D73/8e//vf/6bf+AsAvb29+MUvfoEFCxYMyzhd1xEOhz1gsaQwoCQxuZgUjWfh4UB+L3/Or4+maZ7PX/3qV9HZ2QnHcaYHuABw8OBBXHfddQKgqqoq0WAeQ8ezcKeQy3i/Uy6sjebMmYPf/e53cF13aqtny7Lw1FNPYfbs2aKRbO3SBDJ2MpRAIIBIJAIiwu233w7btqceuIODgwCAhx56yAOibPEqijKh42OxMlHSGwgExP+1tbUgIixZsgSHDx+eOuPuBx98AADYtGkTiAiGYSAQCIgxR1VVMTedKMnl8S9/vOa6jPf7FUVBKBRCTU2NqI+qqujo6MDevXsnP7jxeByJRALr1q0DEaG6utojEYqiCEuXr00EuPlj60SPt4qioLq6WnzmMbe6uhrz5s3D888/P3nBTSaTcF0XV199tVA/DJphGKiurvaoJJbgiZybninjSW53TU2Np4MREZqamvDuu+/Cdd3JBS4ApNNpXHbZZfD7/aipqRHqj8dRmZnhcBjhcHjCGMsqV9d1GIYBXdcn1EXJHVy2Kbj9Mo8OHTqEkydPTg5wHcdBOp3GmjVrijKUmSgbTjJTJwJgwzDg9/sRDAYRCoWENplIcCORiHif7NDg/6PRKKqqqvDyyy9XRC2PKdQ0ODgI27bp+uuvp71799Lg4CAZhkG2bYvQmq7rZNt24YtPhTEVRSHDMCiXyxERUSAQINd1RYzV7/dTLpcjXdfFs/h5nBFh2zY1NTVRR0cHLV68mM455xxqb2/ncBrV19eTaZpk2zZpmkaGYZDjOBSPxymZTNKRI0eot7eXOjs7ae/evdTV1SXer2ka6bpOuVyOfD4fua5LRCSepaoqaZpG2Wy2oL2appHjOKKtwxEA0c65c+fS1q1baeHChaRp2sSHAh3HgWmaWL9+Perq6kQPlL0wI41lsmVKRMKxz99zQEBVVUQikaLSPnv2bFx00UX4yU9+ghdeeAGJRAIAYNs2EokETNOETK7rej7bto1MJiM+J5NJHDhwAI8++ihuvfVWdHR0FNSbnSu1tbXif64buznz21iqsKpmn/OyZctw/PhxJJPJiVfLAHDXXXcJRstTBx7L8plCwwDr8/nEb1ltF/MdcznvvPPw85//HO+99x4AIJfLwbIsOI5TAJ5pmrBt23PddV3P5/wOAACWZeHo0aPYt28fbrjhBuFcMAzDM3zkT2EoD1DZvz1cCQaDng6raRpWrlwJ27ZhWdbEgQsATz31lOildKon8/9sqJQLLH/ON2p0XRdSEQqF8KlPfQoPP/wwTpw4URQUy7JgWVYBQDKwruvCsiyYpgnHccR9juMgm80ik8kUdA4A+Oc//4m77roLoVBIAMxtzHe2aJpW4O8uBSzfK/9/9913I5fLTQyw6XQae/bsER4UWUrlhjFAw3mXiqliwzDg8/mEkcPfLVy4EPfffz9isZgAgam/vx+ZTAa2bXsk0jRNWJZVFKRi0snBcVnyLctCOp0GAKRSKTiOgx07dmDRokWintFoFKqqekJ7HIkqF1iSNBWr8qqqKiiKgkcffRTAOM9xudEdHR0CyHyHA/dervBw81QZWJaC/N47Z84cXHnllR6pdBwHyWQSiUSiALRcLldUrbIkZrNZIalsIzBwMuU/lz9ns1kAQCKRwD333CPUMxcOQ8qgcvSnFLByKDAajYrft7e3o7e3d3zBBYBvfOMbBYaSrIL9fn9ZTod8iWUm8P8tLS247777AAyF/FjFytIKAH19fUgmk8jlch4gGMRySJZ413WF5GazWSQSCeRyOfH8dDotAO7v78fq1as9XiU5XFfuGCvnb7HEypru7rvvxpEjR8YHWADo6upCc3OzAI4lTW5UvmVbLrDV1dUC2DVr1uC5554TapEBzWazQtpyuVyBQVRs3Cymil3XHfa7/I4DQIDe19fn6Qyu66Kvrw9r1qxBQ0NDQRuLGVPDSSzzUra0ZQv7ySefBFBhqU2n07AsC2vXrhW9idVQOTlHcgeQLUqWdm6cYRhobW0VUQ95KjKZyXEcbNq0yTOk5LtP2e4oliBQDvAXX3wx+vr6KgssAHz/+99HQ0ODp1KjdeBzw30+n5gmcMOi0SjOPfdcvPPOO2Bv1lQh7vhf+9rXPNM+7sQMqDy/l/lYCljWfJs3bwZQIanNZrM4ceIEmpubC6RPzoQYqbBKkn8rW5BEhPnz56O7uxuu6wpG5XK5oqpxMtP69es9eU/lGE/lOjE0Tatc7pRt2/jBD37gSf+UAS3HUJLVtayKWV11dHQgHo/j5MmTAD4cy9hImeyUzWY94/ZnP/tZ0WEDgcCwYBWT4uFAZe24YcMGZDKZsQMbi8VQW1vrUbuyUTSSgVQMXO4U/Le5uRlHjhwRYPL8kSnf4TAZibUKW87xeByLFi1CQ0ODmPqNBVjWbtXV1TAMA6+//vrY3I3ZbBb333+/R7qKTbxLgZpvHfJzDMPAAw88AADCG8T+3lQqhYGBgTOD1GkQW9hsre/evRutra1ljaHlgMo2ia7ruO222wCMQR3v27cP7e3tIr2FJEmT56+limwhyvPW22+/HcCQ812mTCYj5qCyR2myUi6XExZ8Op0W/2/evFm4ScdiPMkpr7wKgd8xalATiQQeeOCBokBpmuaZpowGXFbJ8+fPF2MqMCShTLL6nQrjrOM4ogOyRwsAjh49inXr1o15upPvriUifO973wNwmsCuWLGibOBGKiylPPcNh8N45plnABS676Yi8RibHzUaHBxEZ2enR9PJbshyp4tsgMmdoqWlZfTrgizLwl//+lePN2ishRvW2NiISy+9VEjldAM2f+jIZDLCsUPknUWcTpYk3x8IBLBlyxaYplkUXLXYRV3X6fHHH6d4PF4y+l8O+f1+SqVS5Pf7qaGhge655x6xnUA6nR7z8880KVI2CADPFgmBQIA2btxIkUhEbLMQDAZJ0zRyXbesRdyKtG8G8y2bzdKzzz4rMjrKIsdxMHv27FGNoSMV2TFx7733AoAIq00Hkp0oPF1jKz+TycCyLFx77bWCB3Ikp5y8K54Ty+FQoqGEg+7u7vLUMQC8+OKLUFW1oolm3EmOHz8u1K9sME1lys/QKPbd448/LpZdFgNtpJK/EIyv6bqOhx9+uOhCrwJV7Lou/fa3vyXXdUWCWSUIAF177bVUW1tLiqJQNpulUChUNNFtqhEn1TmOQ47jFHyXyWRoxYoVVF1dTdlsViTUqapaFo9t2y4YEjlp8G9/+1vR4bIA2Lfffpu2bt0qtshhnT5WikQidMstt5Df76dkMkmBQIBs2y5gxFQmZrDruuS6LjmOQ7ZtC9vikksuISIS+0uNhreqOgRVIBDwXN+3bx/19/cX3i9/AIC33nqL+vv7xUt1XR9F04avlOu6dOWVVxLRUG8jGjIA/H7/mJ9/pgkAARCpqKqqisIGTygUohtuuIE0TSPbtsXGYsyLct5B9CHAlmWR3++nkydP0tGjRwvuL5DYrVu3ilxYTdNOWx0rikKKoghQ169fLyw4v99PjuNQVVXVaT17shG3dbjrjuOQrut0/fXXk+M4ZBiGEJj8TcaGI9ZsPIuwbZtyuRzF43F6+umnCfCa1x5gc7kcHT16lHRdJ8uyRO8YK0UiEVq0aJF4LtGH4xIm6VqkSpK81d9HPvIRISyV4u/27dtFwjqT58ldXV106NAh8cJKvbi1tZUuvPBCIhrqodz7AIxuHjYN6MILLyTHcch13WElfbT08ssvF/gDBHK2bWPXrl105MgRwfhKMf2jH/0onXvuuUTkVVuu61as80x2Yl5efPHF4jOPzWOlTCZDg4ODnmuCq5qm0c6dOymTyQhgKzUVWbx4MUWjUSIaMsYYTO61051wars+IqKVK1dSY2NjRTu0YRj09ttvk7wM0/P0N954Q4x7Pp+vYuPfOeecQ0RDHYWNBrYizwZiQ5SIaMGCBdTW1lbRttu2Ta+88opHSMTTHceh7u5uchxHWLKVogULFgy9TJJUABWbI08Vcl2XwuEwzZ07V8x1K6GxANCrr75KqVRKXBPAptNp+uCDD4YuqqpYJliJFzc1NYnx1HEcMk1TPHc6OShKES/NrK6urqjg+P1+6unpoZMnT4prAtjXXnuNTNMU+/+OJvogv4CIhLsMALW3t1MwGPTsKZy/0/d0p0wmQ0QfOmbq6+sFryox3LmuS93d3fTWW2+Ja8Kt1NvbKyRqtC/MX5AsL3xesGAB+f1+0SjWBqyGHMeZ8uCW4lUwGCSiD7XTueeeS7lcjsLhMOVyubKdFMORZVmUTqfp+PHj4pp6qmLo7OwUUsaVLRfc4dRqMBik+vp6EX8kGgKWJZqNCp4CTdUiuxCLFWY+t3fu3LlERBUBlck0TTp8+LDwQOn8gn379hUEjMslGVB5+wD2ZCUSCfL7/UK9s4HG75nuUx6eZaRSKYpGo3Ts2DFqaGgo6rw/HWI+yj5jnYhoYGCADh48KABiq7hccGVDQLZ2XdelN998k9atW0e6rpOmaUITVMrrMhmoVDuy2SwFg0FSFIWi0Sjt2rVLGKrBYFCMwadLjJPcUQSw77//vgBotAxndcSuMraoHceh3t5e6u3tLfA45f9+KlOp+rNBGgqFhOsvEAhQNputSMyb+Z9MJj98JxFRKpUSViuPs9wLylHL+eqUDSOW/PzJeP4zp3sggHnLxmUoFPLwZ6zEwxqHAolOActjHt8kv0y2lEci/o2sxllK5efl9+6pLq3lkmEYZJqm+Msg+3y+MR8vw/ikUimhEXQiolgsJvQ8S9hoexLfL/+u2DPypXO6SysTS1K+FVyJM4NYA6bTaSEoKtHQ4D6cajzbwmrThVSiIRFmSZVjpPK8doamFhUAS1SYXzNDU49Uog9dgLIhM53mmWcjqUTecBpTpaL7M3RmSCX6MOrAZjNL6gywU5dUosLcYRnYGXU8NUknGlkyh/tODhjI+cKGYVA6nSbXdT17/cq/KfXsGfJSKeGSI3Lsjxh7mj8NZQQkk0nK5XIe32f+WpbhgJyxvkemUr4E3qS7qqqK6urqhq5V4sV8+rJhGCLmqOs6OY7jOch3OImdcYKMTKUSETjJ4f333xeerIoAqygK+f1+sm37tALHUz2DYryplK8+EokQAKquriafz0dEFQTWNE0heeFwmCzLolwuJ2KwfJ9MfP1sSmg7HSrV8S3Lomw2S8eOHRMJbRUDlo0oRVEolUoRAIpEInTBBReIsBLfS+Qd8LmXzVBxKpW439vbSy0tLXT++edTdXU1EVUIWDnsRzQEXmNjI335y1+mH//4x5782WLAzljHI1MpiTVNU5wwwid/VARYXdcFOIZhkGVZFIvFKBaLccVmJsMTTCoR0axZs0SvACAcFiMtmmJJ41QYXvdZLJg8QxNPKtHQPFRV1aKr18tRk8O5IHt7e2emMmeIVKIhK1Z2H8oAleNSzF89x39P5bmOR71nqAQJX7G82nwsK+E4p1hVVXr//fdn5qhniFSioVTI5uZmcVEGthxVyvfkr1BPp9MzEnuGSCUiqq2tpWXLlnkyKMYa1QFA2WyWenp6xl7LGRo1qURE0WiUli5dSoqikK7rp2XwyLnCnOWYyWRo7969la3xDJVFKtHQBHjOnDkFGRRE5UVeZM8SkTdwf+jQISq2JdwMTRDt3LlT7NPH+/3lH5g0XJE3blSkPf9qamqwYsUKxGKxGWAnmIQ4zp49m3w+HymKIvYMKjdSI7sMeTcyIqJEIkE9PT1jXnQ0Q2Mg3sqWd73mv+Uedy1vqCxvXq0oCnbv3j0jsRNMQmJVVaW2tjYxzspuxVLEC4yYeB7L3+3Zs6dgS7gZGl/yWEbLli0T+/6Nxs87XISG3ZTbt28fe01naFTkAXblypViA0ve0rZcD1R+aI63u7Esi/bs2ePZ+OJsJ2Do0CX5L1Ol3iG8/oqiKG+99Rba2tro0KFDRERCekfjfSIisXXrqUZQT08PPfnkk+S6LlRVPatDeIlEAo899hht2rSJWlpaqKmpiZqbm6mpqYkWLFhAO3bsQGtrq9i7gzerPrW/cdm889xo2zauuuoqeuGFF0a1gWX+1kG8+zVnR5imSZdccglt27aNlLM8Udk0TaxevZp27twptBzzze/3UyQSofr6empsbKT6+nqqqqqi2bNnU0NDA82bN48aGxuppqaGampqqK6ujiKRCC+kHp6vuVwOP/rRj4QlXO5JWKUKz4e7uroqqm6mGmUyGWzfvl2cA1DscKXhinyfz+dDW1sb1q1bh1tvvRWbN2/Gk08+iXg8Pjxvn3nmmTGdEVusMLAbN248q4EFgGuuuQZEQyd5lDuVVBQFmqbBMIyC3/D1trY2PP/888PztqenB01NTaOex5YqmqZB13X09PSclcBaloU333wT0WhUgJV/okepopw6ctTv98Pn83mwaW9vx6FDhwRvC0zempoauuyyy8YUEChGnHf83HPPUS6XO+vA1XWdHnnkEUqlUmJnWU7PLee3PBZblkWWZYm0JU3TKBwO0+WXX04tLS3DPySTyWDbtm0F3qSxFB5TQqEQVqxYgc7OTliWddaAOzg4iBMnTmDevHkgGvLFj+ZoOT7skA9UKjYuP/TQQxgYGBiZp67rYtasWR5QxlpkQ2zDhg1n1VgLAJs2bfIMbfIpzuUWHs50XRdHv4ZCIWia5lHDI1bkzjvvFBUYzcuHK3zGO587+9///vesABcAXnvtNdGxGxoaBE/KPeOez6At9p2mabjiiivK4yUAHDhwQIAx1iI3gA+2veiii84aYG+66SYPH/j8XToNwWErWD4W7Y9//GP5vDRNE9dddx2CwaBQpcXmt0oZR1Fz5X0+nxhbZs2ahV/+8pfTGlwA+Pe//z3sic9cqASYfA+DKkfgVqxYAfksgLIq9cQTT0DXdQQCAc+5pfwyBr0UsLqui3uJCHPmzAERoampCY8//vi0BBcYOvF59erVYwaWgWR/gN/vF6dI//SnPx0dsEREqVQKq1ev9jycJU5VVfGiUsASDWVTsKTLx1q3tLRgcHBw2mVZ9Pb24rbbbhOabizAkqQlGQe/34+2tjYcPnx49HwDgKeffloAyhYySyG/tByJ5crxUdaGYYjJ+tq1axGLxZBOp6cFuADwhz/8QXT8SgDLvJI137e//e3T13YAhNTy4M8GEJ2SvlLAylMmTdM8leOeeOmllyKRSEx5yY3FYti1axfa29s92m2swJKkinnKc+DAgaJnx5ZFAPDnP/9ZjLEySPJ4W0oV19fXe4wuGVzuMKtWrUIul0M2m52S4GYyGTiOg49//OOibeFweMzAMs9lnt1xxx3IZDJj41M8HseNN95YIH2yah6pcKdQFMUDrs/n8xxprSgKLrjgAhw/fnzKeaZs28axY8ewYcMG0b7q6uqKSKw8JTIMAwsXLsTBgwfHPnQBwPbt2zFr1ixh+LBRUM50R+5p+Wqc/7L0q6qKa665Bu+8886UsZZt24ZpmvjMZz7j6cCVUsX8O37et771rcrxxjRNPPjggyAi1NbWihdyQ/IPhtd1fURfMzeKf5N/HvzHPvYx/OUvf6l4ykilybIsvPTSSzjnnHM8NgNHb8rp+Pw77gyyJqNTwsDa8ROf+AQGBgbGroZlAoAlS5YIfS+/nHskN4on0sP1SBlYOTE9Go0K1dPa2oo777wTfX19kw5cAHjnnXfwq1/9Ck1NTQXDk8ybUsCO5H1i/vFsYseOHaOft5Yi0zTx6quvoqOjQzSCwZNVjaqqMAyjbInl+xsbGz3jL53qMJdffjm2bNkCAJVv1Cgpl8shl8vhpZdewo033uhx3MiuU77O/BmpyPN7dj6oqip8xAzuhg0bxq/97JHixnCFZKeDLL3DFRlYHjvkjhAMBj2Gl6ZpWL9+PV577bUzop5PnjwJAEgkEvjOd74jQOS2yhkRwWBwVG5XkjpDscR7VVWxZMkSvPvuu+M7HbRtGxs3bhRjI89luRHl5PLIwMqqKBQKecZbXdeFdcnfX3LJJXjssceQSCTGXYITiQQcx8Ebb7yBr3zlK6Izc8gsP6zp9/sLjKZyZg35NoocKKirq8Of/vSn8e/Mtm0jmUxi7dq1BZLGDcqf6uSXfOOJ57kctVAUBTU1NR7VzB2ALe1169bhkUcewYEDB9DX1wfHcSr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"},{"id":"4e7d9403-0e80-462b-98f4-ccd8bc15585a","height":30.66,"width":18.92,"perimeter":98.57,"area":397.81,"image":"data:image/png;base64,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"},{"id":"042c90ac-b6ce-4507-ad86-3a1192c1e0b2","height":30.14,"width":28.03,"perimeter":115.8,"area":334.17,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-07 11:19:44"} 
[2026-04-07 11:19:44] local.INFO: Number of letters detected {"data":{"noOfLetters":21},"timestamp":"2026-04-07 11:19:44"} 
[2026-04-07 11:19:44] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":2176.46,"perimeter_in_feet":181.37},"timestamp":"2026-04-07 11:19:44"} 
[2026-04-07 11:19:44] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[167.81,283.67,127.07,177.37,399.37,397.81,334.17,167.67,283.57,127.16,177.37,399.44,397.72,334.24,167.81,283.64,127.07,177.37,399.37,397.81,334.17],"actualFilledAreaSum":5661.679999999999},"timestamp":"2026-04-07 11:19:44"} 
[2026-04-07 11:19:44] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":39.32},"timestamp":"2026-04-07 11:19:44"} 
[2026-04-07 11:19:44] local.INFO: Average character height calculated {"data":{"avgCharHeight":27.99285714285714},"timestamp":"2026-04-07 11:19:44"} 
[2026-04-07 11:19:44] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":936.0,"originalHeight":779.0,"ratio":1.2015404364569962},"timestamp":"2026-04-07 11:19:44"} 
[2026-04-07 11:19:44] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"164","otherDimensionOfSign":136.49},"timestamp":"2026-04-07 11:19:44"} 
[2026-04-07 11:19:45] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"15744\" height=\"13103.179487179488\" viewBox=\"0 0 936 779\">
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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":647,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.67,"bounding_box_area":454,"exact_perimeter":108,"approximate_perimeter":99.98,"convex_hull_perimeter":68.97,"perimeter_pixels":616.4163056034271,"original_contour_points":211,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3056,"perimeter_to_area_ratio":0.3807},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":602,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.81,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":602,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.17,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3132,"perimeter_to_area_ratio":0.3465},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKQAAACwCAYAAACB8sXMAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1deXAW9f1+9niPvDkgCUYKOFAVFSxXqRYBa8WiKCpaFRmPqoxOq73GGWc8hhmntZ3Rtr9OO06ntvVWUPEiIIJ4AiqgIoqCFbksAeUMIe+Rffd4fn8k3y+7b0LefXk3yZuwz8xnksC+++777mc/9wGECFFCUHr6AkoJJGlZFnRdh23b0DQt72tM0+z0/1taWlBZWQmSSCaTqKyshKIo4fd+BOg9fQGlApJ85pln8PDDD2PLli3IZDKora1FS0tLp69TVbXT/6+srERjYyNSqRQA4LnnnoNpmoxEIiFThjgyHMfhxIkTGYlECECSoiidkvvYI1EsFiMAlpeX8/LLLydJ9siHDNE7QJKLFy8mAGqaxvLycpaXl/tiyHwUjUYJQP486aST+MEHH9A0zZApQ3QMx3E4a9YsKckKIVVVOyVN09i/f38qisJEIkEAvPPOO0MpGeLI+OCDD1hZWcmqqirGYjFqmsZYLCYZqjNCHoYVx6iqSgCsrKzksGHDQoYM0TFI8oEHHvAwkVCvfiifyo7H4wTASCTiOe/atWvpOE7IlCG8cByHZ555prT3hKNSCFPmI13X29mnU6ZMCaVkCC8OHDjAJUuWcMiQIR7GQRtDCjVbDKmq6vHcBcMPGjSIixcvDpkyxGFks1led9110s5z24SaprULAR0NCecGOQyp6zpvvPFGZrPZkCFDtCKdTnPo0KGSAYWEFEzjx2nxS5qmSWkZiUSoaRpHjBjBzZs3hwzpQudphj4M27b53HPPYdeuXVAUBaqqQmhPkX2xbbvo9xFZQk3T4DgOLMuCbduwbRtbtmzBG2+8gVBthwBJjhs3zmM7CtXqtiWLJbdkhEv6iveaNm1aaEeGADZv3iyZQqhmwTS6rvtOC+YjEf4R7yWC7+JndXU1V61aRdu2Q6bEMaqym5ubuXLlSqmqBaLRqPw9qIIccR7HcQAAut5az2JZFgCgsbERCxYsyFukEaIP49tvv+WoUaN8SbhIJCKD2wBYVlbWTrJqmtahI+QnbKQoCo8//nju3r07lJA4BiWk4zh87bXX8PXXX/s63jRNj3PT0e+O40iHyHGcdlKxM2iaht27d8uyNN8fJETfAElOmzbN42DkI+GUuKVgR7FF9/F+zy0k6rhx47h///6QIY817N69mxUVFb6zMIKx3EHyXKdHMKw4p6IoBcUwRanb0qVL2dLSckwz5TGlskly4cKFSCaT0rnIB3GcW/2SBEnE43HP/4ljSRbkpGSzWQDACy+84Pu6QvQBZDIZnn322QVJsVzHxV2AMX78eFnjiBwp6j6uMxJFHPF4nEOHDuW+fftCCXksgCTXrFmDDz/8EJFIBCQRiUTyvk5IP0VRpONCEkOGDMGsWbNwwgknuN/D83sh8W5FUfC///0P8+bNw7FclnbMMCQAvPnmm2hpaZExQKEqO0NuPNI0TaiqiqFDh2LGjBkYMmQIKioq5LGFeNjiGioqKpDJZEASDz74IDKZTCEfK0RvxM6dO3nqqadK1epWtZ2RO43oLradM2cOTdPk448/zlgsJtWzqDT3c25BwiyorKwkAK5YsYLJZPKYlJLHhIQkyUceeQQ7duyAruswTROZTMZXNsayLEQiEWiaJltia2pqMGnSJOi6jrPOOgt1dXVSPSuKIqWjn75uRVFg2zbi8Tiam5uhKAqeeuqpvO23IXoxSPJ73/ueJ8SCAuKQ0WhUSspIJMKRI0dy7969FLjyyiupqqqUjoWUr+VWqEejUVZVVXHlypXHZNFFn5eQJLl9+3bs2LEDgHfShN/7nc1mPaVpgwYNQlVVlfy36dOnIxqNQlVVOI4DVVWl5PNxffI9otEoTNPEoUOHsHDhwkDK33ob+jxDAsAjjzyCdDqNaDQqb7yu675ihSIuGIlEoCgKDMPAuHHjALSqW8uyMHnyZKiqCsMwABz2sP0WaLiPI4lYLIbFixfLaRch+hBs2+bJJ59MoLUwAq54oV/nQ6hj8ffzzz9P0zSlym5paeHw4cPbxSILaYFwO1nxeJyqqvLNN9885srS+rSEJMnly5dj+/btAA6HYgpVhW7pN3ToUJx22mnQNE2q21gshssuuwzAYUdG07S8g6gEhKQVME0TjuPgP//5D5qbmwu61hAlDJK89dZbPdJQNP8D/irD3dXe5eXlvPTSS/ntt99K6ZjNZkmSq1atYjwel+euqKjwJRkVRZHXEYvFGIvFPNfV0NDATCZzTEnJPotNmzaxrq5OqmrA2wXoZzaPu9JbURQ++OCDTKVSbBvdR5I8dOgQSXL8+PHtvPJi6e677z6mvO0+q7LbBkghk8m0U53uFGA+uJ0ZXdcxZcoUTwGEbdsoLy8HAFx99dVQVRXZbNZ3piYfli1bhm3btoW1kr0dJHnOOee0q1vMdWTySUi3pKuoqCBJOo5DkrRtW6rudDrNtWvXeqrLg5h+EY1Gee+994ZjV3ozTNPkypUredxxx3XIeCiAIcVxVVVVPOOMMyQTJpNJyYyZTIa2bXPXrl2cPHmyp1kMRTKkpmkcPnz4MaW2+xxIcvbs2TJrIhyZI1V2+2HIiooK/vWvf5XhnpaWFsmQhmGQJE3T5NNPPx2I7ShIURTGYjF+9tlnx3zxbq/F3r17OXDgQClhdF1vl8YTzo0fhhTj+RoaGkhSOjW2bUuJKZiyrQ0hsKkXwmy47bbbQinZG0GSc+fO9dzQ3B4Yd+jHD0Oqqsrx48dLiWiaJh3H8diQyWSSjuPQNE1OnjzZM5qlGBIB84EDB3Lnzp19niH7nJedyWSwePFiAJDBa8dxPF6vnyocAV3XoSgKpk6dCsuykEqloOs6UqmUTD2mUimUl5fLSp+f/exnsG3bE+w+Woj3aG5uxpo1a3CsZW56PVatWuXpnfZDbokpyN3cpWkaX3jhBebCsixPCjGTyZAkd+/ezbq6Oo+XrSiK7Fx0zx7PR+I4RVF48cUX93lvu09JSJJ86623YBhGQXFAIUUFVFWVFTumaWLs2LEYNWqU/H/TNGFZFjRNg67rUhIKyVtRUYEJEyYgm81C13UpZUX/NkmYpumZlHEkiBhqPB7H6tWrsXDhwj7d4tCnGNIwDCxatMhTLJsP4hi3vyBaEYS6nD59Ok455ZQjMrnIjYvi30QigRkzZgBoLfC1LEsOEBCdirkPQWfXJx6Offv24fHHHw9szEuILkRbZsajrv2oxY6KdN3pRV3X+f7778vgtwiKuwPjbudGqPAtW7Zw5MiRngEDaHNS3KnMfBSNRj3mRHV1NTdu3BiuFSl1kOTll1/ejrHg88YLymXQ2tpaJpNJZrNZT5hH2JCiuML9f8IDv/POO1lZWcloNOopXxMPip/QkPsziNfde++9YQio1LF161YmEomj2jWDDm4+2phTDKcXjOc4jud34cjYtt0uaL5ixQrJdIlEol1rQyFhIfG5IpEIR48e3WcZsk/YkKZp8o033kA6nZZ2X6ETIHLtMlVVkUgkMGvWLACtRRbCDhT1i4qieEJI4hzi5+jRo3HiiScCaLVvhRMjXuMnLKSqKqLRqLQ3I5EINm7ciLfffrtPTt7tEwxp2zZWrFgBALKn2e8oE3cvtfv+RiIRlJWV4bLLLpOMc+DAAQCHnRdxnG3b8hxii6xt2+jXrx8uueQSVFRUwLZt2QeuaVpBjonw9svLy2EYBizLwksvveT79SG6EST5yiuvsK6u7qhUIVyxRuBwb7Sqqrz55pulbeg4jof8YsOGDTLbImKR4n1Fft1PPaZ7JLSu6zzhhBO4fv16WpbVp6Rkn5CQr732GpqamqSkEuQ3IyNmQGqaJlsGotEozj///KKvbejQobjkkksQi8XkECpFUVBWVuarlUKoaneIyLIsNDQ0YO7cuQVlnUJ0A/bs2SMbrODTc3WT26t2txL84Ac/4N69e4uWkI7j8IknnvA4TKJYQ7x/vly6O3TkHvs3bNgwHjhwIJSQpQLLsvjWW29h69atRZ1HURRpCwKtduEVV1yB2traoq/RcRyMGzcOAwcOlP+m6zoMwyioTdZt3wobdPv27aivr++Tzk2vBElOnTrVI+GE3eV3im1Hq0B0Xefnn39O0zSLlpBka0D99ttvl9JRxBMLqcfMJVGZPnHiRIYMWSLYs2cPVVWVN+do9s24jxFMMHToUFnfGITKJsmPPvrIY1L4XRB/pNHRQo3H43Fu27atzzBkr1XZJDl//nzP6BL3wHnA30i8XOESjUZx8803+yp88AMxZm/EiBEYMWKENAv8lqaJ8FVZWRlISidGfDbLsvDss88inU73GabsldizZw8nTJjQTirGYjGpEgvJ2ojX9O/fn/v27ZPSrVgJKVplSfK3v/0tdV33TNDwKyGFRBXFxu6i45EjR/Krr74KGbKnQHqrwoshdyFFZWUlJ0yYIFODbmYqBiKluGvXLk9Xoh/yY2NGo1H+/e9/7xNjV3qlyjYMA0uWLAnkXI7jQNd1GYO86aab5KjnoGJ8wiyora3FKaecgrKyMgAIxCwQWZzXXnstsF7wEAVi/fr1PO644wJZsA4cHiY1YsQIz5gUd2VPsRAFF/fccw/j8bjvQVR+VXo0GuWKFSt6fVlar5OQJPn6669j7969gUgw4QwZhoHbbrvNM/cxiPmMIuctfl577bUYMmRIYE6TyEhls1n885//DKVkd4Mkf/jDH3pCKMWQ24b89ttvmclkOpxMcbQQ5WmGYUibdM6cObIbMt/15ZOQ7vx4VVUVv/nmm14tIXsdtm7d2mEMsRiKxWIcOXIk0+k0yVbvOiiHxnEcqa5FbPO///2vx7PvjPw4NW7V/dJLL5HsvYHyXqWybdvms88+G/h5VVXF9ddf79lJE0QLqziXMC2EAzJ8+HCMGjXK11oSP2Bbf46iKJg7dy52794dyHlD5MGuXbs4atSoQIY4CRIrQrZs2ULycGV4UBAhH8uypClgWRZ///vf+0pt5pOQIh4pzpVIJPjhhx/2ainZK2CaJp966imPd+onF5ybGgQOB8yFDXfddddJG09MpRCMUywEg7uHU6VSKe7Zs4eVlZXtgvd+9+e4SXxGETy/6aabei1D9hqVrSgK3n//fdnP7C7r7wxu1Svii0JVOo6D/v3749xzz4WmaZLEvSxkgWZn1y3em6723EQigbPPPhuGYchNYOKaxPF+ogi6rkuPPZVKIRKJ4I033sC2bdt6ZRVQr2BIkvziiy/w5ptvAmgNKBcaklFc/S5s23NIEiNHjsRFF13kYRa2NfL7LQ/rDIKp3Q+QqqooLy/HlVdeKf8W7+W2K/18RsuyYBiGZN5YLIYdO3bgySefLGjXYogCQJJ33nmn9CQLyQXnqm1B4hxz5syRqlWoandnYRAQ4SNhAgi7cvv27Rw1apT8LEBhlUpuisVi0p5UVZXDhg3joUOHQo7sCpDksGHDJCMJp6asrMxXWKSj/LEoUFi1apVkGhGWEUwZFNy927k/f/e733nsWjHL3G8mR1XVdswr7NB3332XZCgmAwXZOgUCLgNeMKQoyM3HkOImCydGSKHx48fTsiwZfzwS4wTFkG4JLKTl+++/7xmmKpirkKC/e+ODeyrGz3/+81435LTkbch0Oo2HHnpI2lhiTo6mab5jhZZlyQ1ZAOSMndmzZ3taUoVdKc4blHARK+dEmtL9b6eeeiomTZok30u8dyE2stiho+u6dNxUVUV9fT0++uijQD5DiDY0NDSwsrKSFRUVHtXkd+CouwBDSBJd1zl48GDu37+fpmnSsiwpsdwSM0gIu9Ftq4p/mzNnTrvWBr8tGEIidjSqBQD/+te/9vkRft0GknzqqaeYSCSkTRWNRuWN8qvWOmLkX//614GlBwtFbrGviEmijbHcRbzF0tixY9mbqslLWmUbhoFly5YhnU5LtSpaFgD/ao05qjcej+P73/9+SfQ027aN2tpa/OhHP5LdiJZlIZPJFDwOpiN8+eWXeP3113tlTLKkQJKrV6+Wqz0ikYhn3YbfWsiOGqXOOussbt26tUekY66EFGp77ty5rK2t9Vx7UCnSc845p09Uk/coHMfhbbfd5lG57nEihRTnugcAAOAf//hHksEW4B4tQwrau3cvzzzzTEYikYIKeP1+9o8//phk6UvJklXZTU1NePHFFwFAescC9Dl9ViB3QtmFF14oz9PTEBVAAwYMwHnnnQfTNAM1JSzLQiQSwaOPPnpMLoQPBCS5fPly+YS7HRoU4MyI17sHx59xxhlsaWkJNPBdrIQUeO+99zxB8aCkZEVFBQcPHszm5uaefwLzoCQlZDqdxrx58+TQKFH+z6MsehCv13Udt9xyC2KxmO9d1t0Fy7IwZswYTJ06NdBri0QiSCaT+Oabb7By5Uo0NTWVPFOWHL7++mtWV1d7hjKJXC3apF6h7QvRaJRVVVU8ePAgyeDrHgtBrnQUI1tI8qGHHgpUOgrSdZ0zZ84kWQJ2Sm8CSf7pT3+StX3Fktsjv+SSS2SPS6lAPBjiulKpFAcMGCA3gYkg+ZFqPwv5Lurq6vj+++8zlUqVLFOWnMret28flixZEpgBLrZ4xeNxTJ8+HfF4PLD2hCDANoEVj8fhOI6cvGbbdiDfgaIost6yqakJ//jHP5BIJIo+7zEB0zRZX19PTdMCXV4JtE4J++abb0gert52b+HqSYjrME2ThmHw1VdflddfrIRUFMVThR6NRrlv375QQvqBrut4/vnnA5MOQKsEUhQFM2fOxMCBA2HbtsyAlEoYREhsMUFj5MiRGDt2bCDnVlUV6XQa8Xgcqqoim81i/vz5YebGDw4dOsQBAwYcVV9JZ5RIJLht2zZms1kahiEdiFKRkIZheGoxM5kM//KXvwQiIYVzJHLjZWVlHDduXFi8mw8kOX/+fPkl+q128UMTJkwgeVhV27btWcDekxAPRSaT8RR7bNy4kdFoNBCVnTtOWtd1rl69mmTpScmSUdmNjY145JFHALTGDYMaCaJpGm666SYAh5u8AP/zGbsa7p4bdy3ksGHDcO655xZ9frpmSopz27aNl156Cclksujz90nYts3Vq1dTUZTAyq4EVVRUsLm5uV2pWU+VnnUEoa5FXFKEgp588smiJaTIZYuMl3jNiSeeyM8++6zkaiVLQkKqqoqXX35ZhkBEW6dbouWDOFZsWxX/9tOf/lQ6C6LaPJ1OQ9O0ksnWiM+bW7l+7bXXIhqNSgnHtrUibFtx7Cfn7XaY3J93z549MhsWIgeHDh3iuHHjPM1YhYR+cqvH0WaH9u/fn4sWLSLZaqu57bVSh5jee8EFF3gkm3D4/Dp+uROG3d/p6NGjSy6/3eMS0rIsLly4EOvWrfPkqGOxmO+wjJAUuq5LyaGqKk477TRMnToVQGu/M9skcK60KGXceOONnr5t8VlFH00+CFucrjoAERhfv3493nrrrZIKAfU4Q2qahieffBJAa1FFRUUFdF1HS0tLwedyqx/DMDBt2jSpyhOJBEjKOGQpVIv7wfnnn48zzjhDTt1tbm6WgxL8mDSCIUXs1TRNGZvVNA0PP/yw3F4WAsDBgwf5ne98x6OKcltCOyN3SMP9uxi6lMlkZIhHZEKESixlCJVNko888ojnu+jfv7/vanK3U5Nb1KzrOuPxOFetWhVKSABieD0aGxuRTqcRiUSkahVtoj7OIX93rwWZOHEixowZIzMUYpa4cCBKJezjB1OmTIFlWYjH44jH4zh48KDvEjz3KuRcB8ayLLS0tGD58uUoNW+7R7Bv3z6OGTPGE6JBB8FcP+Q+vrKyknPnzvVIHMMwumxUSlfALSEzmQwnT57MRCLB/v37t3PmOiP3dynGyrgdRk3TOHnyZH799dfHNkMeOHCAK1askEzo9rCPhhndK4ZFdbTjOGxqapI32F3E4L7hpQhxfcLceOGFFzzmSCEPbVlZWTvzJzd7s2TJEpKl49x0O5LJJG+44QZfw6L8jEtxr2z71a9+5RmlXMroqOErt4A3m83ywIEDska0pqamoAe2MxK57mnTppHseYbsMRty37592LhxY9HnIYloNCrHo6RSKYwZMwaGYcgd1b2Z9u3bB1VVUV1djSuuuAKapuHAgQMB3IFWCDv9k08+wZo1a0oqBNRtIMl//etfLC8vL1o6lpWVSemYSCQ4ceJEaR+WSjVPEDAMg0uWLOHQoUOlhxxE8YmmaVJK3n777SR7liF7TEI+9thjSKVSRZ8nk8nAtm0kEgnYti2Hj6ZSKRkoL2USFe1HonQ6DQBoaWnBtGnTMGLECADwHYfMB5F8UFUVCxYsKHr3eLHodoYkyc2bN2P16tWBjEwWAd90Og2SmDlzJqLRqMxpi87FUiVVVTslAREYP+OMM+TnCmqLg2ma0HUd27Ztw6JFi3pUbfeIhHzssccABLNL0LIsVFZWIpFIYNKkSTjhhBMAQErffBKop0mUgx2JEokEUqmUjLfOmDEDZWVlKC8vD6wwQlSSA0B9fX2PplWLn2ZUIHbs2IEXX3wRuq4HVvMoUl/9+vXDl19+idNPPx1NTU0FBZB7CvmEUSwWQyaTQW1tLSzLkio8qHSfrutybmU8Hscnn3yCFStWgCSVvl4KRJL19fWeedrFOjWiVtAd7BUxTT8Tdnua4NPxALyjCIOsGxXnFPflN7/5DZPJZN/3tknyhhtuCGwlXEjFk7gXgtk1TWNNTQ0zmUyPMGS36rOvvvoKH374ISzLgq7rJa9OjwUIrWxZFlRVhW3byGQyeO6559CnR/g5jsMHHnjAo4aC6r0OqXgJCRxW2Zqm8ayzzuKuXbv6LkOS5Pjx4wkctn+CCOyGVDzl2pCiVG3BggXdHijvFp1p2zY//vhjrFu3zrMdtYeTAiHaIO6Hu0LfcRzU19f3qjI93yDJG2+8kcDhxvcgN7qGVBzlpiEVpXVG5QknnMBPP/20W6VGt8Qhm5qaUF9fL/cIsq2EPkRpwLZtzz0RmquhoQGvvPJKt8Yku1xlk+S6devQ2NgoG7AURYFhGKGXXSIQDCia4wDI5aNvv/2274ayXgGSnDhxoie4C6DdnuiQeob8BO4//PBDWpbVLaq7S0VUMpnkihUrsHv3bpkmFJI/qLRhiK7H/fff3zecG8dxOHv2bI80FL+LtB+6WSKEVJiEFFLy888/75axK10qIRVFwbJlyzz2orBXwpBP70AkEoGmaZg/f37vdkRJ8p133pFPors/GN3w5IcUjIQEWvuUTj755G7pTOxSCfl///d/AA6POAEQhnx6GXRdRyqVwtatW7F06dLe23OzadMmaS+6V1y4S87QjZIgpKOTkCLNq+s6L7jggi63I7tEQhqGwffee09WHouUlLtCPLdEP0RpIpPJAGiNiqxatQq7du1CNpvtXVIyk8nwRz/6ka/lP35sGDHa2L0wKawUOkzuwmTxnfkd1+enANo9xKGrOxMDN+Ysy+Krr76K2bNnY//+/Xm96Xz2pHt0XiwWg2EYOOmkkxCPx6EoSiCdd6WMfPG/QYMGYdOmTQBaG8G2bdsme9Kz2WzekYZ+vn9d15HJZFBZWYl+/fphw4YN6NevX5c4AoHnsjVNw4svvigb3It9mEzTRCwWg6IoaGlpwa233or77rsPtbW1aG5u7hsB206Qb4l7JpNBNpvFkCFD0NLSgr/97W+YM2cOMplMIE10JOW50uk0mpubsXDhQti2TU3TSt87PXjwIIcPH+5breZTGe5tsHV1dfzqq696vJm9lHHw4EFOnjyZVVVVgahscZwY4xKJRDhp0qQea3EoCCT5xBNPSJvDjyddSBPUrFmzQmbMA5L85S9/ScBfI5hfG178FOuen3/++ZIbmN8OJHnOOefID+InNZjvCxGTvhKJBB999NFw4U8ekOSGDRt815v60VDu42OxGFVV7R3CYe3atQW3Z+b7QkQs86STTuL+/ftL+wsoEZDkNddcE4iGyq3SqqqqoqqqPPnkk7ljx47A70dggcBDhw5x+fLlMm7lXs9RDAzDQF1dHS666KLAztnXYVkWrr/++kDqBWzbRk1NDbLZLGKxGJqbm+E4DjZv3oyPPvqodDsTt27dylGjRnliVn6zMe61F4B3HrZwaL788kv2uoBsDyKTyfC0006T36OQcOJvv/Wo7um77ntUXV3N0047LXC1HYiENAyDn332GTZs2ADTNOVgJL+ZGBFnFOsvxIIjoPVpHz58OKqqqhCNRks/zFAiiMfjuOiii2RTnWmaUFXV09CVL6SUC/f9bGxsxNdff413330XpmkGxpSBMGQkEsGyZcvk8CQRbPWzZ6ajLVUAPNPBLrvsMtTW1gZxqccUZs2ahaqqKtnLpCiKfPg7GoLfEXKLYtyJiEwmg3nz5pVeLLihoYHf/e53PQ6N39TekdKLwpsbOHAgly9fXvoeXQnCNE1OmTKlnYoW3y183B/3fRRet4gNx+NxDh48mOvWrWMqlQrk/hQtIR3H4dNPP41t27Z5JKKQcPkgmonc0DQNtm3DcRyMHTsWY8eOhRLWrBUMXddx6aWXyr9FQYvfeyOguLoRLcuCZVkwTROmaWLnzp2YN2+e3A7W4zAMw2M8JxIJz0gO+HgK3UUTuXuy//KXv4TSsQh89tlnPPHEE6U2cmuxQoqlOxp9IxydYcOGlcY9Isn33nuPiqLI1FIikSh4CIBbnbi99OHDh3PdunU9/0F7MVKpFO+55x7JgG4TqZCKKTHy0D3+UNd1ee9ef/31nmdKkrzrrrvkRbufvkKY0v068XssFuOMGTNoGEbIkEWAJD///HNGIhHPRlixHygfHamYWpSmib9nzJjR8wy5c+dODh48mJWVlZ4LhU9GBNrHIMvKyuRTvGzZstLPl/YCkOTw4cM9y6WC7G2KxWJMJBLctm1b0ffqqJ0ay7K4YMECNDc3y+wMAM8gdz/lT2I7qbvurry8HLW1tZgwYQJUVYlPskoAAAh0SURBVA2dmQBw6aWXwjRNuesxKGEmHNBMJoPFixf33M5E27Z53nnnecS2EOPCMfEbWnCPgRN/X3XVVT2vAvoIDMPg+vXrOWDAAM84bQQgHYVdCYATJkwIREoWjFQqxa+++oq1tbV5bQ0/H0iU24udhQC4aNEitrS0hAwZEEjyyiuvlN97kEMa3Lsm//a3v3W/mUWSd955p0cqaprWjiH9MKg7zCPmXI8ePTp0ZgIGeXiBp9BiCIgh4dJuZ511VvfXHJBkXV2dJ3aYq7r9jmx2NygJD/vee+8N1XUXYP/+/RwzZkxga+kAr3Mk5n6uW7fuqO9fwU6NYRjcsGED9uzZI/OaYuajPGlbEt5PLltxDZ+yLAu1tbWYNm1a3xoBVyKoqanBzJkzZc1AEMkv933XNA3ZbBZPPPFE0ect5AJ49913t1PNufuX4fMJy61KvvTSS3nw4MFQOnYR1qxZI4PZQaltEeMUGbfjjz+++9T2xo0b5UbSIMjd7hCLxfjggw+G6roLYRgGR48eLYVAvorxfCScUHcGqF+/fnzxxRePaqZkQSq7zTBGY2Njoe/TKWKxGFRVhWEYmDp1alhI0YUgiRtvvNGXOeUHok3Z3Tvf1NSEefPmdf2EO8dxOH78+ECj/eJciqJw4sSJ3Tap9VjGt99+yyFDhsjISDEEwGMCiPsZiUT4zjvvdJ22a1vtwerqaml7BGGDCKbWNI1PPPEES7ZHow+BJG+55ZZAdk26Q3aifkFES7o0uUGSt99+e+DxK0VR2K9fPx533HFsaGgImbEbQJJLly6VdQTFMiPgnStUXl7OWCzGiooKfvnll11zT7PZrKyrExeAABlz6tSpYSFFN6KhoYGnn356YNLRnfYFDjfq/eEPfygo4+bLqSHJRYsWoaGhQf5bEHNjAMg+jRkzZoSDTLsRlZWVuO666wI5V0cxaLFgdf78+YHt9pZIpVK8+uqrPXWLQSbnzzvvvK4T7SGOiB07dhQtIYVkjMVi0rmJRqOeWPTOnTsZWGciSa5Zs4aDBg2SDT7uXl34YDj3T3fVsvj55z//Ocxd9wBI8sc//rG8L0diqGLpF7/4RXD317Zt3nXXXdJmdBdR+LnojkY4u5lU13V+/PHHITP2AEjysccek/dH3KtCe6I6I0VReMopp3DTpk3B3ONDhw5x5MiRnhkv7tihn4vqqJ1BiPrhw4eHmZkeRDKZ5Iknnuhp0gsyzizOe//99/u6z506NSS5evVqbNq0ydM+WahDI453Tz4QmYKZM2cWdK4QwaK8vBzTpk2T98YwDDnsIYhsjuDBhx9+GLt37y76ZLzqqqvacbuwNfw+QULd5w4FGDBgADdv3hxKyB5EOp3mW2+9xYqKCo+KDrLnRjSUPfXUU8Xd6z179nguNFeUF6qyRVWIeN3FF18cMmMJIJlMctKkSZ7ORHcasFgS57zwwgvzxpqPqLIty2J9fT2SySRisVjrwa46x0Lmh7vnwziOA0VREIvFMH369NKbC3MMory8HDfffDMsy/LMWgpqQarjOIjH41i5ciXWr19/dCfZuXMnL7roIo+H7PaYC8nUiH4Ld19wdXU1165dG0rHEkFbnJCapgUa9lFVVQ6RAMDHHnvs6EJAq1evDqTM3c247kHsd9xxB9PpdMiQJQKSvPzyy6Up5nfPTT4SyRTBlGeeeSaTyWRh950k77vvvkAuSHzA3Cdu6dKlYe66hGBZFhctWiSTH8CRJ9MVSoK5a2pqCID19fWF3fvGxkaOHTs2sEYgUQ0OtHrotbW1bGxsDJmxxGBZFkeMGCHvW1CetnBqhZScPn26f2fWNE0+/fTTgV1QrocdjUZ59dVXh3WPJQjbtnnHHXd4VG2xJISaOF9VVRUjkQjXrl3rT0qS5E9+8pPA1LV7tnVZWRl1Xec777wTVoaXIJqbm7lmzRoed9xxgZUXurUjcNgMuPrqq/1JyYaGBiYSiUALcd2qf9CgQWHssYSRzWblhIugbEghHd0p54qKCjY1NbXjA08cMpvN8uWXX0Y6nQ50fbAYrq6qKqZPnx7IOUN0DSKRCG666abAUodA6yzySCQC27YRiUSgKAqSySReffXVzteKNDY2csqUKYEPJBLnqamp4WuvvRZ61yUOkoG1OrszPu4VdQB4ySWXHNmXIMk333yzw3rFfG/YGYl5PUDrrsJwCEDpI5PJcPbs2QRa99EA3t1BhcwGEgkRd1GvKDuMRCJcuXKlx4STOtlxHCxatEgONK+urvYlsh3H6ZSy2SwikQh0Xcc111yDfv36BfjVhegKxONxXHbZZaipqZE9+Lquo7y8XK6KjkajctZkZ3AcR47aEeTmj6VLl2LHjh3tX7hlyxYOHjyYiUTC92pb+JCQkUhETlgNdxX2HiSTSZ555pksKyuTUhJovxGsWBoxYgS/+eYbr4T89NNPuXjxYuzcuROmacqmnP79++e98HwS0jRNGIaBCRMmoKamJojvKkQ3QNRJZjIZpFIpqKqKiooKOWBMVVVfq0BEDW0uCaf5iy++wIIFC+Ax5bZv3866ujoqiiKlo9/ZL8jzBCQSCcbjcf773/8OB5D2IpCta45POeUUeS9z9yOKsX6dkXBq3OTWoEBrsFzYkToA7N+/H/v370c8HkdzczP69esny8LyVYfn25eXSqUwfvx4XHvttYjH42Gfay+BoiiK4zicMWMGnnnmGezduxckEYlEUF1dDcMwkM1mC+oeUNpW3AGQ9mQ0GkUymcTevXtbjwFa2yEHDBiAeDyOQ4cOoaqqCnv37sWAAQOQzWY7fZN8jk8ikUAmk0FZWVk4RKqXwbIsapqGZDIJAIhGo8hms57Zku7dhx1BMKD71rsdnEQigWQyCU3TkEgkQv4IUVr4fwCh/vTnpQGjAAAAAElFTkSuQmCC","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":752,"y":349,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.67,"bounding_box_area":441,"exact_perimeter":113.54,"approximate_perimeter":107.65,"convex_hull_perimeter":81.96,"perimeter_pixels":648.02142802481,"original_contour_points":276,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1634,"perimeter_to_area_ratio":0.6772},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHcAAACBCAYAAAD68iWOAAAABmJLR0QA/wD/AP+gvaeTAAAa80lEQVR4nO1de3CU1RU/3+63++0jCXmRxDQpRsDSYrFFioBVsQUsCBoYqvYBrZUy084ArdZBOtoplIraqgzNKDI4Clo7gvBHK1AqodKHIo+CjVJ0Wl4hQoC8dje77PPXP5Jzud+XTfbb7CbZDTkzZxIS8u13z++ec88599xziYbo6qNoNAoACAaDSOdzg8EgmNL53KuJGBcA8Hq93cpRifeHr776KjU0NNCZM2eoqqqKXC4XBYPBlF6ovb2dSktLyeFw0MGDB+mhhx6iqqoqUhSlyzsMFgKA1tZWeuedd+jEiRMpP89isVA0GiVVVam5uZksFgu5XC76/ve/TyUlJYnlePbsWRQXF4OIQET47Gc/CyKCxWJJiYkIDocDRISKigoQEbZu3YpYLDZoNbipqQmLFy9Oi/xYhkSEnJwcOJ1O8e+VK1eak2EwGMT69esFAESE3Nxc8X0qnJOTI753uVwoLCzE+fPnB6WJBoAXX3wRRAS73Z4W+amqCiKCpmmwWCxwOByYNGkSotGoefkFAgH8+te/xvDhw8XLKYoCi8UCu92umzX8vaIoPTI/hweqaRpyc3Nxzz33DDpwAWDr1q3CUvHXZJllx3Lnn1ssFrjdbowYMQKRSCQ5cImIfD4fPv/5zyM/Pz/uDOIPttlspsFVVVW8JP9deXk51q9fP2gADofDqK+vx2233SYsFPVSU2VwNU0TPy8qKgIR4d1334Xf709ebn6/H++99x6cTqcOROqcOaqqwmq1dnmRRADzc+SXnTBhAg4fPjwoAA6FQli6dKkYmyy3ZFkGlzotH1vKmpoatLa29l5eALBq1SqdQ+BwOKCqqm6Rt1qtCYGV/y8PmgF2Op2orq5O3rxkGLE55jHyGtnbNVeWnc1mE+Z9ypQp6XFEY7EY7rrrLp0jxLORB2EGXOOAqRNg1mi3243XXnsta7U3Go2ioaEB119/PYg6nEcem2zhkmEjuCznTz75JD1yCoVC+Oijj0RIRJ1aTJJptVgspkwydQIqa7E8q2+44Yas1V6Px4N7771XyIWBkCdzsiyDyxNk+/bt6Q0fAWDdunU6gIn0XqBZcHn9tlqtsFqtcDgcupm9YcOGHrMumUg+nw/PPvssiPRhI09cefzJsFFz16xZ0zd5AQCorq7WBdOyU5QIXLvdLkCUZ6JsuhRFgdPpxFtvvZX2tGdfUVNTE44ePQqbzSaANSZtessyuBMnTuy7JSscDuPcuXMoLy8XpkaOv8xqbncse5UjR45EY2NjVoALAOPGjevV+I3OJjNPCrZwLpcL586dg8/n6zuZNDU1YevWrcjNze1VGJSIS0pKxPfr1q3DxYsXMxpgn8+HlStXCscwVXDlkNNmswklqqmp6VtgmQDgqaeegtVqNZ2dMgMum7S8vDzxs8bGRrS3t2ckwB6PB6+//rpuSUmH5g4bNgxEVzJ/999/PyKRSP/JIBKJYNq0aVAURZiQVMGVkyKc1ZkxYwZaW1t7l4XpQwKAhoYGMXZOz6YKLvsweXl5sFgs+NznPge/39+//kcoFEJtbS0KCgrgdrvTAi51AlxQUCCSJUSEBx98MONiX7/fjwULFoh3dLlcKYPLaV7eXMnPz8eBAwcGZuzhcBhPP/206XU33uBklp0zOR+raRp27NiRMQD7/X784Q9/AFFH4iWZ3LqRZXDlZY6I8Nvf/hbhcHjgxuz1ejF//nzdRkJvweW1hplNtNPpxOTJkzPCubpw4QKOHz+OsrIyMRGT2RUzcjyHKicnB7NmzUJbW9vAjretrQ3Nzc0YPnx4Wsyy7EzJ2SuLxYINGzbA4/EM2IC9Xi8AYMyYMeId+f3S6VDl5eXh6NGjmWGpfD4ftmzZItZekgbO5tUsuEY2Dr6urm7AnKtIJILFixeLPW4iEiGhmfQry0CWk8Ph0MnG7Xbjb3/7W2ZFCI2NjXj44Yd1ppToyiZBOhLnTqcTd95554DknmOxGHbt2iXKj/Lz80X6VDapPbExW5Wfny8mf2lpKYgIv/zlLzMvMwcA//3vf3HrrbeKl2eAUykxkcHlMGHjxo39arK8Xi/q6+tx8803i/diB0jeZ00ErqZpOi3luJ7ltGDBAjQ3N2eGOTYSAOzatQsFBQVCW1OtvTKaZZvNhoqKChw/frzfhAAADz74oDCb8phYG806lBwRyKnWnJwcjBkzBseOHctMYJkA4Fe/+pWY2fIeJKUBXLYCd999d78Iwu/3Y9OmTcLR4XfiZcbhcCSVxGFQ2RzzRNm9e3d2VIG2trbi61//ekoaS3HAZSFarVZomoaampo+Bdjv92P//v0iqSDH3jabTUxcs2suSc6U7B0/8MADma2xMgUCAezfvx/XXnutEIxx18Msy+Cy1qqqipycHJSWluKDDz7oE+85GAyipaUFN910k8785ubm6t6DJLATgctOoazFM2fORGNjY//mjlMlAFi/fj2o0yukNK25RPpQorq6uk9mPQCsWLFCV2ctx+DyO7BpNRsKqaoKTdNQUFCAM2fOZI/WyhQMBvGNb3xDFwZx+EBxQDcrGHmDwel04tVXX01reBSJRPDnP/9ZfK4MqhmWq0z4Z5qm6ZwvIsJbb701sOnFVMjn86GlpQXl5eXIycnReYlyzOd2u00lAfhv5CpMIsIXv/jFtHnPra2t8Hg8qKys1JlQM3E677/KziOPmf+eJ8qiRYuyF1gmAPjTn/4k8sZGcO12u2mzxqaZZ77NZhPr309+8pO0eJuRSAT33HOPDrRkCtyMpUOKonQpwr/++uvR1NSEQCCQ3eASdQC8bNmyLrOcKPkCO6OguS7L5XKlXBYLAL/5zW8EILITl2yGzeVydSnltdlsKCgowJtvvpmd62w88vl8uHjxIqZOnSrWH6fTqXOS2AT2xPJ2mCw8PlpRUVEBAL1afwHgyJEjKC4u1n2OMS7tieNFBJyZ4t/9/ve/z454NhkCgNraWhQWFgpBsDaaTQIwmOzByvuo/P2yZct6lZsNh8O4/fbbhZbJBQgyOD0xv4ecfZInxb333pu1NdkJCQB+8YtfCICJuu4cJTLLiqLo/p7zzQ6HQyTfd+7cmVTcePbsWaxdu1Y8U875ck11MnE6Tz55y3LSpEn4+OOP0dLSMjjBvXz5MgKBAObPn99FIGZys/L6zBPCWDftcrlwyy234NNPPzWlJaFQCJs3bxZF33IGSa6tNuNUscayWecJUVJSktXHZEwTALz//vvIzc0VYYF8rNPIxnjRDGuahuXLlycUZjQaxblz51BUVGQq923GspAEMjtlzz33XOZt4/UVAcArr7wCoo5Ehqwh8lpMneCaNYl8PoeIUFZWhn379qG5ublboXKRG5G5YoJE4KqqKiwKa+/cuXPR1NR0dQDLBADz589Hbm6uEAiDzLtIxj3TZHnhwoXdrr0ejwd1dXVxzXt3bEZz+Tk2mw2jRo3KnHKZ/iQA+PjjjzFhwgTdGiezDDSZAJPNIAOmqmrcqkm/34+TJ08iNzdXnHAws6aa9eadTiesViu2b99+9QHLBADbtm3DsGHDuoDImms004nY2Dti7NixOH36tM65CoVCmDx5sjCdxlOG3XEicO12u3DIHn/88cyqgxoIAoAnnngirvYYwaYEwmeA3G43NE0TIC9atEg4NF6vF8888wycTqfQcLMbA2YdqqlTpwLA4A17kiGv14svf/nLcLlcAmCjwMyAy3GunETIy8uDpmn45z//iebmZpw8eVLXYyvda25RURE++OCDq9ccGykcDuPtt9/GsGHD4HA44ppjs6aZQdI0TZcdmjVrFlasWIF58+YJ8DnZYCzJ7Y4TgatpGl588cUhYI0EAK+//rour0udplbum9EfbPwsdpb43biKkbsCsDe/YsWK/jlmmY0Ui8Xwta99TfTMYG/ZrGali7sD1+FwwOl0ivSnvL03fvx41NfXD2ltdwQAx44dQ3l5uS5eJEpfez0z3B24/G+ebC6XS2jxYOmh1acEAC+88ILQFDIItD+4J3DZs+YjJS6XC0uXLh0C1iwBEJ1OZQ+6v7g7cOWD0fw7PvU+4CfysoUAoK2tDaNGjep3k0wmzDJzVVUV/H7/kNYmS1x7lZeXl3T1YarcE7jywa2DBw/2uDExRD0QADz22GMZo7nyezz66KODo8BtoAgATp06JY6m8LqnqmqX2qbe7hzJLJegsjPH66y8rzxv3jy0t7cPvlqo/iYAOHjwoG5jn+iKU8M7MJQGjZU1Uz5pIH8/fPhwnDp1aihvnC4CgM2bN8PtdutMpnxmN10Ay8cz3W63TmMLCgqwefPmIQcq3QQADzzwgE6T5AqOdDDH0larVRx1UVVVFNT/7Gc/GwK2LwgA6urqcOONN3YpXJOrIVNhOZ421inPnTsXFy5cQCgUGgK3L4g3F+S10XhKPVUuLy8X35eVlYGoo87ryJEjQ1rb1xSLxbBs2TLR65+1LdXWt2RYt51OJ+x2OwoLC/Hyyy8PaWx/EB8X+cpXvqIzp+lce7l9kKIomDBhQlZrrGWgXyAZUhRFsVgs9OMf/5g0TSMiIrvdTtFoNC3PdzqdFAwGyWazEQAaNWpUWp47RCYpGo3i7NmzqK6uTuqgllnmcKuwsBAWiwXvvvtuVmtvVhEA/PSnPxXmM13AymeGuQKEiDBnzpys6dqe1QQA//rXvzBixAgBRLpyz3a7XThoHNtyT601a9YMaW9f04ULFzB27NguGpuuzXxOXtjtdt2FVmVlZXj77beHAO4rAoAnn3xSF7pomiY2EygN4PJzVFUVBXH8derUqWhsbBwCON10+fJlbNmyRZwocLvdaa/QkG85Y0DZPLPpX758+dD6m066fPkyvF4vqqqqulRDpnqFqZF7ulKHY+lt27YN3hPy/U1tbW34zne+06WvcW/OEiXL8mfxpLrhhhvw73//eyhrlSoFAgHU1tYKczmQ4BJdKdj75je/ObT2pkIAcODAAYwePTpjwJU37mtqaq6eE/PpJgDi/C4f8xxIcBlY7m6jaRpqa2uzqylnJhAArFmzRgiZy2kGEtx4cfX06dOvvrYIqVA4HEZLS4soeeGvAw2u8Xc84YayVyapra0NHo8H1dXVIOp6G+VAgys3NaHOCVdeXo7du3cPlbomIgBYsGCBrrpC7pA+kODy58h3HXHsW1lZCY/HMwRwdxQKhbBv3z6dcFmoZjbjuVGZXOjGv2NA5I0GzkSZLdNJdPh68eLFQ2eG4hEA1NfXIz8/X6yxLHSzaUY2nXLJq91uFzXOY8eOxcKFC8VaKbcWNANwInALCwvxu9/9bmj9NVIgEBDXu6iqqjN5ZjVL3vqT2xURdRS7bdu2DceOHdOV6OTk5JiePGZ6YlRUVOCjjz4aMs9MAFBTUwMiwnXXXSeETpJQzQDAmmi8poaI8NRTTyEcDoPbE1ZUVHRZ0xNxInD5c+fOnTugdw5mDHE9Mtcey+thb3th8ERgsOfMmaPrCQUAzz//vO4oirEXRzw2o7k8UZ577rmh5IbH4xFt543tgvhkXTKVjcZmZddeey327t3bZR0MBAKYPn16UjeWmQGXubi4GH/961+v3vRkLBYTlyuz0yP3iCKKf9NHd2xsDjp8+HCsWrUq7kUR4XAYe/bs0Wl6Ik4ErvHyiltvvRVtbW24fPny1QUwAOzfvx+lpaVCuGySjVe0mGU590tEuOOOO3Dp0qVuBQsA9913X9r6UPH/ky+ofOihh64u79nv98Pn8+H222/XgWqG5VMGzMa7EqgT6JMnT/a47gFAJBLBpEmTRILE2AZffqYZ5opM2ds/dOhQ9l8zY5YA4Ac/+AEcDofQNjMAyx4pm0HZZMuZrNWrV5u6Bg4A/vGPf4jCOEVRdLlsRVGSOoskn8DnIruysrLMv2EzHdTe3o7t27frtC6eQxKPZYcr3hrMGjZjxoykQhEAePjhh0F0pWaKSF/obubkvs1m6xKOsQX41re+NbhLczjGHD9+PIhIl4kyA65cmWgUNv9uzJgx2L17d1JaEgwGcfr0aXzpS1/STZ546cueWE6T8sSwWq2i9vmll14avNorH6Bm4SUTZzLLZpLvI+LnrF27tle9KiKRCN555x0oioKioiLdREr2kBl3AJAnrNVqRWVlJU6cODH4AAaAZ555RpgpFl4yoMrrLXWCLJvO6dOno7W1tdeCAzoudibJ7CfzftwqUA6JeCLy1/vuuw+XLl0aPAADwN69e0U/ZKIr53GMFQ49sVx2SqRfd8eNG4c//vGPKQstFAph3LhxAiC5vDXR+7lcLjEWOdPG2Tdehh577LHB4T0DwKefforbbrtNZ0aNM9tMM2tm+QYxoo6wZ8WKFWnRBp/Phx07duiaeid7VMW47srj48m8e/fu7M9exWIxPPLII6aEkihJwBcyUuek4NzwnXfeCY/HkzZTBwBLliwRn8OTiGNXvsM32by37JTddNNNOH/+fPaCG4vFsGfPHtMNScyAa7fbRUzKpw8+/PDDtK5hPp8PwWAQd9xxh06Du7uI0SzI/Czuu7FmzZrsDI8AoLGxESNHjjTtlCQCV/aSFaXjVs7HH3+8T5wTTm7Im/7xrsHhUh8z4yMiMdH55tDa2trsM8/t7e1YunSpGLiZPdNkwNU0DbNnz0YgEEjJQ+6JGhoasGjRoi4tAuXarWRMs2zeufpjxIgRabu1u18oEAjgtddeExviZnPHZjfDi4uLUVxcjD179vSpUADg+PHjOi+fQx3jmmsGZGOyRlEUMUmzAtxwOIxPPvkEI0eO7OLVJuJE4MoAP/vss/0ikHA4jM2bN3erhcxmTDOvubIXzTLauHFj5h8si0QimDFjhi60yc3NNQWwGYdK07R+bx906dIlYZ7l2JrfyezklU25cZnK+M0FANi0aZPuihZj4qEnNgNuXl4ejh492q9eJgAcPnwYZWVlutou9t7NOlQ2m023c2W8Uft73/sezp8/n3kAA8CuXbt0DTGJ9E04yQS4sncqe6L8840bNw5I8RkAbNmyRYyNtZXroNPR5ExRFPzoRz/KrOwVAJw9exY33nijWFPktj9E5lrm8mY5n2pnAXL4sGDBAtTV1Q3YwIPBIL773e8KIHi3J12tkiwWC/Lz8/Hmm2/C6/VmBsAAsGzZMvGSrGVybjbZIjd5k8DhcKCgoACHDh0aUJMFAB9++CGqqqq6tGtIZ3+OMWPG4H//+9/Ad2KPxWLYuXMnNE3T3flOnWuMfICKEgwqngfKse0TTzyREd4kALz00kviHY3t8lNhuQ/HkiVLBtY8A8CZM2dwyy23CI2TNwLknsjxBmNkjh9lrVUUBdOmTeuzREVvyOPx4P777xfvnO4LNrgj7QsvvDBwlioUCmHhwoW6czfUOWC57Y/sYfbEDKY8GaqqqrBr166M8iADgQDq6+tFjjidJpktn8ViwXXXXTcw4VEkEhHBvdzz2Ji5ycnJSWrDmwfGf7t27dqMrPvlUwtsrdLVEpirJ4k6HLV58+b172UZsVgMp0+fhtvtFsDJg5PrkNlkmfEoZQ/Z6XRi9OjRGaWxRopGo/j2t7+tm5CpMFs/eWmy2Wz9eydvIBDAzJkzoapqlythzDB7w/KEYDPOcXJRUVHGt56PRCI4cuSIuJaOpEkuazMrQKIkDT+DlzGHwyFO7vdL30muheISULNnW4n0IQ4za7eqqrpqhVWrVmXFQWYA2LBhg7BOcuKFwWHgEoHLkyCeotx11119G/sCwM6dO3HNNdfoPjheqWl3HC8Py6abJ8ns2bNx8eLFjAeWKRgM4oc//KFu+THWPDPIPbGx14b8lYiwevXqvgkHvV4vGhsb8dWvflWYDtmcJBsOyBdAyTO1srIS77//fkabYyMBwIkTJ1BZWSkAMdZdmQGXpMkgJ38Y9KKiImzZsiX9eXUAWL58uQAyXhFYIo7XnITzybwRvnLlyqwClikajeL555+HxWIRFyfLsb6Z7UyirsV/RFfifyLCxIkTcerUqfTJCAD27dsn1ln5FFuy3WS4wIwHIM/wOXPmoKGhIeuAZQoEAiL3THQlQ2d2zSXS10nLvgxv9NvtdixatCg94EYiEXi9XowbN66L+ZWTE8loMA/AZrOJ533hC1/Ajh07slJrmYCOFv3FxcW6Q92yNpopRGCWNVZegy0WC954443Ua6/a29sxderULh8gt4inXoBKpO9d8fTTT2c1sEyRSASbNm3SOVJkcs3liS7v88rHWdjKsQVNKVQEgFdeeSUtSXEeoNvt1lUhuFwuTJ48eVAAyxQMBjFp0iSd3GSt5HBJbppGSWp2Tk4OpkyZouv1YZpisRjee+89fOYzn0nrXXnyQF0uF6655hr8/e9/H1TgAsCePXswbNgwuN3uLpEEg2vsgGfG6bLb7UI5cnNzsXr16uRkBwDt7e24++67uzTXTIVl00PUca3LYL22FAAeffRRaJomsnhEV4rbewMuJ0VIkmlpaWlyGysXL17Ez3/+c+Ewmd3VScSqqoowweFw4Oabb0YoFEJzc/OgBNfj8WDmzJnCr5DNq1wsZ5ZlxcjNzRVmf8qUKeaO0/j9fhw7dkws2m63Gy6XKy17ljxJioqK4HA4UFdXNyi1lgkADh06JOJdo7YmyyQ5W4wHW4Xly5f3LMtoNIr6+nqMHz8+rbdaxuN169YNamCZotEoVq9eDSL9iYV4yRyzGSxjUQR1gvzyyy93L9OWlhY88sgjulwnr7XJJCp64oKCAkybNu2qap/n9Xoxe/ZsEdb0dKCsJ5bTtHIIyg7W6NGj0dDQ0LVzOwC88cYbKCkpAdGVSkSi5PPGPXFRURH27t2bnafbeknhcBiHDx/WNQSnXoBLdKXKhf8td85RFAWzZs3qqr0tLS0oKyvTzYhkTbPxcBQ7D3LKsU8S31lA0WgU69ev7yKzdJbosNmXOwyoRET/+c9/KBKJEACyWCxktVpJVVWKxWIEgFRVTXgBsaIoREQkTxxFUchi6bh/ecmSJTRx4kSyWq1KqsLKNrJarUo0GsVf/vIXOnDgALW2tlI0GiWLxUJ2u50sFguFw+GUPkNVVWpvb6cDBw7QzJkziYhIIepIM2qaRsFgkGKxGKmqSoqiUCwWI4vFQqqqUiQS6fHhDC5RB8D8b0VRSFEUam5uppKSElLk/3gVEQCcP3+eiouLiYgoEAiQoijkcDgoFAqR1WpN9fkUiUTIZrORpmlXrZyvGvo/E0jsyJp5je0AAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":625,"y":347,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.57,"bounding_box_area":454,"exact_perimeter":108.35,"approximate_perimeter":100.53,"convex_hull_perimeter":68.97,"perimeter_pixels":618.4163056034271,"original_contour_points":209,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3035,"perimeter_to_area_ratio":0.3821},"image_base64":"data:image/png;base64,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o2WefFXrfMAwKhULk8/koGo16iGNSq2WlVTvJBJqm6aknT3sURREdsq2tjT744AOKx+OicV966aXGGAOz2Sw5jkOPPPKIeNFQKFTQID6fT/ytaZowCuoxyQSytPl8PlFnTdOE+g8Gg6KzdnV1CXW6efPmqtWnZgTSCdx1110e9cgvWU7lRnrGMAxPnvKEnCfgmqZ51Jw89mqa5vHQFCuHvTZyGfnP5F/KwZ+3trZSNBqlLVu2EBHRq6++WlMCq7Ye+OCDD+KVV17B0NAQTNMUDmfHcaDrI/vMXdcFkLtbSFVVT1IUBeFwGK7rwrZtOI6DQCAAwzCEM9txHDiOg2w2C8dxxEUanB8A8ZzruiIZhiHqGwwGYRgGbNvmVQmYplnS+/OVOgMDAwCAm266Cd3d3di1axcMwyi7PU8bstksPfLIIx5VyL3XMAyPyiwlDScZ/DlLGH+uKIow6blsv99PgUCgYGxl57gsoZzkuahhGCM6y/MlkKdEslF2ww030DXXXFO/KnRgYIDWr1/vealQKCQaxzTNkqcIpcyVWE2yKsw3KjjxmKXrOgUCAWppaSlQvXJ+MnGhUIhM0xT/O5wBkk8g15//ZoOt3A5cLoGjXg+MxWL0/vvv43vf+x5UVUUgEEAikUAikYBhGHBdF5ZlwbIsoZZOBXkKpSgKdF33rPXZtg0igq7rQl0GAgEsWrQIs2bNwrRp0zB58mTMmDEDkydPRiAQgOM4yGQyyGaz8Pl8SKVS6OvrQ09PDw4cOIAdO3bgww8/xN69exGNRjE4OOipJ99VVAqy2Sw6OjrQ19cHILdWCeRuHdN1vay8ysGoCEwkEnTw4EGsXr0aqVQKhmHAcRzxPTcYN/xI5AEnx0AA4i49fmnHcdDZ2Yljx47Bsiyce+65WLp0KS6++GJcfvnlWLx4ccH9e5ZlwXEcaJoGwzBER5LHw8OHD2PPnj04ePAgXnjhBRw6dAifffYZbNuGpmnQNE2MmSO5PVVVRV9fH6LRKGKxGIgIpmmKMbmukE6n6aqrriJVVT1Wp9/vF2pN13UKhUKjskLzx0BWY5dccgm98MILdPjwYZLhui5ZlkW2bRNPZ1zXJdd1KR+u65Jt20W/6+/vp+eff57mz59fdGyUU74K5efkNqm2h6kqYyAR0dq1a8U4xxWXzWleaOWCSxkHhjPpo9EozZo1i1599VX6/PPPRWPH43HhSLZtW3zOn8mwbZvS6bTnOyaQySciSiaT5DgOJRIJWrduHc2dO1eMjSMRCOQm8vwu3Omq6aivmEAior1794oelj/nGynJoQsyqWz15RMfjUbpzjvvpMOHD1M2mx1RusoF5+O6riBXzvfjjz+m2267TdSbLU0mR57In45UMYFHjx6lVatWiR4n+whLqUC+penz+SgUCgnSuIEURaHp06fT+vXriYhoYGBAkFcrAjk/27YplUqJZw4fPkxbtmyhCy64QHTaM+VBqohA13XppZde8oQZDEdMqSTme/YBUEdHBy1btoz2799PRESJRIKISJBXKwJl0vJh2zb19PTQsmXLPP7c9vZ28vl8VXNW15TA/v5+Wrx4sciI1UqpqwmycZM/JsoD/4oVKwRh8XiciIhSqVTNCWQ4jkPZbJZs2ybbtj3jZiaToRUrVoixrtiqRF0SSETEwTkcAcaZljoGyMYO/5QdwADo+9//PlmWRclkUjSmZVkFqq5YqgaBXLZsFDFs26ZEIkGu69IPfvADT8etewns7e2lL37xiyITOZqr1N7HhbP0cZwJf3/zzTfT4OCgp3G54bLZbM0JTKfTlMlkPHllMhkaGhoSapyIROe67rrrSFVVz5pnXRLoui4988wzHjUIwLPKXmoPZFebXBnTNOmb3/wmEZGIvYzFYqIBucFOhwSyNcoqNJvNimcTiYT4m+u0bNmyqq311YzA7u5uuuKKK0RF5amDqqol+/pYhfKUgStzxRVXUHd3t6dhiIgGBwfF+MOSORx5xeZ+oyHQcZyCcY8NHH4mFouJemaz2ao6q6tOIBHRk08+WbUKyKa3aZoUCAQ8k/N6hyyVTGI8HhfGHb+X/BOonpFT9npgOp3Gm2++OSLRpcDv9yOVSon1NZ/Ph7vuugsTJ070+EHrHXTCJxoIBJDNZhEOh/Gzn/0MU6dOhaIosCwLbW1tYiMO74g6ExWlN954oyx/5qmSnIff76eFCxcKa08ea+odsspNp9Pi83vvvZeAnPeIJYX3WFTadpzKlsBnnnkGyWSyKt50lrJAIIBAIIAHHnhArNTTmeihZYLbQFEUsbTl8/nE0tatt96KJUuWwLZtuK6LcDgMoLwlqapiYGCAfD5f1ULf5cDYH/3oR0R00uqsxqS81pCd3kRepzkbWW+99VbBeF/NSX7JEkhE9Pbbb8N1XbGmVg1omgZFUXDfffcBAEKhEJdXlfxrCUVRxAIzAM8aZ0tLC4gIX//61/Htb38bQM5+ACDWI2uFogQ6joPXX39dGBzVIjCdTuP2229HZ2cnAIht0Y1ixJimWbBwzSqSDZj77rsPra2t4M29tVahRQncu3cvtm3bhkQiAVVVYVlWxQXZto3x48dj1apVcBwHtm3D5/OJkIN6x+DgIICT2sLn84l6cwckIsyePRsXXXSR+D9d10uKSBgtCgi0LIvefvtt7N+/X1Su1AYupipUVRUSfP7552Px4sUgImiaJsIOGgGRSARA4Tvqui7CNDiOZ/Xq1eK5kfbuV4qC3A3DwD/+8Q/EYjERl1mqGuDneKwDTh4uEAgEsHLlSgAnXxTIqZ66ixkZJTRNg6qqmD17NhYvXgxVVeG6bk1JLMg5lUph69atAHJqwjAMQcZIoBNRYyxdwMmA12nTpokBXn4eaJwxsBRomoYpU6bg2muvhaIop3cMTKfT9MEHH+DIkSMiFJA9CiNBNnR4zJQjuy677DKcf/75ImqaeyeAkjtIvYMtT13XsWLFCtEmteygHgI1TcMbb7yBVColVCcRlVUBmQwOqwOAa6+9FgAEgYqiiHxrPU6cLvC7q6qKOXPmYN68eTXvnJ6W03Udf/vb35DJZIQUlWpkyJ4KBhPk8/nw1a9+FY7jiHFVxliRQLaqgdw7XXPNNafXiEkmk9i5cyeAnDTKFlap4HFN13XxMkuXLkU0GvUYN7IlOhbAmobby3VdLF++XLjUagUPO59//jl6e3sBQISms14fCfn6nony+/24+OKLkUgkPN9blgVN08aUAUNE4tw20zQxb948dHR01LRMD4Hvv/++mL/E43HRm0rxxPA2Lna92bYt1OWyZcsQCoWElcrzPzZmxgJkbcKh/OFwGEuWLAFw0hrnVC2I1kulUrR//364rltQSCnztGw26/FI8EtFo1FMnTq1ahWuV7CvFMipUdM0YZompk+fXjVXZDEIAmOxGLZu3VrUSiwHuq57/q+9vR1TpkypTm3rHMXG85kzZ9bUUSEI7Ovrw7Zt2zyVYZ1eDuTe5jgOOjo6EAwGq1DV+odMIO/KmjNnDlpbW2tWpiCwv78fPT09BQ+Uqq/lbVvy/50t0pfvsOY9jnPnzsWFF15Ys3IFgUeOHBH7+gCvOVwOHMeBoijCCzNnzpwqVrd+oSiKR1uxBotGo1iwYEHNylVPFEb79u0TFZF/lkogGz9shfIhAjNnzqxFvesO8jSKbQggJ5nnnntuzcoVEsiHhuerArkyI0F2JfFqfkdHx5iZrJ8KbKjIW8F5GjV58uSalSsITKfTwoJkLzp7TkohwDRNcWyHZVkwTRPjxo1DJBIpmAMVS40OlkDTNKGqqmgzv9+Pr3zlK545ojzNAirzBbMKxfHjx4XzmlHOaoG8n51/dnZ2ivNizhYU6+yy+7DanieVC+jv7xeFyQWWCl645Aq6rovp06fX1ISuZ8idnv3KQGlOkXIgZNeyLBH+IJ9uVKoKBQpXLmbOnIn29vYqVrcxoaqqiMCTwe1aiY0gCOTgIjpxHJVskJQL9gtOmDChaMXPFsgrM5FIRBwblt+mFRPY29uLWCwmLEcZ5fjxeA1RHsBltXo2QCZDNlaCwaDQZtV04KsAsHv3bvT39xecllQu8omSA2HPZrBzO//AoHKmaMPmDQCffvop0um0KIhFHSh9Ii+HHvL/j7WQidGCDcNiY15VCMxkMkgmk2L8IyIxoS81qJenEXwuGLvTzhYUsxl4PhgKhcR0Sj6WbDSLBfkQpbF4N1VebTBt2jQRpS1LXaVhh2Iiz5PMfD3dRHUwY8YMMcxomiamXLLFPxroQG08BE140d7e7iGqWkJydlsXpxk89rknjo5mG6HieSBPLseCU7lewTuyZFTDOhcEMolNImsDjsIDCqMXKoHoAkxck7zaQI4LqobqZKgAMHHiRLS2tnr2Apa7v03ekcr/K68tng2Q31NeilNVFfv37/dsCOWzv4Hi+ypLhQrkTNyWlhbht5Tng+VIpOy9kYk7m6RaDknhNrQsCwcPHkQ2mxVtzM6OcvZfFoMK5HbORiIR4YkByvfTyc/z2mAymcwVcha40oqpQ25Py7LAMUdy3Kyqqp4V+tFABXIiHAwGPTeejGatinsUe9z7+voKPA9jFfn2A7cBSyLvsefvgOrsG1QBDBtOyBP8UiQoP5oNAHp6ehCPxyuuZKOg2ESdLXteKJfVpazxRgsVgOdkoWILjqVIUH4oPhHh0KFDOH78eEUVbCSMFIoi78aq1ilVKpCbo8ihD/lRU6UUIkdiAblO0d3dLS6DOltBRMhkMhgYGCi6jFTpio0QtWg0WnAaUTkE5vc+IkIsFhP7Asc68smRp1WWZaG/v7+o47pqBPJEkyOr+eQhXdfLMkJc1xUGUSaTwd69e8+K1Q15fOOt5Dydsm1bWOTys4qiiDuWRgtB4HnnnefZAs3gu4NGgjw4y4u7n3/++VkzkWfbQXaV6bouLsSqSZkAoCiKMmvWLKiqKjwEvFpcqvTwrlt5YqppGvbs2XNWTCOAk9F4vEeEO/7BgwdrVqaQwAkTJhScLluufs4fQ4kIe/fubYiz0KoFeZcyS+KuXbtqVp4gMBKJYObMmUXnMqUSIO/uBXKqtKenZ8wcpXUq5LseeTqWSCTEyR+1gIfAyy67TKhRVgOlRmbLqlN2qfX19dW0B9YLuL3kgyEURUF3dzc++eSTmpUrCAyFQrj88svF9ig+cYJ/lvIC/FNWH/F4HO+++25tal9nkDf2ADmpPHjwIPbu3VuzMgWBhmEos2bNEtHZTESpBoisbvn/+Jw0ee/9WAaPf3LoxJEjR3D06NGalenxmU2dOhW6rsPn85V9EB0/zxLMh4GHQiFs2rQJQ0NDACDmQ0QkvDRjbYzkd9Q0Da+//nqBXSGnSuEh0O/3Y8GCBbAsq8BnNxLkkAyG67pIp9NIJBJIp9NwXRc+nw+xWAyKooitZ2NhuYk3xAIQ1nwmk8GePXtq6sjwtJxpmrj66quLbvIcCdyj8p3h7JH54x//iEwmA03TEA6HRRnxeHxMzBPlQw5M04SiKNixYwe6urpqWm5B17/66qsxbty43JdlrhbLofkyFEXBiy++iEQigVQqBU3TRMg+L2M1Olj65OHg9ddfRywWO32n1iuKoixatAhz586tKMBJJpDXwnbu3ImPP/5YRH8z5GitRgevofJp9ps2bQJQ25PrCyQwHA7jS1/6kpjXlGpgnCockYiQTCbx2muvIRQKIZPJwOfzjbm9GLZti9MpduzYge3bt3vOB68FCgh0XRdXXHEFWlpaqlKAHLb/5ptvor+/X+zUyWazYzLkwnVd/OlPfxJjfi1RQKBpmsqXv/xljB8/XoxPpTRw/qYY2Zhh42bfvn147bXXAACJRAKGYTTMtQOlgDvq0NAQNm/eDEVRxKG3tUJR+721tRXf+ta3PFumi53twtMGOSi42CkX/KzjOHjsscfgOA78fj8ymUzR8SF/t1Q9zBPlg2+5XfLrxZ3x3Xffxe7du8v2JY8GRQk0TRPXXXcdVFVFS0vLsFZUObqdid65cyf+8pe/QNM0+Hw+seBZLM9igVJnCn6/X6h8+Uoi3gzLm1UymQzWrl2LRCIh1gPPCIiILrjgAlIUpSpJvmd34cKFtG/fPnEbGF8+XO07cqsN+YpYy7I89x7yvb/r1q0Tt3fyLd383pWmsu8PvPXWWwvU52ih6zoCgQAURcHOnTuxdu1asWAsHwBARWJL6kECuZ78O5CTQD6pOBKJ4ODBg3jqqacK/MK1xLAEKoqi3HTTTVi4cKGnAfMbM7/RhwOPZUQEy7KwceNGvPPOO7AsS6jQWr9sJWDnPKtRHlbkKxp+/etfY/v27WI6MTg4eGYXs4mIHnroIQJyV6jy7dN8lzwk8R5JhfJz8pWkF110kbgEOZvNUjabJcdx6kpt5iORSIjLH+ULIV955RWKRCKeW725rap1iWbZKlRRFGX58uWYNm0a/z3qzsAHoGezWUyYMAEA8N///hcvvvgiBgYG6kZVDgeS1Kaqqh7J6+rqwqOPPorBwUG4ritOp2prazvzZw6k02n6zne+Q5qmeaSwXAmUr+UGTl7Tres63X333eQ4jkf66k0K+cJmNmTkv2+88UYCcpcey+3B74cqSB+GkcAR0d/fT11dXQUqMBQKVVxJ2UJ96623PCqJGyn/hutMJiMaz7Zt8fto4bquUImO45BlWZ6/uYxMJkNEORXKGBoaojVr1niIq2UaFYEAkMlk6IknniBVVSkUCpFhGII8eXpQCYGqqtI777xDrutSKpUiIu8130NDQx4yHcehTCZDmUymomvMmcD8ziNfckx0cryT67Rx40bq6Og4LeRVRCAADA4O0vz58wtURSUqIn+OOG/ePNqwYYNHdcbjcUGo3OgyaSwdlRCYn18ymSTbtsl1XbJtm+LxuOd/1q5dS5MnTyYAVTNSakpgNpulp59+WmRmmmbF+j2fQFVVadq0afTyyy8TERWoR7ZU8wmsZKyUJVC2gmXYtk2O44hr0zds2EDnnXeeeI+Wlpb6JxDISeH1118vMvP5fBXdky4TyB4Ln89H48aNowceeEA0YCqVonQ6Tclk0qPaKlWfMoH5Usj5Dw0NUTweF53p/vvvJ8MwyO/3UyQSoWAweFrIqwqBRET/+te/aOrUqSLTStSHTGA4HPaMp+FwmG677Tbq7u72NCpLoSwd1SCQwUSy1DGOHj1Kl156KZmm6ZnrAdW1NGtKIJP48MMPi2lAtYwY/qy1tdXjP/zGN75BR44cod7eXtHA8nhULQlkfyyTxzhy5Aj99a9/pRkzZngMlmg0WnEHPiMEAsDx48dpyZIlFAqFCMCoHbYygZyX3CA+n490XSfDMOihhx6iffv2ERF5phEymZUQKHcEHgu7urrozjvvJABCVebPZ30+X2MYMTKIiLZt20YzZswQRACgQCDgGRNN06RAIFAVCdV1nTo6Ouiee+6hQ4cOiXGLyOvS4rmbbIjkSylL2XDPbNmyhW655RYhZaWmcDjsaehibjVWt5qmibYpVYtVjUAAsG2b/vznP4vMOzs7CcipQK5kpWqmmIr1+/00b948+ulPf0offvghZTIZisfjBfM4li7LsiiRSHisTVaXMunpdJreeOMNuuOOO2jBggWeMvPHvGKJn4lEIoJI+TMmkD+TySw1VZVAICeJv/jFL4R68fl8QsXITuzRjpMygcFgkCKRiPiOO8XcuXPpoYceoq1bt3oMHp7LyWTKSKfTtGvXLnrllVfoscceo7lz54qG5zqbplny8MDEcB78f/kk6bouyORnSi2jGIEVrXUoiqIQEQ0MDODpp58W8R+hUEjsjZd/rwTyFmUgF/0cj8exc+dOPPnkk3jqqaegqioikQimTp2K888/H+PHjwcApFIptLS0oL+/H5999hl6e3sxODiIZDKJwcFBEfYPQOzOsiyr5OOmgdyyUjQaRSwWEyfzqqoKv9+PlpYWDA4OIpFIeMIw6sKBz+PQgw8+KHoKW2t+v7+qVmokEqHOzk7RY4s5EwzD8Lj6OB92xo9UpmmaFA6HhTbx+/0FhkuxxHl3dHSIsg3DoFtuuYU2btxIs2fPFgYPv0+5Q0vVVSiDKBdS8OMf/5ja2tpEgcUsy9ESKKs3WeWwlcrjDH/u9/spFAp5Gp+J5HwNwxBEtbe3Fx2TynFUyHUEQF/4whfIcRxKpVK0ZMkS4YIc7SJAzQgEciRms1m66667KBQKedxj1RgDOa9AICAIVFW1YCWg2FJXvjV4qjJ1XadQKEQ+n0+kUurKnZSXzjo7O6mrq0tMcxYtWlQgedz5zogVWgxs9d17772eSpZSuWJJJpAlRv7ONE1BlkwkW3uyKpXVKOer67r4WzbvZY1RqvaQrcr29nZav349EeVWclOplIdAuVOUI+E1JxCAUKc//OEPCxrX7/eT3+8XjSLPhYaLZKtEgitNcj24znLj+/1+TwfhDrZmzRpyHEc08LFjx2j+/Pkij7obA/PBpvratWupvb2dgJPjFvd2XdcpGAySpmkUDAZPGY5YDwQiT8plbcBjPQB69tlnKZFIeBp3YGCgZgTWJGRKOWEbExGdc845uPnmm2HbtjCzVVUVpxcFAgEkk8lTboypB4TDYQwNDSEYDIrTlYLBIJLJJGzbRjgcxurVq3HDDTcgFAp5Xqac6UjdIZVK0YEDB2jhwoWkKErRqUVbW5sn1uZUUW2nMxWbxuQ/09LSQoZh0E9+8hPhkstvA14MbxgVmg/2Mz7++OOe8RCSKsoPWTyTxHEqpsZ5LsdkTpo0if7zn/+Ixd5i79/wBDIcx6EPP/yQli9fTkDO+c0O8JHiTs9EypdANvv5+1WrVlFPT8+wxDEOHz48NggEAHYsb9iwgWbPni2kcKSwxTOR8glki1nXdXr88cdFmMVI71xLI+aMgS3V3/3ud7RgwYKGIFBRFLrxxhvp3//+N6VSqZIbcMyo0GKwbZsSiQS99NJLtGzZsqLzLf49n9RS/JuappXkyywWJsEdSdd1Wr58Ob366qti3bCcd3Qch5YuXSryDgQCwokAiZxTJX42EAjQokWLaOfOnfVBIIOXeDZt2kRf+9rXhJtMnmMpiiI8LMgjib/XdZ1M0yxwdMuWL3tq/H5/gacoEolQa2ur+HvlypW0fv16GhoaItd1R9VojuPQbbfdRjNnzhRGkKIoFA6HKRqNUktLi3ByDJfGjRsn3vWOO+4ouxOdNvDCa3d3N/3hD3+g66+/niZMmECRSMTTY2UJyZdC2U3Gn40UBik74RcvXkz/93//RwcOHBDrh9zMiDQAAAD5SURBVJW8E6/YxGIxSqVSlM1mKZVKiYjvZDIpgpRPlRjsXwWA+t1NghyZvb29OHr0KN5//33s2rULH330EQ4dOoRjx46hv78flmVB0zSxZVve7atK9zbw9Ql8oC0fAzZx4kSMHz8ekyZNwpVXXomrrroKU6ZMgWEYCAQCdd0+QJ0TKIN7HBGhr68P//vf//Dee+9h9+7dSCQS2LFjB5LJJIaGhsTCskygpmno6OjAOeecg8mTJ2PKlCmYM2cOFi5ciOnTp6O9vR1DQ0NoaWlpmDYBGojAYkin06TruucoD5YuXu2mExtQeRewfJKUmrv6pqHboIkGx/8DXMU0jMp0tWAAAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"},{"index":12,"position":{"x":170,"y":302,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.72,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.67,"convex_hull_perimeter":84.95,"perimeter_pixels":562.5929291125638,"original_contour_poi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","detection_approach":"prominent_color_detection"},{"index":13,"position":{"x":2,"y":302,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.24,"bounding_box_area":844,"exact_perimeter":115.7,"approximate_perimeter":108.64,"convex_hull_perimeter":96.45,"perimeter_pixels":660.3158005400394,"original_contour_points":351,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3138,"perimeter_to_area_ratio":0.3462},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":14,"position":{"x":752,"y":49,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.81,"bounding_box_area":441,"exact_perimeter":113.79,"approximate_perimeter":107.8,"convex_hull_perimeter":82.13,"perimeter_pixels":649.4356415871832,"original_contour_points":276,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1629,"perimeter_to_area_ratio":0.6781},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":15,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.64,"bounding_box_area":454,"exact_perimeter":108,"approximate_perimeter":99.98,"convex_hull_perimeter":68.97,"perimeter_pixels":616.4163056034271,"original_contour_points":211,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3056,"perimeter_to_area_ratio":0.3808},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":16,"position":{"x":873,"y":8,"width":61,"height":169},"scaled_width":10.69,"scaled_height":29.61,"actual_filled_area":127.07,"bounding_box_area":316,"exact_perimeter":83.73,"approximate_perimeter":77.47,"convex_hull_perimeter":68.35,"perimeter_pixels":477.8822509939089,"original_contour_points":78,"approximation_points":12,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2278,"perimeter_to_area_ratio":0.6589},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEEAAACtCAYAAADvcRK8AAAABmJLR0QA/wD/AP+gvaeTAAANnElEQVR4nO2dTWwbxRfAf/u9dmLXSVoC/UjVFoGQQlEPiLYIEAc+BJzR/8CpBYkLJySEVIkbl0oICcGhQqLijISQEHe4lFaCtAptKf2ghdJEtHGb2Int9dr7/ocw03Xixm7ZpC2aJ43i2Ovdmd++mXlvdvweGMG62xVIi4jI33//zeHDh/E8j9dff52xsbF7qo6rJiIily9flk8//VR27twplmXJM888I3/88Yfc7bqtiYiIfPvtt/Liiy8KIIAUCgUZHx+Xo0eP/rch1Ot1aTQa8uGHH+rGB0EgjuMIIA888IAcOXLkvwmh3W5LvV6Xjz/+WIaHhwXQDVfFdV0ZGxuTiYmJ/xaEcrksIiITExOyZ88e3XjbtiWfz4tt2/p/QCzLkmPHjv03IMg/MjU1Jfv27ZMwDMXzPPF9X3zf13ffsizxPE8ACcNQRkdH5eTJk/c/hCiKZGpqSg4cOCC5XK5D7YvFoh4HgiDQ7zuOI4VCQXK5nPzyyy/3LwQRkWq1Kl9++aW89NJLHY23LKurFriuq7uC53kShuH9qwnNZlMqlYrs379fN5DUoNetqGPS48H69evl559/vr8gNJtNmZubk4MHD8rY2JgAHXd7pfKfgLCwsCA//vijjI+Pd8z39wsEN4uTTE9P87///Y+pqSnCMKTRaABgWRau69JqtbK4zKqJncVJTp8+zY0bN4jjmEajwYMPPghAq9W65wFARhBarRaVSoWNGzcCcP36dfL5PADFYjGLS6yqZAKhUCgAcPXqVWCxG9RqNXzfp1KpZHGJVZVMIFy5cgXLsrCsRdc/iiIAms0mYRhmcYlVlUwghGGIZVnEcQygYQB6kLyXJRMI97sYCBgIgIEAGAiAgQAYCICBABgIgIEAGAiAgQAYCICBABgIQEYQPM8jSRJs28ayLESkY03hXhejCRgIgIEAGAiAgQAYCICBAKQgiIi0Wi0Rkdt6EiwisnHjRgqFAkmSEIYhtm3jeR4AAwMD/ZwDy7L0d4IgII5jRkZGuN363IlY/1RCbty4wSeffMLIyAjFYpHp6WmGhoaIooh2u62fMKXrpIyjzz//nMnJSQYHB5mfnwcgn89Tq9X6qoR6km3bNr7v02w2SZKEN954g0cffVQ/zxQRljKxLIt2u73i+aMo4oknnmBsbIzx8XGsbpZcq9WS3bt3y7p16/QegfXr13fdR6D2EliWJbZti+u6HfsQ1etcLtd1e163oo4JgqBjT4Nt27pOtm133fWitvqsVNSx27dvl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","detection_approach":"prominent_color_detection"},{"index":19,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.81,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":20,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.17,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3132,"perimeter_to_area_ratio":0.3465},"image_base64":"data:image/png;base64,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"},{"id":"d1433da8-7972-499d-a629-59c024e4c04b","height":22.78,"width":19.97,"perimeter":108,"area":283.67,"image":"data:image/png;base64,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poVAHJUyJhIAGYYh/g6Hw6TrOoVCIQLG7OOWLVtoZGSEhoeHJ23MqiaQiGjv3r30rW99i8LhMIXDYVGZYDDoUU/y/tG5BMnXK0WgXB/DMDwSKKtY7lj89/XXX39MlVq1BNq2TZ2dnbR27VqhEitZjkdwqR1Atofy+0QiETrjjDOor6+PksnkhEb91a9+VVECKxILJSL6y1/+guXLl+Pdd9+F67qVeIwH8nb+iqJAVVVPKRXyO8j3HB0dRW9vL8466yzs378frut6SAwGgyU/+1goO4FERI899hiuuuoqKIoi4pOVhuu6EwofllHu57uuK7ZPluOyF154IXbs2OEJAVY6KldWAjOZDP385z/HLbfcAvm0Eo5NTjfKTSBLneM4cBwHmqaJd4tEIhgeHsaFF16Iffv2CRKbm5vL8uxJ61SuG9m2TVu2bMGdd94J0zRhGAYcx4HrutNCIDempmke1VnKWQ0yWIXmqmNN08Sm5q7rwrIsXHDBBfj73/8OIiI+3+GEhm3b9LOf/YyAsTEdu965bnkly/Eck3J5sZqmebxSeRgij1/b29tpcHCQfvzjH1fUiSkZXV1d9H//938EwBNPlF1zHstNd8klrRwEKopCmqZ57qEoCpmmKd43EAiQqqp066230jnnnOMZkpRSyk6g4zj0+OOPi57HLyWPqVpaWqaNLFVVSdM0MgyDfD4f+f1+CgaDFAwGSybwWJ3QNE2haQzDEIN9ANTa2lq2d8xH4JQndImIXnjhBWzatElMnLKzIOv9gYGBSe/BtklRFJimiXQ6DcMwPOcisH2Rf8PP8fv9OP3007F48WIsXboU8+bNw6JFizBr1ixomgbLssQMPTsesVgMBw8exMcff4y9e/fivffew/79+8U9DcOAqqrimBu/3490Oi3qpOs6iEh4ouxpcxtYluWpf39//xRbuDBMiUAioo6ODmzevBnhcBjDw8MlVySdTkNVVViWJRygWbNmYWRkRJx6wkfUzJ8/H2effTbWr1+P9evXY/ny5bBtG7o+/jqu6wpPcbJxYCwWw+7du7F37178+c9/xvbt28ePtDk6i8/1CoVCsCwL6XQawNhxcExy1U3gExFddtllQrRzp34KLXIoi+9hmqbHSWDVFQgEaPXq1fTggw/SkSNHiIjIdV3iyWDHcci2bcpms5TJZMiyLLJtm1zXJSKikZERymazlAvXdWlkZER8fvjhh2nBggUUCoUmBLGBsZjoZOqy0qUsNpCI6P7776dAIEC6rpcUJssNJjc3N4vP0WhUfG/16tX029/+lnp6eujoiZgUi8UECel0egIxMhzHEROyRESpVIpGRkboaILUhPvEYjF66KGHaOnSpaSqKvn9fmpqavI0pPze+aajTkgCiYh2795NkUiEFEWhSCRS0jBBJlDuyYqiUCgUosbGRvrmN78ppm5k2LZN6XSaLMuacD2bzVI2myXLsjzEua4r/o8l03VdSqfTHilk7N69mzZt2iQaTnZ+AoHAtMR4y0qgbdu0YcMGoe7436kOE3IlkD1W9iBfeukl0ZiJRIIcxyHXdSdITjweJ9u2PUUmjqXweGB1TEQ0ODgoPv/1r3+lpUuXinqzatV1nZqbm6uDQMuy6NFHHyXTNEnXdXGzXJs1VQJ5DBmNRmn9+vVERJRMJoUtIyKyLIsSiQS5rku2bdPQ0BAlk8lJCbFt26MuZalLJpOUSCTEvePxuPhdNpsVnSCTyVA2m6XBwUG6/PLLCYBnXDedY9ySCEylUrRs2TJPhTl3ZKoVypfSsHHjRkomk6Kx2fEYGhoSjZ0L/o5t26LBZVUoE2dZ1oT/k9WwTLRlWZ4O8sknn9CNN95IwFimHKv96XJkpkyg4zj04IMPCseCSdM0TUjOsaIebNMA72G+fI1tyfe//32hunIbdibguq4ocue5+eab8zoxsjfO711OOzllAuPxuEiHYAI1TfNU7ngEMnmGYZCmaSIPhv/vG9/4BnV3dxMR0fDwsJCCVCo1I+QReQkkIurv7xe29KqrrhL2Tx5W6Lou3pHbplwkTonAbDZLTz75pGhs7mWyK20YxnEJ5HQKmTxN08jv99MVV1zhGRawp5jr/k83cgnkYQbX6ZprrvHEf/M1NnfcGSPwyJEjtGrVKlIUhaLRqCfJaLKk23xFdnyYPNM0ac2aNULyOMmXGy/X25xu5BKYyWSETWRbe+WVV3o0iVxyY8TTTqBlWfTII4+ISnBykRwwnixrbDI1ympGURSaPXs2ffDBB0Q0lrnGkN15+fp0QyaQVTnXzbIs4d2effbZwi8wTVO8a7mn0orOidF1HY8//jiAsYlMntT0+/2wLAuZTMYTfzwWiAgNDQ0gIti2DSLC5s2bsWzZMti2Db/fL74bDAbhui4ymQxM0yzo/pUGv2cwGBTB9XA4DNu2sWXLFrG6yXEcGIYBAGIyuxw5OZNh0jsTEb3yyivYtWsXdF2HpmkIBAKeU5m5woXMuPt8PhH0DgaDWLFiBW699VYAEOesDwwMiFSMTCYD27ZFY8w0dF1HPB73HCsOjL3XunXrcP3118Pv94tZCUa5kqqKRiKRoM9//vOegK5ssOU5PxTohbJNME2T/vnPfxLR+ABajmfmDs5nyhOVVaisyi3L8thDIqLe3l5atWqVx2kpJciRrxRlA4eGhgRR5aoE24l7771XOCgcu6x2OI5D77//vrDzPMNSTjtYsA0kIvrPf/4DYEy9lSOv0zRN2LaNcDiMK664AqZpwrIsqKp6wqjJUqCqKtra2rBx40YAELZezs6ryHPzXUwmk3jhhRdgGEbZUvJ4CfTVV1+NZcuWwXVdGIYhZrRrAU1NTfj2t7+NpqYm0W50dBK6UshL4L59+/Dqq6+Kh5crs9nn8+H222+HZVmiZ8pJsrWAM888E2vXrgUABAKBijswE+5ORPTGG29gz549sG3bM3woBUSElStXYtWqVXBdV+TA8DNqBUSEa665Bj6fT6R1TOswwrZtvPHGG0KtlevhRISvfvWrALyZ2mwbawGGYcC2bWzYsAFnnXXWtOTMTGDn008/xbvvvutxLMpB4tKlS3HFFVeIbG1OXgK8WWzVCtZShmFg1qxZuPrqq8X/lcuPyIcJzHzyySf43//+J9LSOTWvVFx22WU46aSTQEQi9Z4lLxqNlnz/mYZlWUJrpVIpXHLJJfD7/VBVtaJOmodAIqKXXnoJmUxmSmEslihZYjlEtmHDBiSTSZGux0TKOZTVDJ/PJ3JRA4EAVqxYgblz56KxsRHAxOVvuWWqmCCB27dvFxKnHN2mqlAJ5J4mL2jJZrOIRqNYsGABIpEIgHHXupa8T4Zsei699NKKd1APgclkEq+//rqQPNu2C15ZpCiKx1vVNE1cW758ORYsWCAIm44Fn9MNOpqtzbAsC9ddd13Fh0keAg8fPox0Ou0hsFgPkSsrS9n5558vVGluj6xFKWTSVq9ejcbGxukh0HVd+vDDD6EoinB/VVUtWH3y9+RFkK7rIhqN4oILLgARidW68nRLrYADHrZtw3Vd6LqOQCCAJUuWVPS5gkBFUfDWW29B13UhJaZpFrU4kwf9mqYJclpaWrBy5UqxUpYXjwDjUlpJN3u6Idv2bDaLc845Z3oG8rFYDO+8845HZRYbx2OJlQ15Y2Mj2traPCtm5XvP1PLrSoFtP2PVqlXTo0IPHTqErq4uEBHC4TCAsUnVYkjk78mkBAIBz3CEJVEOodWCHZT9BUVRxMTv3LlzK/pcQWB/fz86OzuhKAoSicTYf6pqwcMIHt/x4J9/f8YZZ3jCcqxiamEKSYacWsLtkEqlcPrpp2P9+vUAxjsvAI9GKsWECAITiYQgTNd1ceNCowg8OJfd6WAwiIULF9acmpwMTIRhGCIFpbGxEYsWLQLg1TTlsvvq0ZvRxx9/LNQAe4vFPES2b/KAfu7cuTXlpBwLuaaA84VOO+20vGai2DbOByGBBw4cyFuhQl19WdVyZS3LwqxZs2pmwrYYEJEwJUyg7MCVVQIBIB6PC/XJ9qkYAuXv8e/D4TBmz55dcOphLUDuxNwOixcvnlQCS4Ug8MiRI2L8NtmmNseCXBn+3NbWhlAoVHIlqwWTddSGhoYJsd+yS2B/f79nrg4Y95QKcUJ4lh2AyJk87bTTEA6HPXmktQ524uT8Vtk/KDc8IsbxSn4YD8wLVaOyxBqGIbb8OFGyqysJJkw+fETTNBiGMemOhWVVoZqmecZ/cmUK6T2qqiKdTgs1Yts25s+f/5kgDxhXn7queyTOdV2oqop58+Z5CJOXEpQCFQD6+vomkCfjszIMqBQ4ZCjbQfbMS1WtKgDs378fsVhs7II0AyG7vXVMDUyaLKEAPGG3kmfke3p6BIFyaKdOXPHIJYOnmUzT9KQYltULHR0dxejoqLjxdGUVfxbABDY0NACYuHVzqTsaC4PHAVg5ajJd2yXXAo7VTqqq4uSTTwYw3s6yr1GyCuWbyfZPDo3VUub0dEH2IxRFEUH9fGG0UtpXEJhrTCf7XEfxUBQFbW1tE4ZU5RAQFRhXlbk3ynV5jweeE/T7/RXbMf5EhWzbZGGQozKpVMqTO8vfKWVpgUeFypUotuF5m3/AO8b5rEjvZHFOboPcU0VzvzdVeCIx8s2nkjHGFeIexbHUz9p0kqx52GHhmDK3a7m0kwqMqT5We/zA3F5U7AvIAfBaSh+cDLlzfbntJ4cZ+XvlgAoAra2tIu1dJmsqSUdMnCx5n3Uvlojw6aefeq6Vq1OrALBw4ULPIgzxn0VEDTgnlH/PvQ6YuZNbZgK5C1Z4NufgwYOCNG6PcvgHKgDMmzdPLPGSb8oPKpRA+buu6yKZTNbM4s3jIbfjy16o67ro6urynGuf+5upQgXGUh/k9dy5wexiIBvpbDb7mSFwMrA9HBgYEFNLsmkq1byowPgW/ZxwywNOx3EKzmfhQC2Tr+s69uzZg8HBwZIqWC2QtZTjOJ5NHNg5DIVCcBxHmBa5s08Vgv5QKJRXDRa7uIX1v2VZ6O/vF5X9LEDOJcqdPspkMhUZTgkCm5qaJsz/FTMjz+AZadd1cejQIcTj8TJX+cQEZ/Dlthen2ScSCc/4GCjzQL6lpWXCPCDr70IJzHWNBwYG0N/f/5kJp8kmhNUoESGVSnkcunJGp4SBa2try6uTi2189rSAMbXR09PzmQmnyQTK6jSVSok1l0B5CVQBQNM0Zd68eZ5hgzx2K4RE2W2W7eH+/fvLVtkTGbnaR07sHRwcnFQoypITAwDt7e1iWwx2d4t5SL5KaZqGjz76qKQKVgtyZ25YAFzXxYEDBzxtWM7QomCptbUVpmnmJa7QXpJvc9O+vr5y1POEx2TZZqlUCt3d3Z52yfXYS4FHAvkYNz4Gjl3gQnqMYRhCcuXe193d7dnYIJvNihTGWhxiyJoomUwiFAqho6NDpFLkhtpkn2EqEASGw2GsWrXKczIz7zBYjArNzeROJpPYu3ev6Jm8SxOAojpItUCWvGAwiPfffx+dnZ0Ve54gUNd1nHfeeROSmoDCnBgebnBUhzE0NITXXntNRHmA8XEQn4ZZC16qbPvkjc+7u7vR1dVVsecKAg3DUJYvXw7Au1Cl0OgBz0TkpiUmk0n84x//gK7rk3aOWiCQF/DwLh/87yeffFKWE04ng8fjaGtrQzgc9vSgQpGbUyOPiTo6OgBAJLcC3mFHLUBOWGLNous63nzzTc8YsNyYsDppxYoVAMYdjNwxYaGQF4f29PRg3759njRzmeBaiNRomia2zdR1XZz7+/rrr1f0uR4CNU3Dhg0bAIyrOF4zWAhyY4AslZlMBs899xyy2awnDsg7GtVSzgx3RtM00dnZid7e3oruyOEhMBAIKOeffz6am5sBjC+VLnZGQgarlr/97W8YGRkR1+Ws71qQQMdxxDpAy7KgKAr+8Ic/wHGciu5YOGE2cc2aNWhvbxfr5YuBPHnLn1kVb9++He+88w6ICKOjo9B1Hbque3IlqxmccSbvRPzss88K50ZOdspXpooJBAaDQVx00UXQNA2pVAoAytLAtm3j2WefhaIoCIfDGBgYABEhEAhU1MhPJ1KplNA4+/btw+7duytuHvLO51966aUTZphLhWVZePXVV5FOp5FKpdDS0iKIqwUJBMa2FQPG2mvr1q3T4mFPIFBRFGXFihVob2+Hqqrw+/1lq8ihQ4ewbds28bdpmhgdHa2ZtEOeCBgaGsLWrVvR1NQEoLJZeXlbrq2tDddee61n6+RSwfbuoYcegt/vx/DwsEg9qJWxIHfG7du3Y//+/RgaGgIw+fYjFQMRUWdnJwHlO30SGD+ye9u2bZ6TOmsFfKDXF77wBXFUrXz6W6ml4MOvFEVRli5dis997nNldfHZ1t133304cOCAcLdrAXzW4bZt2/DKK6+I65XepWNS4+O6Li6//HKYplmWRpYjFTt27MATTzzh2c6k2qHrOgYHB/GDH/xAxHcVRcHAwEDZthQpGv39/eL4cT7UkMXY5/ORqqqiKMc5AJLVp2EYZJomBYNBevPNN8VZ8XwydCaTmXD48Uwdhpx7CPLQ0BARjZ+jywdA8v/fcccd4oRuYPzUb/l8+VJK0WfotrS04Itf/CIACJc/HA5DUcY2RucjWQtxQjgaQVLG9m233SYG+rxhuKZpQu2wE3AibBZkWRYaGhqQyWQQDAbFQlaeqN22bRu2bt2K4eFhseMxHQ1oz1h2OhHRf//7Xzr55JMpEAiIHsA9ik/kBI5/BKthGBQIBMSJltFolADQ5s2byXEc0buHh4cplUqRbds0MjJCRDN3krUsgfKx6Kw1+PTR7u5uWrJkiWgLTdM8klcuR3BK58in02n6+te/TgCoublZVEg+T1fTtOMSyGpW/g13gPvuu4+IiLq6ukTjyefmcoNNN2Ty+JhY+excy7LIsiz62te+JsxKOBwWnVw+S3fGCCQi6ujoEDbM7/cLuydX7ngEyj1RPpOX7/vHP/5RNBzbw9HR0Rk9XzfXBjqOQ47jUDqdFiTec889Ho3CbcQklnMYNiUCgbFDQe677z5BGKsGPuy3EAJ9Pp8YE8mqtLGxUVx75513PI3DatW27ROCQK4PEdHIyAj97ne/I1VVyTAM0SZy5/T5fCcGgQCQzWZpzZo1nhtypbmnHavoui6OIVdV1XNEd1tbGymKQpFIhF588UXRQNyIMwWZQO5U8XicMpkMPfPMM0J7sPSFQqG8kjijKpQRj8fp4YcfFpVmMvjfQlQoMH4WPR/RzTaD7zN//nx67rnniGjcDrLbPpMEcuTIcRx67rnnqLW1lfx+v6h3U1OTaAd+J/m9ZpxAAEilUnTeeedRJBLxEClXku2jpmkTHJfcIjs4AMQYatasWfTII48I+yfbwVQq5Rk7sqTmg23bHgm2bZsymcwElcx/y86S/Fu+PjIyQvfee69Q+9wGhXTgQjt4RQnMZDLU29vr6VnBYNCj9+XBfTEEsjoOhULi880330z9/f1EREICuHHloYVt2+Q4DqVSKUokEpTNZsl1XXIcR3iKuarYsixPZ+COMjIyIq5ls1nx3N27d9MNN9wg6h6NRkUbRCKR6iAQGFOljz32mCBAvjGTMRUCTdMUTo6iKDRnzhxSVZUuueQSisVigkRZ+pikeDw+qRTKJDMhqVSK0um0RxJzx5ryPV977TVau3at6Fg8JpaHQlVDIADEYjFat24dhUIhYc9kMvKF1o5HII5KsxyKku/9ne98h/r6+oiIPOOwgYEBQaht20LibNsWknksRyiTyYgO4rouxWIxIXWdnZ30la98hYDxUKKu60KFyterisBEIkE7d+6kOXPmkM/nE8OJY8VFCyGQi9/vp3A4TD6fzxPRaGhooLvuuosOHjzoiY/Kn9PpdN5YqmxHM5mMULWyhLJ0v/322/TlL3+ZotEohUIh8vl8orPKdedGDYVC1UUgMObQvPTSS+Lm7MzkU5uFEKjrOgUCAY9XK3/X5/OJ3r5w4UK6++676e2336ZPP/1UECeD1WU2mxXqMx9c16XR0VFKp9P01ltv0e23305z5szJW+dIJCKIVBSFgsGg+F7VEQgAREQPPvigkBQmMB9RxyMQ8I6XgsGgIIy9PV3Xye/3k9/vF9dWrlxJd999N+3cuZN6e3uFFLEqlSUs1yPt7e2ll19+mR544AFaunSpeHY4HKZgMCjCYYoyNkaVZxUCgUBRseBKEVjSXL+iKIpt2xSPx/GTn/ykpMlfPsKbwXOHipThzYdzce4JAOzcuRO7du3CPffcg2AwiJaWFrS3t+PUU09Fa2srHMfByMgIWltbEY/H0dPTg66uLgwODiKTyWB0dFQsd+PTRXn7aQDinTinledHOWNvsk1cqwbco2+77TaPmsPRnsyfWUrzeaflHOzOVJG9UTlCs3HjRnr55ZdpxYoVwnMFxqNYxbx72VUog0m84YYbhBfJUyoAPKTyS7JzUqj6qJbCTg0AWrBgARGNBR8qRWBZ8vkUZSzn4rHHHsN1112HQCAg9gTz+XwT1AsdnQTWNK1mUgoB4OSTT4brukgkEpg/fz5ee+019PX1zVxKRbFgSfzRj340ofewapF7nK7rnnBUNRfWJIZhUENDAz3xxBNER3tuX1/fia1CZbDK2Lx5s/AqWaXIapVfuhbsHzBuJgKBAD3wwAM0ODgoGjiZTFYPgcDYQD+bzdLTTz/tcbW5EjxmrCX7x531oYceong87mncrq6u6iKQ4TgObdu2jVpaWqixsdFTacMwaopAALRlyxYaHh6e0LCjo6PVSSAAEBF9+OGHtGzZMk8MUValtaBGf/rTn5Lrunkbtb+/v3oJBMZItCyLHnjgAZo9ezYBY7ZCTkNgtZovj1LOSWVHqJgIBv92su/nNqKqqp768e/kRCWemD7llFOos7OTstnspA06PDxM5513niendrJnH+8dVFWlRYsW8dKH6QUHii+++GJRqWg0mjd26vP5RDiLr+X7XrG2lH/DHYVLIBDwxDblYhiGJ5jNdbrxxhupt7eXBgYGjtmYw8PDdOqpp4rnc/DbNM2CZzOAsVhsJBKhhQsX0q5du6afQGCMRNd16amnnhK5lNyzTNOcNH+EY61y8LiY3is3BMdf88VtTdMkwzA8kSM59YNTQb73ve+J7LnjvfPw8DCtWbOGgsGgJxGM75evHrklGAyKzwsWLKCenp6ZIZDBavWpp56iM888U7wIE8OfDcPwVB4SIYVMGkMi5liEy5kA/P3cTDNFUejKK6+kHTt2iFmMQt41kUjQ4sWLPRKdb0h1PAkMhULU0tJCy5cvp/37988sgQwior6+PvrNb35DF110kXgZObuLVarP55tAhBx7PFbJJTpXlcrflSUOGIvpXnDBBfSvf/2LYrFYXk/zWMhkMrR+/XoxpGKVXMxsviylixYtovfee+/EIJDBc3h/+tOf6NxzzyVgzMDLRJajsMOUT2r9fr9H2nVdpy996dpsaAkAAAFqSURBVEv05JNPivnGqbyb4zh000030eLFi4UKZfvHM/zcQScrLS0tBIxNav/whz8UdTnhFudlMhkyTRN9fX148cUX8fTTT6Ojo0Osrec1hbxREG/xVcgCG/6dvCmtYRgwTVNsCwYA55xzDm666SZcdtllmDNnDnRdF/HeqcB1XVIUBclkUtTXMAyx5I43PjoefD4fMpmMWDVtGMaJvbqSiCgej6O7uxs7duzA3r178e677+Kjjz7CkSNHMDo6imw2O+X5uFAohObmZjQ0NGDJkiU4//zzce6552LBggVobGyEaZondPsAJ6AEToZsNku8J+nhw4exa9cu7Ny5Ex999BFisRgOHjyIWCyGgYEBpFIpsc8Nn9+nqipaW1vR3t6OOXPmoL29HUuWLMGKFStwyimniA0JdF2vmjYBqojAfOjo6CDeYNY0Tdi2LWb1eaqK1axpmqwKYVkW0uk0bNvG6tWrq7oN6qhy/D/jwxCAEM36ggAAAABJRU5ErkJggg=="},{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"},{"id":"93c38f02-df18-4191-a520-9f89174fbf5f","height":30.14,"width":28.03,"perimeter":115.8,"area":334.17,"image":"data:image/png;base64,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"},{"id":"a62214cd-5842-442c-bac3-7fe8ee05a638","height":21.9,"width":20.15,"perimeter":113.54,"area":167.67,"image":"data:image/png;base64,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"},{"id":"2260a805-599d-4d1c-a969-9f47d8cadac1","height":22.78,"width":19.97,"perimeter":108.35,"area":283.57,"image":"data:image/png;base64,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"},{"id":"e7652e5e-08c6-46b1-b830-72c93d210bfb","height":30.66,"width":18.92,"perimeter":98.57,"area":397.72,"image":"data:image/png;base64,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"},{"id":"2632b975-2962-4368-b67e-37a7a18ecc59","height":30.14,"width":28.03,"perimeter":115.7,"area":334.24,"image":"data:image/png;base64,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"},{"id":"38ff0990-29c9-49d9-8288-3f2b2ab80ad3","height":21.9,"width":20.15,"perimeter":113.79,"area":167.81,"image":"data:image/png;base64,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"},{"id":"bdd624e4-b9ff-44e1-90c5-ccc2dc5bd47d","height":22.78,"width":19.97,"perimeter":108,"area":283.64,"image":"data:image/png;base64,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"},{"id":"301833df-1ab2-4146-8ff7-4e708f2bbc5b","height":30.14,"width":24,"perimeter":106.86,"area":177.37,"image":"data:image/png;base64,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"},{"id":"f962c694-f71a-439c-97fb-0b7352bcf67f","height":30.66,"width":18.92,"perimeter":98.57,"area":399.37,"image":"data:image/png;base64,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"},{"id":"4e7d9403-0e80-462b-98f4-ccd8bc15585a","height":30.66,"width":18.92,"perimeter":98.57,"area":397.81,"image":"data:image/png;base64,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"},{"id":"042c90ac-b6ce-4507-ad86-3a1192c1e0b2","height":30.14,"width":28.03,"perimeter":115.8,"area":334.17,"image":"data:image/png;base64,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"}],"no_of_letters":21,"perimeter_of_sign":181.37,"nested_area":82.12,"occupied_area":39.32,"avg_char_height":27.99285714285714,"widthOfSign":"164","otherDimensionOfSign":136.49,"width_of_smaller_line":20},"timestamp":"2026-04-07 11:19:45"} 
[2026-04-07 11:19:46] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1422,"no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":167.76,"width_of_line_3":167.76,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":31.5,"height_of_line_3":31.5,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":21,"perimeter_of_sign":181.37,"nested_area":82.12,"occupied_area":39.32,"avg_char_height":"Greater than 24 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\"},{\"id\":\"2260a805-599d-4d1c-a969-9f47d8cadac1\",\"height\":22.78,\"width\":19.97,\"perimeter\":108.35,\"area\":283.57,\"image\":\"data:image\\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHYAAACGCAYAAAAINX4IAAAABmJLR0QA\\/wD\\/AP+gvaeTAAAgAElEQVR4nO1da2wc1RU+8559+RljJ5gkhDyMTQKF8igNgUAhoojSFomHqjaiAgEqIgVUoVZVWxVVtAVRiTZCUfgDEZWoFPEKkBbEK26bQFogJER5kNgJsRs7fsbe3dmdma8\\/1ufmznht79rrYDs+0pXXs7Mz957vnsc999x7iWZpRpLyVVdgopTNZqEoCnV3d1NPTw+l02nKZDLU19dHnZ2d1N\\/fT4ZhEABRFEUhXdfJsizSdZ1qamrItm2qrq6mmpoaisViBIBM05y2\\/Jk2FQcA+f+Wlhb69NNP6dChQ\\/Tpp5\\/SF198QXv37qWuri5xj6IopGkaua6b95mqqpKu60RE5LouxWIxOvfcc+n888+n5cuX0yWXXELLli2jhQsXkqIoXA9SVXXK821KV9B1XWSzWert7aWdO3fSm2++Sdu2baPW1lZKpVJElAMPAGWzWSIi0jSNTNMkAOQ4jpBQplD\\/IFVViYjI930iIopGo0RElE6niYjItm3KZrP0ta99jdasWUNr1qyhiy++mCKRCHmeR7quT0keTrlKsWR2d3fT+++\\/T9u3b6eXX36Z+vv7qaenhxzHIVVVSVVVIYmqqgpgwsTfKYpCqqqKjiADrmma6Bh8P3cARVHIMAxyXZd836eKigpasWIFrVy5kr71rW\\/R5ZdfTqZpkmEYU46XU4IwRB9\\/\\/DEeeughnHvuuVAUBaqqwrIsKIoCIgIRQVEU6LoOXdcD1zVNQyQSgW3bgetyCV8f6T4igmVZiMViw+4zTROWZaGyshJLlizB+vXrsXPnTnieh7DJOGPJ8zz09PTgmWeewcUXXyyYZxgGNE0bERxVVQOMlv+X7zNNU9yvquqIwKqqKt450n2KokDTtEC9LMsCESEej+P222\\/Hjh07uI+emQADQFtbGzZt2oTzzjsPiURiRKnJd32qFa5nLBbDj370I3z88ccAgHQ6fWYAzOrqjTfewKpVq0BESCQSQuJYzY6mIqdqUVUViUQCiqKgoqICjz76KLq6upDNZmc2uL7v45NPPsG1114LIoJt23mZo+v6iGp4KhbLsoaZA03TUFlZifnz52P9+vXIZrMzTz0DwMmTJ\\/GnP\\/0J5513HkzThGmaQkKJcjbVMIwAwNMJXFVVUVZWhrKysmHmIxKJ4I477sCBAwdmDrgAcODAAdx2222ioezR6roumGLbdoAhLLnTQSWz50wUdNg0TUM8Hhff1dbW4rnnngMA9Pb2Tl+AT548iddee014pPF4HNFoNAAwf9Y0DYZhCCDD3udUL7FYbJgDyKpZ13VEIhGhpW699VYAQDKZnF7gsoO0adMmqKoaUL1Ep4YOqqoGgOYOwKBOB2klGu4rcHsNwwh8p2maaO\\/SpUvR0tIyfVSz53kYHBzEunXrRCNl2xmNRgMeMA0xhqWTQZfBpxIDMRnFMIwRh2a6rge+Y021fPly7N27F57nTW1wAeDYsWO4\\/vrrYRhGyUCRn2MYRkD65XvySbkcgBhJE8j\\/M0DM\\/HDES9O0or32fJpHURQYhoFIJIJ\\/\\/\\/vfGBwcnJrgDgwM4NChQ\\/jJT34ColwkJhKJlEwiotFoQG1bloV4PA7LshCJRALg67oO27aFEzOSSmewx+qADGb4t4V23JHqwJJcU1OD1tZWHD9+fGqBCwCpVArf\\/e53QRT0EvONVSdSwkyS1XzYlpMESjimHAZUjjPL18rKygIdiuPEcn2Kqbd8v+z5m6aJffv2IZPJTA1wAaCnpwc33HBDQIVxFIZKBKhpmrBtW6jiSCQimFRZWTmM2XKsmYdStm0jFoshHo8HAMynWUabRAh3iELqL8erw9e54yxevBjvvPNOSWzuhKaaAKC1tZUeffRRevHFF8X1WCxGg4ODpCgKKYoy4pRaoWSaJmUyGSIi0nU9MHFeXl5OfX19VF5eTo2NjbRixQpqaGig+vp6qqysJNu2qby8XEzD8dRdJpOhZDJJ6XSadu3aRV1dXXTo0CHat28ftbS0UF9fH\\/m+L6b0KioqyPd96u\\/vF3UiIlGvsYh5QUR5+VFdXU1dXV00b948eu+992jJkiWkyBPJp5N6e3vx4x\\/\\/OKByZUktlRqWpZHtJhGhrq4OK1euxFNPPYW33noLvb29AADf9zEwMADHccRMi+\\/7yGazyGazGJrAh+M4SCaTItzneR727duHjRs34vbbb8f8+fPzSp483i6m5Js1IsmcsAlbvHgxOjo6cPLkydOvlpPJJB5\\/\\/PEA4ysrK0F0akDOn0drbKFFVpfLli3D008\\/jePHjwMAXNeF67rwPA++72M08n1\\/xHsGBweRyWTE\\/x0dHdi5cyeuu+46zJs3T6heuaOVlZUV3IaRvGMiQkVFRYCXl156KXp6ek7vUCiTyWDLli0BZsuhM7Y7pYwcqaqKlStX4oUXXhANZkljaXNddxhYmUwGruuOCrgMpu\\/74n7+DADbt2\\/H\\/fffj5qaGqE5SqGR5Jh4eCj3wAMPADhNAQzHcfDee++JnppvTFlIkQMQcoYES7js7TY0NODPf\\/6zULWO4yCVSuUFslTEwPq+j1QqJa41Nzdj\\/vz5UFU10LHZKWJ+8HeFqGxuM3cUltpIJCJiy5ONKwFAU1NTwZUeqeSLLMkSwJ7ivffei87OTsHwdDqNdDot1O5YqrcUwLKt7urqEmr\\/iSeeEJ1bntBgYC3LKjhJQJZY5gNrwCVLlqC9vX1ywQWA3\\/\\/+96ISsVhs3NElGVhmkNzAOXPmYNOmTQFQs9msyCsCcipU\\/n+ygAWA\\/v5+ADl7zprjyJEjWL16NYiCtra2tjbQzrF4wTyUO7assR5++GH4vj85wAK5VBYeQ+ZL8hovsPy\\/HEN97733BJOTySTS6TQcxxFAZjKZgNc7mcD6vo90Og3f99HT0wMAoh69vb246667BBgc9WK+FAOsrusBQDl6Z1kWnnvuObiuW3pwfd\\/Ht7\\/9bVGRsF2YCLCcSGYYBhYuXIjDhw8LQGVV67puwNE5XRLb3d0t6sHvY1Pgui66urrw6KOPQlGUgG3l2HIh\\/OD7eDaMrzHoF110ERzHKS2wnufht7\\/9LYgoEPGxbbskqpgD7w0NDdi1axeAXMYFg3jy5MnA2JOJx6WTDSxTOp0GkAufhusCAA8\\/\\/LCQPKLiEvFkR8w0zWEdIhqN4rHHHgNQIlvreR5OnDiB+vp68fLR8nbHAywR4cILL8Tu3bsBAN3d3YJpJ06cCDAvnU4jlUohlUpNmrSGgc1kMvB9X7wvmUwOu7+7uxsAsHbtWhF3LmbEEJ7a4yJ7yPF4HJ988klpwPU8D7\\/4xS+El8o2gIMRcoB8vMAuW7YM+\\/btE9LBThJLLI9RwxLCdm+ygeVhFWsNJnkYBEDU7\\/rrrxe8KgRcOWrH\\/JWnG1mgVFXF2rVrS+NIdXV1DQuFhWcpwpPj4UJ0KrJCFPQg6+rq0Nvbi2QyGZDAyQJsMkhW0dwJrrzyykD7eYIkPLdcKP\\/4d1VVVfjnP\\/+JVCo1fnAB4KmnnpowsJyaKffeaDSKeDyODRs2BLxdJs\\/zCgoRThVyHEdomM7OTmzfvh3nnntuQNUyr8Jh1kKALS8vF9K9du1aABNQx\\/v27UNjY+OEgQ1Hk\\/i3jzzySF51ygF7jv9OB5IjVCzBTzzxhJg0kMGUhzSFAiuHbKPRKLq7u8cHrOM4ePzxx4UdnKgq5sJZD4sXLxYRFTmAz\\/Z0OoHKQGYyGfF5YGAAXV1dWLNmDSzLCmRdyk6jnOUxUuF7Zefq6aefHp+tbWtrw2WXXSb0+0RVMQ2pIw5wvPrqqwBOBd0ZyOkGKpBTw7Ljxyo5m82iublZTGPmk1rOoBityJ4xUW5829DQgI6OjuKAdV0XW7ZsQTweL4nEcnoK9zzOq2WmzARiMGUvmodFq1atEvxiqc2XjjuaxgvnXBMR3n333RGn9dR8FxVFoeeff55SqdSwFeDjIc\\/zRCZFY2MjPfLII+K5Y2VXlOL9k00AxOJoAKRpGvX09IhV7\\/fddx\\/Nnz+fiHKLrPk3xZAytGBbkTJStmzZQp7nFVVRYfTzrSsdr\\/Ok6zr+8Ic\\/iF7OPZo94Hxe8HRQyax15GEPE497eSFaOFzI6bCF2Fi20yyxy5YtQ3t7e2E9JJvN4p133hm2inwiRR7qtLW1iUZPp+FMsRSeQNi8efO4kuBYIPgvP4PXO23YsCHvGtxhqjidTtPmzZvzbswxXlJVlTKZDN15551UU1MjNgPxfb84VTJNybIsWrBgAc2ZM4eIcvzQNE1sbDIWyTxiNez7PqXTafrHP\\/5BlmWN\\/ZCWlhaR30NF9qyRCkvr22+\\/DWDkNJaZROFJhO7ubtxyyy3CmSxWG4YnW9irnjt3bt7pvECXcV0Xn3\\/+ObW1tVEkEiFFUUoiUaqqUm1tLV1xxRVCC4zXiZiO5DgOVVZW0u23306WZYlda4hOOVNjUfg+AGRZFp04cYJ27do17P4AsJqmUXNzMxHlxL9UTM9ms7Rq1SqKxWKUyWSEenccZ8I5x9OBuL1r1qwRwPLGYYUCGybXdcnzPMpms\\/TGG28M2+AsAGw6naaPPvqINE0TidCGYYzrxTJ5nkfXXHNN7oVDdgUAeZ437oZNJ+Lk8qqqKqqqqhJDImUocb0QymazpOs6qaoqMPE8j1RVpa1btw7TrAFgDx48SIcOHRLjTs6anygtWrSILr30UiI6pXqVof0MzxTiDcIuueQSIqKA5iqUeHMx7ijK0OZie\\/bsoZ6enuC9\\/KGvrw+7d++m7u5uIiKxUWShPWo0uvzyy2nZsmVERMIbJsp5dmeCKvY8T0jZFVdcQZFIREhtISRrOaIcDxnkTCZDvb29YumJ+A1\\/iMfjtGPHDurp6SFFUUTUqdBexS\\/XdX3Yby644ALhktu2Le6VP09nYmdILjIxgH19ffS9732PqqurhSouhLjzs9RnMhlxje31hx9+GPiN4GoqlaIDBw7kLqpqYBHTWKRIC47kBVM8XluwYIEAlnuaXKY7cftHKmz\\/4vE4VVdXU21t7aj7PxZL2WyWjhw5QvKwR6Dm+z7t3bs3d1ECs9DhjtxL2T4zcEuXLg18xw0qlQ2f6sQ81DSNEokEzZ07l1zXJdd1S9b+sJ0V3svg4CC1trYGelihvUqWbt5plJ+h6zrV1dURUa5nGYYR8IY5uD2daSxwdF0XZg2AiL4R5Xg20ViBqqq0f\\/9+6ujoOPVO\\/nDs2DHxAuQ2WyZd1wt2nljXh9VrfX09RSIRchxHOBFhIGe61IbBq6+vF59L0alVVaWjR4\\/SsWPHTl0jyiWDt7S0BIYgPM4s9MFDzwlU1jAMWrp0KUWjUTIMQ7jp7GDNBPtaDGmaRpqm0cKFC8kwjJLZWc\\/zqLu7m1paWkSgQifKSczu3bvJsiyxitvzvIKBZcmWbSd\\/rqqqGnFMnMlkyLbtGQ8wb2zN5qe8vDzgcE6UMDSp8uWXX4prOhHRwMAAffLJJ2K7dLaD\\/Jnd7NEeLP81TZPS6bQYsyaTSfFMAOS6LlmWRclkkizLGvP5U53GAoj9Dt\\/3xaghk8mUdKinKAr19fWJ\\/3V+yc6dO8X+DhyqkisyGoWB4Q6i6zq99NJLdOjQITIMQxy8wM4TN3YmjGVHo2w2S7FYjAzDoN7eXjpy5Ihoeymdx8OHD4vPOhFRb28vDQ4OChBlZk\\/kxTxY\\/+ijj0Sck9NHWBUBmPGqmGez5DMJOFZQyhEBn1tANARsX1+fkLIwFfrifB1Arng+8Pj7mR4zZh+EBUfWVqUC1vd9SqVSQnvqRCTCh\\/m8tEJezDYmDK78rPAwSL6vEHU\\/nYknVTRNC4w2eBRSivZ7nkcDAwPkOA4RSc6TbPfGO2BmgGXQMJTBFw5RytI809NjuK1hX6LUqjidTp8KDBHlVDHP98kebqH2dazJgunu9U6UTNMUGosDP+yYlqJTM06sGYgkVcwUjvkW2qPCDpFMcs4tO1Ge55XcK5yqJEfvOE4gH71WCgqPMHR+GRENswHFUhhc7j1ymg1\\/lsOXM53keVfOzCyl+ZEdVP6sy184jhOYmSk2MhK2GeHABX+e6TY1TKervXIHmtmRgTOYZoGdoTQL7AylWWBnKM0CO0NpFtgZSrPAzlBSiU6NMzmk6Pt+0Us7TNOkSCRCRLlIk23b4vosTS4x37u6uoLTdvmo2AB1JpMRucPZbJay2SyVlZXR8uXLqby8fCL1nqUxqLOzk+bMmUONjY0CZJHzFKZigC0rK6PBwUER7I9Go5RIJOhnP\\/sZPfzww2dcpOl0U775bJ3olLqU47vy4qmxAM5kMgHwkskkJZNJ6urq4oVDMzu\\/dAqSTpRbgCWnasjzhoUAKyfBmaZJiqLQwMA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\"},{\"id\":\"e7652e5e-08c6-46b1-b830-72c93d210bfb\",\"height\":30.66,\"width\":18.92,\"perimeter\":98.57,\"area\":397.72,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"042c90ac-b6ce-4507-ad86-3a1192c1e0b2\",\"height\":30.14,\"width\":28.03,\"perimeter\":115.8,\"area\":334.17,\"image\":\"data:image\\/png;base64,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\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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":167.76,"width_of_line_3":167.76,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":31.5,"height_of_line_3":31.5,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":21,"perimeter_of_sign":181.37,"nested_area":82.12,"occupied_area":39.32,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":167.76,"other_dimension_of_sign":136.49,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1422}},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"24.73228"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"362.8488624"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"5.713155"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"40.2260523"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":34.405},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":319.5683376},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"6.5696"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"313.78052"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"2.835"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"14.6265"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0180378585178},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":18.0378585178},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.001432625615416667},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":1.4326256154166668},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.01366504433166667},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":13.66504433166667},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.028084981686667"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"28.084981686667"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.01363053307"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"13.63053307"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0182506874"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"18.2506874"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.0014562228266667"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"1.4562228266667"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":18.91159068964341},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":61.59},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"62.4112"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"9.0620086073674"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":1277.7498164378605,"totalDenseWeight_before_formula":147.3008015608156},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1405.5247980816466},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":21,"totalDenseWeight":162.03088171689717},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":21,"sign_depth":"1"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":20.15,"height":21.9,"depth":"1"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":10.69,"height":29.61,"depth":"1"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":24,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":28.03,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":20.15,"height":21.9,"depth":"1"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":10.69,"height":29.79,"depth":"1"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":24,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":28.03,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-15","width":20.15,"height":21.9,"depth":"1"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-16","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-17","width":10.69,"height":29.61,"depth":"1"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-18","width":24,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-19","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-20","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-21","width":28.03,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:46] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775560787_3752a8e854266b25f6557ad18cee32e7","bins_packed":[{"bin_data":{"w":26,"h":30.96,"d":28.33,"id":"unique","used_space":69.1489,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":30.96,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/8f9b29271ae6dd4534d8c2bf4ee8d82b/1775560787-1546-4620208.svg","items":[{"id":"item-7","w":28.33,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/8f9b29271ae6dd4534d8c2bf4ee8d82b/1775560787-1531-5713118.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-14","w":28.33,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/8f9b29271ae6dd4534d8c2bf4ee8d82b/1775560787-1533-1729929.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-21","w":28.33,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/8f9b29271ae6dd4534d8c2bf4ee8d82b/1775560787-1534-5676789.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":24.3,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/8f9b29271ae6dd4534d8c2bf4ee8d82b/1775560787-1534-2529063.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-11","w":24.3,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/8f9b29271ae6dd4534d8c2bf4ee8d82b/1775560787-1535-8867822.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-18","w":24.3,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/8f9b29271ae6dd4534d8c2bf4ee8d82b/1775560787-1536-5695845.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":20.45,"h":22.2,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/8f9b29271ae6dd4534d8c2bf4ee8d82b/1775560787-1536-4685432.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":20.45,"h":22.2,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/8f9b29271ae6dd4534d8c2bf4ee8d82b/1775560787-1537-8699025.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-15","w":20.45,"h":22.2,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/8f9b29271ae6dd4534d8c2bf4ee8d82b/1775560787-1537-5279452.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":20.27,"h":23.08,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/8f9b29271ae6dd4534d8c2bf4ee8d82b/1775560787-1538-2938114.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-9","w":20.27,"h":23.08,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/8f9b29271ae6dd4534d8c2bf4ee8d82b/1775560787-1539-8539849.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-16","w":20.27,"h":23.08,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/8f9b29271ae6dd4534d8c2bf4ee8d82b/1775560787-1539-8346187.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/8f9b29271ae6dd4534d8c2bf4ee8d82b/1775560787-154-3828639.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/8f9b29271ae6dd4534d8c2bf4ee8d82b/1775560787-1541-9699882.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting 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[2026-04-07 11:19:46] local.INFO: Box added from packed bin {"data":{"length":28.33,"width":26,"height":30.96,"denseWeight":162.03088171689717},"timestamp":"2026-04-07 11:19:46"} 
[2026-04-07 11:19:47] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":30.33,"width":28,"height":33.21},"quantity":1,"denseWeight":162.03088171689717}],"cheapestShippingCost":1706.3132584599302,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":30.33,"width":28,"height":33.21},"denseWeight":162.03088171689717,"volumetricWeight":92.5,"higherWeight":162.03088171689717,"quantity":1}],"totalHigherWeight":162.03088171689717,"DS":0,"rate":2123.4273298458734,"tariffAndDS":2123.4273298458734,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3609.240226643486,"totalShipmentCostFormula":"((tariffAndDS (2123.4273298459) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 3609.24","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":30.33,"width":28,"height":33.21},"denseWeight":162.03088171689717,"volumetricWeight":92.5,"higherWeight":162.03088171689717,"quantity":1}],"totalHigherWeight":162.03088171689717,"DS":0,"rate":1186.1760541676872,"tariffAndDS":1186.1760541676872,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2098.0162697399787,"totalShipmentCostFormula":"((tariffAndDS (1186.1760541677) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2098.02","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":30.33,"width":28,"height":33.21},"denseWeight":162.03088171689717,"volumetricWeight":92.5,"higherWeight":162.03088171689717,"quantity":1}],"totalHigherWeight":162.03088171689717,"DS":0,"rate":1591.3132584599302,"tariffAndDS":1591.3132584599302,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1706.3132584599302,"totalShipmentCostFormula":"(((tariffAndDS (1591.3132584599) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1706.3132584599","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":30.33,"width":28,"height":33.21},"denseWeight":162.03088171689717,"volumetricWeight":92.5,"higherWeight":162.03088171689717,"quantity":1}],"totalHigherWeight":162.03088171689717,"DS":0,"rate":1053.2007311598315,"tariffAndDS":1053.2007311598315,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1883.6068589221125,"totalShipmentCostFormula":"((tariffAndDS (1053.2007311598) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1883.61","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":30.33,"width":28,"height":33.21},"denseWeight":162.03088171689717,"volumetricWeight":92.5,"higherWeight":162.03088171689717,"quantity":1}],"totalHigherWeight":162.03088171689717,"DS":0,"rate":1649.4743758780132,"tariffAndDS":1649.4743758780132,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2812.683705747188,"totalShipmentCostFormula":"(( tariffAndDS (1649.474375878) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 2812.6837057472","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":30.33,"width":28,"height":33.21},"denseWeight":162.03088171689717,"volumetricWeight":92.5,"higherWeight":162.03088171689717,"quantity":1}],"totalHigherWeight":162.03088171689717,"DS":0,"rate":1827.262494593626,"tariffAndDS":1827.262494593626,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1827.262494593626,"totalShipmentCostFormula":"((tariffAndDS (1827.2624945936) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1827.2624945936","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-04-07 11:19:47"} 
[2026-04-07 11:19:47] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 11:19:47"} 
[2026-04-07 11:19:47] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 11:19:47"} 
[2026-04-07 11:19:47] local.INFO: Final API Response {"data":{"sign_width":"164","sign_height":136.49,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud mounted","combined_production_cost_usd":1410.0,"total_production_cost":2340.0,"totalDenseWeight":162.03088171689717,"totalVolumetricWeight":92.5,"bin_packing_result":{"response":{"id":"1775560787_3752a8e854266b25f6557ad18cee32e7","bins_packed":[{"bin_data":{"w":26,"h":30.96,"d":28.33,"id":"unique","used_space":69.1489,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":30.96,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/8f9b29271ae6dd4534d8c2bf4ee8d82b/1775560787-1546-4620208.svg","items":[{"id":"item-7","w":28.33,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/8f9b29271ae6dd4534d8c2bf4ee8d82b/1775560787-1531-5713118.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting 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[2026-04-07 11:19:47] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 11:19:47"} 
[2026-04-07 11:19:48] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":136.49,"sign_width":"164","dimensions":[{"id":"26707f0e-6d07-47e3-9d80-51819855c551","height":21.9,"width":20.15},{"id":"d1433da8-7972-499d-a629-59c024e4c04b","height":22.78,"width":19.97},{"id":"b9ef716a-9930-409e-8371-4f8eca80b36f","height":29.61,"width":10.69},{"id":"f342c66b-2dab-4260-ba26-dc8b96997b70","height":30.14,"width":24},{"id":"f977190e-8509-4e45-afd8-1c23b5433999","height":30.66,"width":18.92},{"id":"caf5fe44-d372-4bd1-ac37-caa6ba5163db","height":30.66,"width":18.92},{"id":"93c38f02-df18-4191-a520-9f89174fbf5f","height":30.14,"width":28.03},{"id":"a62214cd-5842-442c-bac3-7fe8ee05a638","height":21.9,"width":20.15},{"id":"2260a805-599d-4d1c-a969-9f47d8cadac1","height":22.78,"width":19.97},{"id":"a83bc119-22fb-4ad7-bc1b-7c1d11f5e88c","height":29.79,"width":10.69},{"id":"d4a7bb2d-268f-4262-ab2c-610dc4bc95f9","height":30.14,"width":24},{"id":"7c2cd47f-8399-4cb3-9ddf-7d3f4c4397cb","height":30.66,"width":18.92},{"id":"e7652e5e-08c6-46b1-b830-72c93d210bfb","height":30.66,"width":18.92},{"id":"2632b975-2962-4368-b67e-37a7a18ecc59","height":30.14,"width":28.03},{"id":"38ff0990-29c9-49d9-8288-3f2b2ab80ad3","height":21.9,"width":20.15},{"id":"bdd624e4-b9ff-44e1-90c5-ccc2dc5bd47d","height":22.78,"width":19.97},{"id":"89a8c67e-991d-4d31-bf59-e919954a1c3d","height":29.61,"width":10.69},{"id":"301833df-1ab2-4146-8ff7-4e708f2bbc5b","height":30.14,"width":24},{"id":"f962c694-f71a-439c-97fb-0b7352bcf67f","height":30.66,"width":18.92},{"id":"4e7d9403-0e80-462b-98f4-ccd8bc15585a","height":30.66,"width":18.92},{"id":"042c90ac-b6ce-4507-ad86-3a1192c1e0b2","height":30.14,"width":28.03}]},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":136.49,"sign_width":"164","dimensions":[{"id":"26707f0e-6d07-47e3-9d80-51819855c551","height":21.9,"width":20.15},{"id":"d1433da8-7972-499d-a629-59c024e4c04b","height":22.78,"width":19.97},{"id":"b9ef716a-9930-409e-8371-4f8eca80b36f","height":29.61,"width":10.69},{"id":"f342c66b-2dab-4260-ba26-dc8b96997b70","height":30.14,"width":24},{"id":"f977190e-8509-4e45-afd8-1c23b5433999","height":30.66,"width":18.92},{"id":"caf5fe44-d372-4bd1-ac37-caa6ba5163db","height":30.66,"width":18.92},{"id":"93c38f02-df18-4191-a520-9f89174fbf5f","height":30.14,"width":28.03},{"id":"a62214cd-5842-442c-bac3-7fe8ee05a638","height":21.9,"width":20.15},{"id":"2260a805-599d-4d1c-a969-9f47d8cadac1","height":22.78,"width":19.97},{"id":"a83bc119-22fb-4ad7-bc1b-7c1d11f5e88c","height":29.79,"width":10.69},{"id":"d4a7bb2d-268f-4262-ab2c-610dc4bc95f9","height":30.14,"width":24},{"id":"7c2cd47f-8399-4cb3-9ddf-7d3f4c4397cb","height":30.66,"width":18.92},{"id":"e7652e5e-08c6-46b1-b830-72c93d210bfb","height":30.66,"width":18.92},{"id":"2632b975-2962-4368-b67e-37a7a18ecc59","height":30.14,"width":28.03},{"id":"38ff0990-29c9-49d9-8288-3f2b2ab80ad3","height":21.9,"width":20.15},{"id":"bdd624e4-b9ff-44e1-90c5-ccc2dc5bd47d","height":22.78,"width":19.97},{"id":"89a8c67e-991d-4d31-bf59-e919954a1c3d","height":29.61,"width":10.69},{"id":"301833df-1ab2-4146-8ff7-4e708f2bbc5b","height":30.14,"width":24},{"id":"f962c694-f71a-439c-97fb-0b7352bcf67f","height":30.66,"width":18.92},{"id":"4e7d9403-0e80-462b-98f4-ccd8bc15585a","height":30.66,"width":18.92},{"id":"042c90ac-b6ce-4507-ad86-3a1192c1e0b2","height":30.14,"width":28.03}]}},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"26707f0e-6d07-47e3-9d80-51819855c551","height":21.9,"width":20.15},{"id":"d1433da8-7972-499d-a629-59c024e4c04b","height":22.78,"width":19.97},{"id":"b9ef716a-9930-409e-8371-4f8eca80b36f","height":29.61,"width":10.69},{"id":"f342c66b-2dab-4260-ba26-dc8b96997b70","height":30.14,"width":24},{"id":"f977190e-8509-4e45-afd8-1c23b5433999","height":30.66,"width":18.92},{"id":"caf5fe44-d372-4bd1-ac37-caa6ba5163db","height":30.66,"width":18.92},{"id":"93c38f02-df18-4191-a520-9f89174fbf5f","height":30.14,"width":28.03},{"id":"a62214cd-5842-442c-bac3-7fe8ee05a638","height":21.9,"width":20.15},{"id":"2260a805-599d-4d1c-a969-9f47d8cadac1","height":22.78,"width":19.97},{"id":"a83bc119-22fb-4ad7-bc1b-7c1d11f5e88c","height":29.79,"width":10.69},{"id":"d4a7bb2d-268f-4262-ab2c-610dc4bc95f9","height":30.14,"width":24},{"id":"7c2cd47f-8399-4cb3-9ddf-7d3f4c4397cb","height":30.66,"width":18.92},{"id":"e7652e5e-08c6-46b1-b830-72c93d210bfb","height":30.66,"width":18.92},{"id":"2632b975-2962-4368-b67e-37a7a18ecc59","height":30.14,"width":28.03},{"id":"38ff0990-29c9-49d9-8288-3f2b2ab80ad3","height":21.9,"width":20.15},{"id":"bdd624e4-b9ff-44e1-90c5-ccc2dc5bd47d","height":22.78,"width":19.97},{"id":"89a8c67e-991d-4d31-bf59-e919954a1c3d","height":29.61,"width":10.69},{"id":"301833df-1ab2-4146-8ff7-4e708f2bbc5b","height":30.14,"width":24},{"id":"f962c694-f71a-439c-97fb-0b7352bcf67f","height":30.66,"width":18.92},{"id":"4e7d9403-0e80-462b-98f4-ccd8bc15585a","height":30.66,"width":18.92},{"id":"042c90ac-b6ce-4507-ad86-3a1192c1e0b2","height":30.14,"width":28.03}],"sign_height_raw":136.49,"sign_width_raw":"164"},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":137.0,"sign_width":164.0,"tax_factor":0.0887},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"26707f0e-6d07-47e3-9d80-51819855c551","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"d1433da8-7972-499d-a629-59c024e4c04b","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"b9ef716a-9930-409e-8371-4f8eca80b36f","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":53,"sign_type_id":1,"heightOrWidth":"30.00","return":2,"price":361,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"f342c66b-2dab-4260-ba26-dc8b96997b70","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"f977190e-8509-4e45-afd8-1c23b5433999","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"caf5fe44-d372-4bd1-ac37-caa6ba5163db","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"93c38f02-df18-4191-a520-9f89174fbf5f","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"a62214cd-5842-442c-bac3-7fe8ee05a638","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"2260a805-599d-4d1c-a969-9f47d8cadac1","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"a83bc119-22fb-4ad7-bc1b-7c1d11f5e88c","height":29.79,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":53,"sign_type_id":1,"heightOrWidth":"30.00","return":2,"price":361,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"d4a7bb2d-268f-4262-ab2c-610dc4bc95f9","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"7c2cd47f-8399-4cb3-9ddf-7d3f4c4397cb","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"e7652e5e-08c6-46b1-b830-72c93d210bfb","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"2632b975-2962-4368-b67e-37a7a18ecc59","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"38ff0990-29c9-49d9-8288-3f2b2ab80ad3","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"bdd624e4-b9ff-44e1-90c5-ccc2dc5bd47d","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"89a8c67e-991d-4d31-bf59-e919954a1c3d","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":53,"sign_type_id":1,"heightOrWidth":"30.00","return":2,"price":361,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"301833df-1ab2-4146-8ff7-4e708f2bbc5b","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"f962c694-f71a-439c-97fb-0b7352bcf67f","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"4e7d9403-0e80-462b-98f4-ccd8bc15585a","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"042c90ac-b6ce-4507-ad86-3a1192c1e0b2","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":21,"baseProductionCost":7245,"result":[{"id":"26707f0e-6d07-47e3-9d80-51819855c551","height":21.9,"width":20.15,"depth":2,"price":236},{"id":"d1433da8-7972-499d-a629-59c024e4c04b","height":22.78,"width":19.97,"depth":2,"price":250},{"id":"b9ef716a-9930-409e-8371-4f8eca80b36f","height":29.61,"width":10.69,"depth":2,"price":361},{"id":"f342c66b-2dab-4260-ba26-dc8b96997b70","height":30.14,"width":24,"depth":2,"price":392},{"id":"f977190e-8509-4e45-afd8-1c23b5433999","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"caf5fe44-d372-4bd1-ac37-caa6ba5163db","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"93c38f02-df18-4191-a520-9f89174fbf5f","height":30.14,"width":28.03,"depth":2,"price":392},{"id":"a62214cd-5842-442c-bac3-7fe8ee05a638","height":21.9,"width":20.15,"depth":2,"price":236},{"id":"2260a805-599d-4d1c-a969-9f47d8cadac1","height":22.78,"width":19.97,"depth":2,"price":250},{"id":"a83bc119-22fb-4ad7-bc1b-7c1d11f5e88c","height":29.79,"width":10.69,"depth":2,"price":361},{"id":"d4a7bb2d-268f-4262-ab2c-610dc4bc95f9","height":30.14,"width":24,"depth":2,"price":392},{"id":"7c2cd47f-8399-4cb3-9ddf-7d3f4c4397cb","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"e7652e5e-08c6-46b1-b830-72c93d210bfb","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"2632b975-2962-4368-b67e-37a7a18ecc59","height":30.14,"width":28.03,"depth":2,"price":392},{"id":"38ff0990-29c9-49d9-8288-3f2b2ab80ad3","height":21.9,"width":20.15,"depth":2,"price":236},{"id":"bdd624e4-b9ff-44e1-90c5-ccc2dc5bd47d","height":22.78,"width":19.97,"depth":2,"price":250},{"id":"89a8c67e-991d-4d31-bf59-e919954a1c3d","height":29.61,"width":10.69,"depth":2,"price":361},{"id":"301833df-1ab2-4146-8ff7-4e708f2bbc5b","height":30.14,"width":24,"depth":2,"price":392},{"id":"f962c694-f71a-439c-97fb-0b7352bcf67f","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"4e7d9403-0e80-462b-98f4-ccd8bc15585a","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"042c90ac-b6ce-4507-ad86-3a1192c1e0b2","height":30.14,"width":28.03,"depth":2,"price":392}]},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":137.0},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Total Production Cost and Tax {"data":{"productionCost":7393.47,"taxFactor":0.0887,"tax":655.800789},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Box Calculation Details {"data":{"breadth":143.0,"boxDepth":8,"oneBoxCapacity":-143.0,"noOfBoxes":-1.0,"noOfFullBoxes":-2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-143.0,"widthOfHalfBox":-122.0},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":1300.3741007194244,"shippingWeightInKG":589.7388211879476},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":589.7388211879476,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":16,"min":"551","max":"700","rate":"500","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":500,"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":7245,"PSUCost":148.47,"tax":655.800789,"shippingRate":500,"miscellaenous":0,"signPrice":8549.270789},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"164","sign_height":136.49,"sign_depth":2,"totalCost":8549.270789,"TATDays":7,"baseProductionCost":7245,"productionCost":7393.47,"PSUCost":148.47,"tax":655.800789,"shippingCost":500,"uniqueReturns_count":2,"objects_count":21},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"26707f0e-6d07-47e3-9d80-51819855c551","height":21.9,"width":20.15},{"id":"d1433da8-7972-499d-a629-59c024e4c04b","height":22.78,"width":19.97},{"id":"b9ef716a-9930-409e-8371-4f8eca80b36f","height":29.61,"width":10.69},{"id":"f342c66b-2dab-4260-ba26-dc8b96997b70","height":30.14,"width":24},{"id":"f977190e-8509-4e45-afd8-1c23b5433999","height":30.66,"width":18.92},{"id":"caf5fe44-d372-4bd1-ac37-caa6ba5163db","height":30.66,"width":18.92},{"id":"93c38f02-df18-4191-a520-9f89174fbf5f","height":30.14,"width":28.03},{"id":"a62214cd-5842-442c-bac3-7fe8ee05a638","height":21.9,"width":20.15},{"id":"2260a805-599d-4d1c-a969-9f47d8cadac1","height":22.78,"width":19.97},{"id":"a83bc119-22fb-4ad7-bc1b-7c1d11f5e88c","height":29.79,"width":10.69},{"id":"d4a7bb2d-268f-4262-ab2c-610dc4bc95f9","height":30.14,"width":24},{"id":"7c2cd47f-8399-4cb3-9ddf-7d3f4c4397cb","height":30.66,"width":18.92},{"id":"e7652e5e-08c6-46b1-b830-72c93d210bfb","height":30.66,"width":18.92},{"id":"2632b975-2962-4368-b67e-37a7a18ecc59","height":30.14,"width":28.03},{"id":"38ff0990-29c9-49d9-8288-3f2b2ab80ad3","height":21.9,"width":20.15},{"id":"bdd624e4-b9ff-44e1-90c5-ccc2dc5bd47d","height":22.78,"width":19.97},{"id":"89a8c67e-991d-4d31-bf59-e919954a1c3d","height":29.61,"width":10.69},{"id":"301833df-1ab2-4146-8ff7-4e708f2bbc5b","height":30.14,"width":24},{"id":"f962c694-f71a-439c-97fb-0b7352bcf67f","height":30.66,"width":18.92},{"id":"4e7d9403-0e80-462b-98f4-ccd8bc15585a","height":30.66,"width":18.92},{"id":"042c90ac-b6ce-4507-ad86-3a1192c1e0b2","height":30.14,"width":28.03}],"sign_height_raw":136.49,"sign_width_raw":"164"},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":137.0,"sign_width":164.0,"tax_factor":0.0887},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"26707f0e-6d07-47e3-9d80-51819855c551","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"d1433da8-7972-499d-a629-59c024e4c04b","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"b9ef716a-9930-409e-8371-4f8eca80b36f","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":54,"sign_type_id":1,"heightOrWidth":"30.00","return":3,"price":379,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"f342c66b-2dab-4260-ba26-dc8b96997b70","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"f977190e-8509-4e45-afd8-1c23b5433999","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"caf5fe44-d372-4bd1-ac37-caa6ba5163db","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"93c38f02-df18-4191-a520-9f89174fbf5f","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"a62214cd-5842-442c-bac3-7fe8ee05a638","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"2260a805-599d-4d1c-a969-9f47d8cadac1","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"a83bc119-22fb-4ad7-bc1b-7c1d11f5e88c","height":29.79,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":54,"sign_type_id":1,"heightOrWidth":"30.00","return":3,"price":379,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"d4a7bb2d-268f-4262-ab2c-610dc4bc95f9","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"7c2cd47f-8399-4cb3-9ddf-7d3f4c4397cb","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"e7652e5e-08c6-46b1-b830-72c93d210bfb","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"2632b975-2962-4368-b67e-37a7a18ecc59","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"38ff0990-29c9-49d9-8288-3f2b2ab80ad3","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"bdd624e4-b9ff-44e1-90c5-ccc2dc5bd47d","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"89a8c67e-991d-4d31-bf59-e919954a1c3d","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":54,"sign_type_id":1,"heightOrWidth":"30.00","return":3,"price":379,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"301833df-1ab2-4146-8ff7-4e708f2bbc5b","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"f962c694-f71a-439c-97fb-0b7352bcf67f","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"4e7d9403-0e80-462b-98f4-ccd8bc15585a","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Dimension Calculation {"data":{"dim_id":"042c90ac-b6ce-4507-ad86-3a1192c1e0b2","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":21,"baseProductionCost":7611,"result":[{"id":"26707f0e-6d07-47e3-9d80-51819855c551","height":21.9,"width":20.15,"depth":3,"price":248},{"id":"d1433da8-7972-499d-a629-59c024e4c04b","height":22.78,"width":19.97,"depth":3,"price":262},{"id":"b9ef716a-9930-409e-8371-4f8eca80b36f","height":29.61,"width":10.69,"depth":3,"price":379},{"id":"f342c66b-2dab-4260-ba26-dc8b96997b70","height":30.14,"width":24,"depth":3,"price":412},{"id":"f977190e-8509-4e45-afd8-1c23b5433999","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"caf5fe44-d372-4bd1-ac37-caa6ba5163db","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"93c38f02-df18-4191-a520-9f89174fbf5f","height":30.14,"width":28.03,"depth":3,"price":412},{"id":"a62214cd-5842-442c-bac3-7fe8ee05a638","height":21.9,"width":20.15,"depth":3,"price":248},{"id":"2260a805-599d-4d1c-a969-9f47d8cadac1","height":22.78,"width":19.97,"depth":3,"price":262},{"id":"a83bc119-22fb-4ad7-bc1b-7c1d11f5e88c","height":29.79,"width":10.69,"depth":3,"price":379},{"id":"d4a7bb2d-268f-4262-ab2c-610dc4bc95f9","height":30.14,"width":24,"depth":3,"price":412},{"id":"7c2cd47f-8399-4cb3-9ddf-7d3f4c4397cb","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"e7652e5e-08c6-46b1-b830-72c93d210bfb","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"2632b975-2962-4368-b67e-37a7a18ecc59","height":30.14,"width":28.03,"depth":3,"price":412},{"id":"38ff0990-29c9-49d9-8288-3f2b2ab80ad3","height":21.9,"width":20.15,"depth":3,"price":248},{"id":"bdd624e4-b9ff-44e1-90c5-ccc2dc5bd47d","height":22.78,"width":19.97,"depth":3,"price":262},{"id":"89a8c67e-991d-4d31-bf59-e919954a1c3d","height":29.61,"width":10.69,"depth":3,"price":379},{"id":"301833df-1ab2-4146-8ff7-4e708f2bbc5b","height":30.14,"width":24,"depth":3,"price":412},{"id":"f962c694-f71a-439c-97fb-0b7352bcf67f","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"4e7d9403-0e80-462b-98f4-ccd8bc15585a","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"042c90ac-b6ce-4507-ad86-3a1192c1e0b2","height":30.14,"width":28.03,"depth":3,"price":412}]},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":137.0},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Total Production Cost and Tax {"data":{"productionCost":7759.47,"taxFactor":0.0887,"tax":688.264989},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Box Calculation Details {"data":{"breadth":143.0,"boxDepth":8,"oneBoxCapacity":-143.0,"noOfBoxes":-1.0,"noOfFullBoxes":-2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-143.0,"widthOfHalfBox":-122.0},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":1300.3741007194244,"shippingWeightInKG":589.7388211879476},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":589.7388211879476,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":16,"min":"551","max":"700","rate":"500","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":500,"defaultShippingRate":null},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":7611,"PSUCost":148.47,"tax":688.264989,"shippingRate":500,"miscellaenous":0,"signPrice":8947.734989},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"164","sign_height":136.49,"sign_depth":3,"totalCost":8947.734989,"TATDays":7,"baseProductionCost":7611,"productionCost":7759.47,"PSUCost":148.47,"tax":688.264989,"shippingCost":500,"uniqueReturns_count":2,"objects_count":21},"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:48] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 11:19:48"} 
[2026-04-07 11:19:49] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":136.49,"sign_width":"164","shipping_weight":162.03088171689717,"shape":"rectangular","dimensions":[{"id":"26707f0e-6d07-47e3-9d80-51819855c551","height":21.9,"width":20.15},{"id":"d1433da8-7972-499d-a629-59c024e4c04b","height":22.78,"width":19.97},{"id":"b9ef716a-9930-409e-8371-4f8eca80b36f","height":29.61,"width":10.69},{"id":"f342c66b-2dab-4260-ba26-dc8b96997b70","height":30.14,"width":24},{"id":"f977190e-8509-4e45-afd8-1c23b5433999","height":30.66,"width":18.92},{"id":"caf5fe44-d372-4bd1-ac37-caa6ba5163db","height":30.66,"width":18.92},{"id":"93c38f02-df18-4191-a520-9f89174fbf5f","height":30.14,"width":28.03},{"id":"a62214cd-5842-442c-bac3-7fe8ee05a638","height":21.9,"width":20.15},{"id":"2260a805-599d-4d1c-a969-9f47d8cadac1","height":22.78,"width":19.97},{"id":"a83bc119-22fb-4ad7-bc1b-7c1d11f5e88c","height":29.79,"width":10.69},{"id":"d4a7bb2d-268f-4262-ab2c-610dc4bc95f9","height":30.14,"width":24},{"id":"7c2cd47f-8399-4cb3-9ddf-7d3f4c4397cb","height":30.66,"width":18.92},{"id":"e7652e5e-08c6-46b1-b830-72c93d210bfb","height":30.66,"width":18.92},{"id":"2632b975-2962-4368-b67e-37a7a18ecc59","height":30.14,"width":28.03},{"id":"38ff0990-29c9-49d9-8288-3f2b2ab80ad3","height":21.9,"width":20.15},{"id":"bdd624e4-b9ff-44e1-90c5-ccc2dc5bd47d","height":22.78,"width":19.97},{"id":"89a8c67e-991d-4d31-bf59-e919954a1c3d","height":29.61,"width":10.69},{"id":"301833df-1ab2-4146-8ff7-4e708f2bbc5b","height":30.14,"width":24},{"id":"f962c694-f71a-439c-97fb-0b7352bcf67f","height":30.66,"width":18.92},{"id":"4e7d9403-0e80-462b-98f4-ccd8bc15585a","height":30.66,"width":18.92},{"id":"042c90ac-b6ce-4507-ad86-3a1192c1e0b2","height":30.14,"width":28.03}]}},"timestamp":"2026-04-07 11:19:49"} 
[2026-04-07 11:19:49] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 11:19:49"} 
[2026-04-07 11:19:49] local.INFO: Input Parameters {"data":{"dimensions_count":21,"shape":"rectangular"},"timestamp":"2026-04-07 11:19:49"} 
[2026-04-07 11:19:49] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 11:19:49"} 
[2026-04-07 11:19:49] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 11:19:49"} 
[2026-04-07 11:19:49] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 11:19:49"} 
[2026-04-07 11:19:49] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 11:19:49"} 
[2026-04-07 11:19:49] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 11:19:49"} 
[2026-04-07 11:19:49] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 11:19:49"} 
[2026-04-07 11:19:49] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":4114.95,"dimensions_count":21},"timestamp":"2026-04-07 11:19:49"} 
[2026-04-07 11:27:36] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"164","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php302F.tmp"}},"file_present":true},"timestamp":"2026-04-07 11:27:36"} 
[2026-04-07 11:27:36] local.INFO: Validation Passed {"data":{"sign_width_or_height":"164","user_input_dimension":"width"},"timestamp":"2026-04-07 11:27:36"} 
[2026-04-07 11:27:37] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":7},"timestamp":"2026-04-07 11:27:37"} 
[2026-04-07 11:27:37] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":7},"timestamp":"2026-04-07 11:27:37"} 
[2026-04-07 11:27:37] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":7},"timestamp":"2026-04-07 11:27:37"} 
[2026-04-07 11:27:37] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":7},"timestamp":"2026-04-07 11:27:37"} 
[2026-04-07 11:27:37] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"164"},"timestamp":"2026-04-07 11:27:37"} 
[2026-04-07 11:27:37] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"164","file_size":23416},"timestamp":"2026-04-07 11:27:37"} 
[2026-04-07 11:27:37] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":7,"objects":[{"index":0,"position":{"x":752,"y":49,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.71,"bounding_box_area":441,"exact_perimeter":113.64,"approximate_perimeter":107.74,"convex_hull_perimeter":82.13,"perimeter_pixels":648.607214462437,"original_contour_points":275,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1632,"perimeter_to_area_ratio":0.6776},"image_base64":"data:image/png;base64,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","detection_approa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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.78,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.14,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3131,"perimeter_to_area_ratio":0.3466},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-07 11:27:37"} 
[2026-04-07 11:27:37] local.INFO: Nested area calculated {"data":{"nestedArea":3941.0911},"timestamp":"2026-04-07 11:27:37"} 
[2026-04-07 11:27:37] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"491f174a-b9d2-4e0b-aeb6-b38ae19c9c49","height":22.78,"width":19.97,"perimeter":108,"area":283.61,"image":"data:image/png;base64,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"},{"id":"111bbdef-a3d4-426d-a7dd-d5956bfdaabf","height":30.66,"width":18.92,"perimeter":98.57,"area":397.78,"image":"data:image/png;base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"},{"id":"3f6d1e4b-2eb5-4967-8132-051d7399949b","height":30.14,"width":28.03,"perimeter":115.8,"area":334.14,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-07 11:27:37"} 
[2026-04-07 11:27:37] local.INFO: Number of letters detected {"data":{"noOfLetters":7},"timestamp":"2026-04-07 11:27:37"} 
[2026-04-07 11:27:37] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":725.03,"perimeter_in_feet":60.42},"timestamp":"2026-04-07 11:27:37"} 
[2026-04-07 11:27:37] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[167.71,283.61,127.01,177.37,399.34,397.78,334.14],"actualFilledAreaSum":1886.96},"timestamp":"2026-04-07 11:27:37"} 
[2026-04-07 11:27:37] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":13.1},"timestamp":"2026-04-07 11:27:37"} 
[2026-04-07 11:27:37] local.INFO: Average character height calculated {"data":{"avgCharHeight":27.98428571428571},"timestamp":"2026-04-07 11:27:37"} 
[2026-04-07 11:27:37] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":936.0,"originalHeight":179.0,"ratio":5.229050279329609},"timestamp":"2026-04-07 11:27:37"} 
[2026-04-07 11:27:37] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"164","otherDimensionOfSign":31.36},"timestamp":"2026-04-07 11:27:37"} 
[2026-04-07 11:27:39] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"15744\" height=\"3010.871794871795\" viewBox=\"0 0 936 179\">
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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.61,"bounding_box_area":454,"exact_perimeter":108,"approximate_perimeter":99.98,"convex_hull_perimeter":68.97,"perimeter_pixels":616.4163056034271,"original_contour_points":211,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3056,"perimeter_to_area_ratio":0.3808},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.78,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.14,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3131,"perimeter_to_area_ratio":0.3466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","detection_approach":"prominent_color_detection"}]},"dataObjects":[{"id":"6acf0b4c-540e-48db-bbe5-589c4fa70a73","height":21.9,"width":20.15,"perimeter":113.64,"area":167.71,"image":"data:image/png;base64,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"},{"id":"491f174a-b9d2-4e0b-aeb6-b38ae19c9c49","height":22.78,"width":19.97,"perimeter":108,"area":283.61,"image":"data:image/png;base64,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"},{"id":"a6c4145d-7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iiiy4Sop079VNskUNZfA/TND1OAquuQCBA69ato3vvvZeOHDlCRESu6xJPBjuOQ7ZtUzabpUwmQ5ZlkW3b5LouERGNjIxQNpulXLiuSyMjI+Lz/fffT0uWLKFQKDQhiA2MxUQLqctyl5LYQCKiu+++mwKBAOm6PqMwWW4wuampSXyORCLiunXr1tEf/vAH6u3tJSIi27YpGo0KEtLp9ARiZDiOIyZkiYhSqRSNjIzQ0QSpCfeJRqN033330cqVK0lVVfL7/dTY2OhpSPm9801HHZcEEhF1dXVRXV0dKYpCdXV1MxomyATKPVlRFAqFQtTQ0EDf/va3xdSNDNu2KZ1Ok2VZE77PZrOUzWbJsiwPca7rir+xZLquS+l02iOFjK6uLtq6datoONn5CQQCsxLjLSmBtm3T5s2bhbrjf6c7TMiVQPZY2YN84YUXRGOOjo6S4zjkuu4EyYnH42TbtqfIxLEUTgZWx0REQ0ND4vNf//pXWrlypag3q1Zd16mpqakyCLQsix588EEyTZN0XRc3y7VZ0yWQx5CRSIQ2bdpERETJZFLYMiIiy7JodHSUXNcl27ZpeHiYkslkQUJs2/aoS1nqkskkjY6OinvH43Hxu2w2KzpBJpOhbDZLQ0NDdPHFFxMAz7huNse4MyIwlUrRqlWrPBXm3JHpVihfSsOWLVsomUyKxmbHY3h4WDR2Lvga27ZFg8uqUCbOsqwJf5PVsEy0ZVmeDvLJJ5/QtddeS8BYphyr/dlyZKZNoOM4dO+99wrHgknTNE1IzrGiHmzTcFQ9coX4O7YlP/zhD4Xqym3YuYDruqLInef666/P68TI3ji/dynt5LQJjMfjIh2CCdQ0zVO5yQhk8gzDIE3TRB4M/+1b3/oW9fT0EBFRLBYTUpBKpeaEPCIvgUREAwMDwpZedtllwv7Jwwo+rVpum1KROC0Cs9ksPfroo6KxuZfJrrRhGJMSyOkUMnmappHf76dLLrnEMyxgTzHX/Z9t5BLIwwyu0xVXXOGJ/+ZrbO64c0bgkSNHaO3ataQoCkUiEU+SUaGk23xFdnyYPNM0af369ULyOMmXGy/X25xt5BKYyWSETWRbe+mll3o0iVxyY8SzTqBlWfTAAw+ISnBykRwwLpQ1VkiNsppRFIXmz59P7733HhGNZa4xZHde/n62IRPIqpzrZlmW8G5PP/104ReYpinetdRTaVPOidF1HQ8//DCAsYlMntT0+/2wLAuZTMYTfzwWiAj19fXizHQiwrZt27Bq1SrYtg2/3y+uDQaDcF0XmUwGpmkWdf9yg98zGAyK4Ho4HIZt29i+fbtY3eQ4DgzDAAAxmV2KnJxCKHhnIqKXXnoJe/fuha7r0DQNgUAAROSZHeCA8WTw+Xwi6B0MBtHe3o4bb7wRAJBKpaBpGgYHB0UqRiaTgW3bojHmGrquIx6Pw7ZtzwyJz+fDxo0bcfXVV8Pv94tZCUapkqqmjNHRUfriF7/oCejKBlue80ORXijbBNM06Z///CcRjQ+g5Xhm7uB8rjxRWYXKqtyyLI89JCLq6+ujtWvXepyWmQQ58pUp2cDh4WFBVKkqwXbizjvvFA4Kxy4rHY7j0LvvvivsPM+wlNIOFm0DiYj+85//ABhTb6XI6zRNE7ZtIxwO45JLLoFpmrAsC6qqHjdqciZQVRWtra3YsmULAAhbL2fnleW5+b5MJpN47rnnYBhGyVLyeAn05ZdfjlWrVsF1XRiGIWa0qwGNjY347ne/i8bGRtFudHQSulzIS+D+/fvx8ssvi4eXKrPZ5/Ph5ptvhmVZomfKSbLVgFNPPRUbNmwAAAQCgbI7MBPuTkT02muv4YMPPoBt257hw0xARFizZg3Wrl0L13VFDgw/o1pARLjiiivg8/lEWsesDiNs28Zrr70m1FqpHk5E+PrXvw7Am6nNtrEaYBgGbNvG5s2bcdppp81KzswEdj799FO8/fbbHseiFCSuXLkSl1xyicjW5uQlwJvFVqlgLWUYBubNm4fLL79c/K1UfkQ+TGDmk08+wf/+9z+Rls6peTPFRRddhM997nMgIpF6z5IXiURmfP+5hmVZQmulUilccMEF8Pv9UFW1rE6ah0AiohdeeAGZTGZaYSyWKFliOUS2efNmJJNJka7HRMo5lJUMn88nclEDgQDa29vR1taGhoYGABOXv+WW6WKCBO7atUtInHJ0m6piJZB7mrygJZvNIhKJYMmSJairqwMw7lpXk/fJkE3PhRdeWPYO6iEwmUzi1VdfFZJn23bRK4sURfF4q5qmie9Wr16NJUuWCMJmY8HnbIOOZmszLMvCVVddVfZhkofAw4cPI51OewicqofIlZWl7OyzzxaqNLdHVqMUMmnr1q1DQ0PD7BDoui69//77UBRFuL+qqhatPvk6eRGk67qIRCI455xzQERita483VIt4ICHbdtwXRe6riMQCGDFihVlfa4gUFEUvPHGG9B1XUiJaZpTWpzJg35N0wQ5zc3NWLNmjVgpy4tHgHEpLaebPduQbXs2m8UZZ5wxOwP5aDSKt956y6MypxrHY4mVDXlDQwNaW1s9K2ble8/V8utygW0/Y+3atbOjQg8dOoTu7m4QEcLhMICxSdWpkMjXyaQEAgHPcIQlUQ6hVYMdlP0FRVHExG9bW1tZnysIHBgYQGdnJxRFwejo6NgfVbXoYQSP73jwz78/5ZRTPGE5VjHVMIUkQ04t4XZIpVI4+eSTsWnTJgDjnReARyPNxIQIAkdHRwVhuq6LGxcbReDBuexOB4NBLF26tOrUZCEwEYZhiBSUhoYGLFu2DIBX05TK7qtHb0YfffSRUAPsLU7lIbJ9kwf0bW1tVeWkHAu5poDzhU466aS8ZmKqbZwPQgIPHjyYt0LFuvqyquXKWpaFefPmVc2E7VRARMKUMIGyA1dSCQSAeDwu1Cfbp6kQKF/Hvw+Hw5g/f37RqYfVALkTczssX768oATOFILAI0eOiPFboU1tjgW5Mvy5tbUVoVBoxpWsFBTqqPX19RNivyWXwIGBAc9cHTDuKRXjhPAsOwCRM3nSSSchHA578kirHezEyfmtsn9QanhEjOOV/DAemBerRmWJNQxDbPlxvGRXlxNMmHz4iKZpMAyj4I6FJVWhmqZ5xn9yZYrpPaqqIp1OCzVi2zYWL178mSAPGFefuq57JM51XaiqioULF3oIk5cSzAQqAPT3908gT8ZnZRhQLnDIULaD7JnPVLWqAHDgwAFEo9GxL6QZCNntrWF6YNJkCQXgCbvNeEa+t7dXECiHdmrETR25ZPA0k2manhTDknqhiUQCiURC3Hi2soo/C2AC6+vrAUzcunmmOxoLg8cBWDlqMlvbJVcDjtVOqqrihBNOADDezrKvMWMVyjeT7Z8cGqumzOnZguxHKIoigvr5wmgzaV9BYK4xLfS5hqlDURS0trZOGFKVQkBUYFxV5t4o1+WdDDwn6Pf7y7Zj/PEK2bbJwiBHZVKplCd3lq+ZydICjwqVKzHVhudt/gHvGOezIr2F4pzcBrmniuZeN114IjHyzaeTMcYV4h7FsdTP2nSSrHnYYeGYMrdrqbSTCoypPlZ7/MDcXjTVF5AD4NWUPlgIuXN9ue0nhxn5ulJABYCWlhaR9i6TNZ2kIyZOlrzPuhdLRPj0008935WqU6sAsHTpUs8iDPHHKUQNOCeUf8+9Dpi7k1vmArkLVng25+OPPxakcXuUwj9QAWDhwoViiZd8U35QsQTK17qui2QyWTWLNydDbseXvVDXddHd3e051z73N9OFCoylPsjruXOD2VOBbKSz2exnhsBCYHs4ODgoppZk0zRT86IC41v0c8ItDzgdxyk6n4UDtUy+ruv44IMPMDQ0NKMKVgpkLeU4jmcTB3YOQ6EQHMcRpkXu7NOFoD8UCuVVg1Nd3ML637IsDAwMiMp+FiDnEuVOH2UymbIMpwSBjY2NE+b/pjIjz+AZadd1cejQIcTj8RJX+fgEZ/Dlthen2Y+OjnrGx0CJB/LNzc0T5gFZfxdLYK5rPDg4iIGBgc9MOE02IaxGiQipVMrj0JUyOiUMXGtra16dPNXGZ08LGFMbvb29n5lwmkygrE5TqZRYcwmUlkAVADRNUxYuXOgZNshjt2JIlN1m2R4eOHCgZJU9npGrfeTE3qGhoYJCUZKcGABYtGiR2BaD3d2pPCRfpTRNw4cffjijClYKcmduWABc18XBgwc9bVjK0KJgqaWlBaZp5iWu2F6Sb3PT/v7+UtTzuEehbLNUKoWenh5Pu+R67DOBRwL5GDc+Bo5d4GJ6jGEYQnLl3tfT0+PZ2CCbzYoUxmocYsiaKJlMIhQKoaOjQ6RS5IbaZJ9hOhAEhsNhrF271nMyM+8wOBUVmpvJnUwmsW/fPtEzeZcmAFPqIJUCWfKCwSDeffdddHZ2lu15gkBd13HWWWdNSGoCinNieLjBUR3G8PAwXnnlFRHlAcbHQXwaZjV4qbLtkzc+7+npQXd3d9meKwg0DENZvXo1AO9ClWKjBzwTkZuWmEwm8Y9//AO6rhfsHNVAIC/g4V0++N9PPvmkJCecFoLH42htbUU4HPb0oGKRm1Mjj4k6OjoAQCS3At5hRzVATlhizaLrOl5//XXPGLDUmLA6qb29HcC4g5E7JiwW8uLQ3t5e7N+/35NmLhNcDZEaTdPEtpm6rotzf1999dWyPtdDoKZp2Lx5M4BxFcdrBotBbgyQpTKTyeCZZ55BNpv1xAF5R6NqypnhzmiaJjo7O9HX11fWHTk8BAYCAeXss89GU1MTgPGl0lOdkZDBquVvf/sbRkZGxPdy1nc1SKDjOGIdoGVZUBQFTzzxBBzHKeuOhRNmE9evX49FixaJ9fJTgTx5y59ZFe/atQtvvfUWiAiJRAK6rkPXdU+uZCWDM87knYiffvpp4dzIyU75ynQxgcBgMIjzzjsPmqYhlUoBQEka2LZtPP3001AUBeFwGIODgyAiBAKBshr52UQqlRIaZ//+/ejq6iq7ecg7n3/hhRdOmGGeKSzLwssvv4x0Oo1UKoXm5mZBXDVIIDC2rRgw1l47duyYFQ97AoGKoijt7e1YtGgRVFWF3+8vWUUOHTqEnTt3iv+bpolEIlE1aYc8ETA8PIwdO3agsbERQHmz8vK2XGtrK6688krP1skzBdu7++67D36/H7FYTKQeVMtYkDvjrl27cODAAQwPDwMovP1I2UBE1NnZSUDpTp8Exo/s3rlzp+ekzmoBH+j1pS99SRxVK5/+NtNS9OFXiqIoK1euxBe+8IWSuvhs6+666y4cPHhQuNvVAD7rcOfOnXjppZfE9+XepaOg8XFdFxdffDFM0yxJI8uRit27d+ORRx7xbGdS6dB1HUNDQ/jRj34k4ruKomBwcLBkW4pMGQMDA+L4cT7UkMXY5/ORqqqiKJMcAMnq0zAMMk2TgsEgvf766+KseD4ZOpPJTDj8eK4OQ849BHl4eJiIxs/R5QMg+e+33HKLOKEbGD/1Wz5ffiZlymfoNjc348tf/jIACJc/HA5DUcY2RucjWYtxQjgaQVLG9k033SQG+rxhuKZpQu2wE3A8bBZkWRbq6+uRyWQQDAbFQlaeqN25cyd27NiBWCwmdjymowHtOctOJyL673//SyeccAIFAgHRA7hH8YmcwORHsBqGQYFAQJxoGYlECABt27aNHMcRvTsWi1EqlSLbtmlkZISI5u4ka1kC5WPRWWvw6aM9PT20YsUK0Raapnkkr1SO4LTOkU+n0/TNb36TAFBTU5OokHyerqZpkxLIalb+DXeAu+66i4iIuru7RePJ5+Zyg802ZPL4mFj57FzLssiyLPrGN74hzEo4HBadXD5Ld84IJCLq6OgQNszv9wu7J1duMgLlniifycv3/eMf/ygaju1hIpGY0/N1c22g4zjkOA6l02lB4h133OHRKNxGTGIph2HTIhAYOxTkrrvuEoSxauDDfosh0OfziTGRrEobGhrEd2+99ZancVit2rZ9XBDI9SEiGhkZoccff5xUVSXDMESbyJ3T5/MdHwQCQDabpfXr13tuyJXmnnasouu6OIZcVVXPEd2tra2kKArV1dXR888/LxqIG3GuIBPInSoej1Mmk6GnnnpKaA+WvlAolFcS51SFMuLxON1///2i0kwG/1uMCgXGz6LnI7rZZvB9Fi9eTM888wwRjdtBdtvnkkCOHDmOQ8888wy1tLSQ3+8X9W5sbBTtwO8kv9ecEwgAqVSKzjrrLKqrq/MQKVeS7aOmaRMcl9wiOzgAxBhq3rx59MADDwj7J9vBVCrlGTuypOaDbdseCbZtmzKZzASVzP+XnSX5t/z9yMgI3XnnnULtcxsU04GL7eBlJTCTyVBfX5+nZwWDQY/elwf3UyGQ1XEoFBKfr7/+ehoYGCAiEhLAjSsPLWzbJsdxKJVK0ejoKGWzWXJdlxzHEZ5iriq2LMvTGbijjIyMiO+y2ax4bldXF11zzTWi7pFIRLRBXV1dZRAIjKnShx56SBAg35jJmA6BpmkKJ0dRFFqwYAGpqkoXXHABRaNRQaIsfUxSPB4vKIUyyUxIKpWidDrtkcTcsaZ8z1deeYU2bNggOhaPieWhUMUQCADRaJQ2btxIoVBI2DOZjHyhtckIxFFplkNR8r2/973vUX9/PxGRZxw2ODgoCLVtW0icbdtCMo/lCGUyGdFBXNelaDQqpK6zs5O+9rWvETAeStR1XahQ+fuKInB0dJT27NlDCxYsIJ/PJ4YTx4qLFkMgF7/fT+FwmHw+nyeiUV9fT7fddht9/PHHnvio/DmdTueNpcp2NJPJCFUrSyhL95tvvklf/epXKRKJUCgUIp/PJzqrXHdu1FAoVFkEAmMOzQsvvCBuzs5MPrVZDIG6rlMgEPB4tfK1Pp9P9PalS5fS7bffTm+++SZ9+umngjgZrC6z2axQn/ngui4lEglKp9P0xhtv0M0330wLFizIW+e6ujpBpKIoFAwGxXUVRyAAEBHde++9QlKYwHxETUYg4B0vBYNBQRh7e7quk9/vJ7/fL75bs2YN3X777bRnzx7q6+sTUsSqVJawXI+0r6+PXnzxRbrnnnto5cqV4tnhcJiCwaAIhynK2BhVnlUIBAJTigWXi8AZzfUriqLYtk3xeBw/+9nPZjT5y0d4M3juUJEyvPlwLs49AYA9e/Zg7969uOOOOxAMBtHc3IxFixbhxBNPREtLCxzHwcjICFpaWhCPx9Hb24vu7m4MDQ0hk8kgkUiI5W58uihvPw1AvBPntPL8KGfsFdrEtaJARHTTTTd51ByO9mT+zFKazzst5WB3rorsjcoRmi1bttCLL75I7e3twnMFxqNYU3n3kqtQBqula665RniRPKUCwEMqvyQ7J8Wqj0op7NQAoCVLlhDRWPChXASWJJ9PUcZyLh566CFcddVVCAQCYk8wn883Qb3Q0UlgTdOqJqUQAE444QS4rovR0VEsXrwYr7zyCvr7++cupWKqYEn8yU9+MqH3sGqRe5yu655wVCUX1iSGYVB9fT098sgjREd7bn9///GtQmWwyti2bZvwKlmlyGqVX7oa7B8wbiYCgQDdc889NDQ0JBo4mUxWDoHA2EA/m83Sk08+6XG1uRI8Zqwm+8ed9b777qN4PO5p3O7u7soikOE4Du3cuZOam5upoaHBU2nDMKqKQAC0fft2isViExo2kUhUJoEAQET0/vvv06pVqzwxRFmVVoMa/fnPf06u6+Zt1IGBgcolEBgj0bIsuueee2j+/PkEjNkKOQ2B1Wq+PEo5J5UdoalEMPi3ha7PbURVVT3149/JiUo8Mf35z3+eOjs7KZvNFmzQWCxGZ511lienttCzJ3sHVVVp2bJlvPRhdsGB4vPPP19UKhKJ5I2d+nw+Ec7i7/JdN1Vbyr/hjsIlEAh4YptyMQzDE8zmOl177bXU19dHg4ODx2zMWCxGJ554ong+B79N0yx6NgMYi8XW1dXR0qVLae/evbNPIDBGouu69Nhjj4lcSu5ZpmkWzB/hWKscPJ5K75UbguOv+eK2pmmSYRieyJGc+sGpID/4wQ9E9txk7xyLxWj9+vUUDAY9iWB8v3z1yC3BYFB8XrJkCfX29s4NgQxWq4899hideuqp4kWYGP5sGIan8pAIKWbSGBIxxyJczgTg63MzzRRFoUsvvZR2794tZjGKedfR0VFavny5R6LzDakmk8BQKETNzc20evVqOnDgwNwSyCAi6u/vp9/97nd03nnniZeRs7tYpfp8vglEyLHHY5VconNVqXytLHHAWEz3nHPOoX/9618UjUbzeprHQiaToU2bNokhFavkqczmy1K6bNkyeuedd44PAhk8h/enP/2JzjzzTALGDLxMZCkKO0z5pNbv9yAfDQcAAAF2SURBVHukXdd1+spXvkKPPvqomG+czrs5jkPXXXcdLV++XKhQtn88w88dtFBpbm4mYGxS+8c//rGoy3G3OC+TyZBpmujv78fzzz+PJ598Eh0dHWJtPa8p5I2CeIuvYhbY8O/kTWkNw4BpmmJbMAA444wzcN111+Giiy7CggULoOu6iPdOB67rkqIoSCaTor6GYYgld7zx0WTw+XzIZDJi1bRhGMf36koiong8jp6eHuzevRv79u3D22+/jQ8//BBHjhxBIpFANpud9nxcKBRCU1MT6uvrsWLFCpx99tk488wzsWTJEjQ0NMA0zeO6fYDjUAILwbIs4j3IDh8+jL1792LPnj348MMPEY1GcfDgQUSjUQwODiKVSol9bvj8Pk3T0NLSgoULF6KtrQ0LFy7EihUrsGbNGixduhTNzc0AxrafnuNXnRIqqrK56OjoIN5g1jAMMWMPQExVEREcx4FpmkJVZbNZpNNpOI6DdevWVXQb1FDh+D9u0AqVK11X6wAAAABJRU5ErkJggg=="},{"id":"111bbdef-a3d4-426d-a7dd-d5956bfdaabf","height":30.66,"width":18.92,"perimeter":98.57,"area":397.78,"image":"data:image/png;base64,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"},{"id":"3f6d1e4b-2eb5-4967-8132-051d7399949b","height":30.14,"width":28.03,"perimeter":115.8,"area":334.14,"image":"data:image/png;base64,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"}],"no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":27.98428571428571,"widthOfSign":"164","otherDimensionOfSign":31.36,"width_of_smaller_line":20},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1423,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":"Greater than 24 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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":167.76,"other_dimension_of_sign":31.36,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1423}},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"8.2399"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"120.9348924"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"1.90323"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"13.4005518"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":11.4625},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":106.5098076},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"2.1896"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"104.58077"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"0.945"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"4.8755"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.006009397851599999},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":6.009397851599999},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00047728599749999995},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.47728599749999995},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.00455257413},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":4.55257413},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.00935664444"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"9.35664444"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00454107654"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"4.54107654"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0060803028"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"6.0803028"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00048514752"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.48514752"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":6.300485855820001},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":20.5275},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"20.8012"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"5.2316345438113"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":460.27193693491995,"totalDenseWeight_before_formula":52.2825669730904},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":506.299130628412},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":7,"totalDenseWeight":57.51082367039944},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":7,"sign_depth":"1"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":20.15,"height":21.9,"depth":"1"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":10.69,"height":29.61,"depth":"1"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":24,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:39] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":28.03,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 11:27:39"} 
[2026-04-07 11:27:40] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775561260_e5280d75c79b223168466cb7f4cf11f4","bins_packed":[{"bin_data":{"w":28.33,"h":30.96,"d":9.1,"id":"unique","used_space":65.8453,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":30.96,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/ee94242fe286ae0551c9b82852644968/1775561260-4027-4028657.svg","items":[{"id":"item-7","w":28.33,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/ee94242fe286ae0551c9b82852644968/1775561260-4022-6558008.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":24.3,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/ee94242fe286ae0551c9b82852644968/1775561260-4023-2083605.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":10.99,"h":29.91,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/ee94242fe286ae0551c9b82852644968/1775561260-4024-9662984.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":20.27,"h":23.08,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/ee94242fe286ae0551c9b82852644968/1775561260-4025-6677313.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":20.45,"h":22.2,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/ee94242fe286ae0551c9b82852644968/1775561260-4025-3732990.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/ee94242fe286ae0551c9b82852644968/1775561260-4026-4951254.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/ee94242fe286ae0551c9b82852644968/1775561260-4026-4036857.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-07 11:27:40"} 
[2026-04-07 11:27:40] local.INFO: Box added from packed bin {"data":{"length":9.1,"width":28.33,"height":30.96,"denseWeight":57.51082367039944},"timestamp":"2026-04-07 11:27:40"} 
[2026-04-07 11:27:40] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":11.1,"width":30.33,"height":33.21},"quantity":1,"denseWeight":57.51082367039944}],"cheapestShippingCost":564.9262884433225,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":744.8077642125686,"tariffAndDS":744.8077642125686,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1200.9280390163456,"totalShipmentCostFormula":"((tariffAndDS (744.80776421257) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1200.93","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":421.0892292673239,"tariffAndDS":421.0892292673239,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":678.964273270633,"totalShipmentCostFormula":"((tariffAndDS (421.08922926732) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 678.96","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":564.9262884433225,"tariffAndDS":564.9262884433225,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":564.9262884433225,"totalShipmentCostFormula":"(((tariffAndDS (564.92628844332) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 564.92628844332","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":373.82035385759633,"tariffAndDS":373.82035385759633,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":602.7479385599884,"totalShipmentCostFormula":"((tariffAndDS (373.8203538576) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 602.75","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":585.4601849646663,"tariffAndDS":585.4601849646663,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":998.3267074017489,"totalShipmentCostFormula":"(( tariffAndDS (585.46018496467) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 998.32670740175","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":57.51082367039944,"rate":453.21999999999997,"tariffAndDS":510.7308236703994,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":871.5638618870197,"totalShipmentCostFormula":"(((tariffAndDS (510.7308236704) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 871.56386188702","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":1025.1082367039944,"tariffAndDS":1025.1082367039944,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1025.1082367039944,"totalShipmentCostFormula":"((tariffAndDS (1025.108236704) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1025.108236704","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 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[2026-04-07 11:27:40] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 11:27:40"} 
[2026-04-07 11:27:40] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 11:27:40"} 
[2026-04-07 11:27:40] local.INFO: Final API Response {"data":{"sign_width":"164","sign_height":31.36,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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Standard","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":585.4601849646663,"tariffAndDS":585.4601849646663,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":998.3267074017489,"totalShipmentCostFormula":"(( tariffAndDS (585.46018496467) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 998.32670740175","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited 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Certified","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.006009397851599999,"result":6.009397851599999,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.00047728599749999995,"result":0.47728599749999995,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.00455257413,"result":4.55257413,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":28,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":29,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":30,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":31,"dense_weight_expression":0.00935664444,"result":"9.35664444","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00454107654,"result":"4.54107654","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.0060803028,"result":"6.0803028","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00048514752,"result":"0.48514752","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":6.300485855820001,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":20.5275,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":20.8012,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":5.2316345438113,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":57.51082367039944,"result":506.299130628412,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"164","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":167.76,"other_dimension_of_sign":31.36,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1423},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1423},"timestamp":"2026-04-07 11:27:40"} 
[2026-04-07 11:27:40] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 11:27:40"} 
[2026-04-07 11:27:41] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.36,"sign_width":"164","dimensions":[{"id":"6acf0b4c-540e-48db-bbe5-589c4fa70a73","height":21.9,"width":20.15},{"id":"491f174a-b9d2-4e0b-aeb6-b38ae19c9c49","height":22.78,"width":19.97},{"id":"a6c4145d-7d64-471a-ba32-a1a31679ac9b","height":29.61,"width":10.69},{"id":"a30f26f0-d74b-4a67-9125-4998c42a25b2","height":30.14,"width":24},{"id":"9c1d126b-79b9-4ccf-b7ab-3ac554ee3ef3","height":30.66,"width":18.92},{"id":"111bbdef-a3d4-426d-a7dd-d5956bfdaabf","height":30.66,"width":18.92},{"id":"3f6d1e4b-2eb5-4967-8132-051d7399949b","height":30.14,"width":28.03}]},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.36,"sign_width":"164","dimensions":[{"id":"6acf0b4c-540e-48db-bbe5-589c4fa70a73","height":21.9,"width":20.15},{"id":"491f174a-b9d2-4e0b-aeb6-b38ae19c9c49","height":22.78,"width":19.97},{"id":"a6c4145d-7d64-471a-ba32-a1a31679ac9b","height":29.61,"width":10.69},{"id":"a30f26f0-d74b-4a67-9125-4998c42a25b2","height":30.14,"width":24},{"id":"9c1d126b-79b9-4ccf-b7ab-3ac554ee3ef3","height":30.66,"width":18.92},{"id":"111bbdef-a3d4-426d-a7dd-d5956bfdaabf","height":30.66,"width":18.92},{"id":"3f6d1e4b-2eb5-4967-8132-051d7399949b","height":30.14,"width":28.03}]}},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"6acf0b4c-540e-48db-bbe5-589c4fa70a73","height":21.9,"width":20.15},{"id":"491f174a-b9d2-4e0b-aeb6-b38ae19c9c49","height":22.78,"width":19.97},{"id":"a6c4145d-7d64-471a-ba32-a1a31679ac9b","height":29.61,"width":10.69},{"id":"a30f26f0-d74b-4a67-9125-4998c42a25b2","height":30.14,"width":24},{"id":"9c1d126b-79b9-4ccf-b7ab-3ac554ee3ef3","height":30.66,"width":18.92},{"id":"111bbdef-a3d4-426d-a7dd-d5956bfdaabf","height":30.66,"width":18.92},{"id":"3f6d1e4b-2eb5-4967-8132-051d7399949b","height":30.14,"width":28.03}],"sign_height_raw":31.36,"sign_width_raw":"164"},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":32.0,"sign_width":164.0,"tax_factor":0.0887},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Dimension Calculation {"data":{"dim_id":"6acf0b4c-540e-48db-bbe5-589c4fa70a73","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Dimension Calculation {"data":{"dim_id":"491f174a-b9d2-4e0b-aeb6-b38ae19c9c49","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Dimension Calculation {"data":{"dim_id":"a6c4145d-7d64-471a-ba32-a1a31679ac9b","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":53,"sign_type_id":1,"heightOrWidth":"30.00","return":2,"price":361,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Dimension Calculation {"data":{"dim_id":"a30f26f0-d74b-4a67-9125-4998c42a25b2","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Dimension Calculation {"data":{"dim_id":"9c1d126b-79b9-4ccf-b7ab-3ac554ee3ef3","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Dimension Calculation {"data":{"dim_id":"111bbdef-a3d4-426d-a7dd-d5956bfdaabf","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Dimension Calculation {"data":{"dim_id":"3f6d1e4b-2eb5-4967-8132-051d7399949b","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":7,"baseProductionCost":2415,"result":[{"id":"6acf0b4c-540e-48db-bbe5-589c4fa70a73","height":21.9,"width":20.15,"depth":2,"price":236},{"id":"491f174a-b9d2-4e0b-aeb6-b38ae19c9c49","height":22.78,"width":19.97,"depth":2,"price":250},{"id":"a6c4145d-7d64-471a-ba32-a1a31679ac9b","height":29.61,"width":10.69,"depth":2,"price":361},{"id":"a30f26f0-d74b-4a67-9125-4998c42a25b2","height":30.14,"width":24,"depth":2,"price":392},{"id":"9c1d126b-79b9-4ccf-b7ab-3ac554ee3ef3","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"111bbdef-a3d4-426d-a7dd-d5956bfdaabf","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"3f6d1e4b-2eb5-4967-8132-051d7399949b","height":30.14,"width":28.03,"depth":2,"price":392}]},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2563.47,"taxFactor":0.0887,"tax":227.379789},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":3.0,"noOfFullBoxes":2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":30.0},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":398.04316546762584,"shippingWeightInKG":180.51844238894594},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":180.51844238894594,"shippingRateFound":false,"shippingRateRow":null},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2415,"PSUCost":148.47,"tax":227.379789,"shippingRate":null,"miscellaenous":0,"signPrice":2790.849789},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"164","sign_height":31.36,"sign_depth":2,"totalCost":2790.849789,"TATDays":7,"baseProductionCost":2415,"productionCost":2563.47,"PSUCost":148.47,"tax":227.379789,"shippingCost":null,"uniqueReturns_count":2,"objects_count":7},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"6acf0b4c-540e-48db-bbe5-589c4fa70a73","height":21.9,"width":20.15},{"id":"491f174a-b9d2-4e0b-aeb6-b38ae19c9c49","height":22.78,"width":19.97},{"id":"a6c4145d-7d64-471a-ba32-a1a31679ac9b","height":29.61,"width":10.69},{"id":"a30f26f0-d74b-4a67-9125-4998c42a25b2","height":30.14,"width":24},{"id":"9c1d126b-79b9-4ccf-b7ab-3ac554ee3ef3","height":30.66,"width":18.92},{"id":"111bbdef-a3d4-426d-a7dd-d5956bfdaabf","height":30.66,"width":18.92},{"id":"3f6d1e4b-2eb5-4967-8132-051d7399949b","height":30.14,"width":28.03}],"sign_height_raw":31.36,"sign_width_raw":"164"},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":32.0,"sign_width":164.0,"tax_factor":0.0887},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Dimension Calculation {"data":{"dim_id":"6acf0b4c-540e-48db-bbe5-589c4fa70a73","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Dimension Calculation {"data":{"dim_id":"491f174a-b9d2-4e0b-aeb6-b38ae19c9c49","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Dimension Calculation {"data":{"dim_id":"a6c4145d-7d64-471a-ba32-a1a31679ac9b","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":54,"sign_type_id":1,"heightOrWidth":"30.00","return":3,"price":379,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Dimension Calculation {"data":{"dim_id":"a30f26f0-d74b-4a67-9125-4998c42a25b2","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Dimension Calculation {"data":{"dim_id":"9c1d126b-79b9-4ccf-b7ab-3ac554ee3ef3","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Dimension Calculation {"data":{"dim_id":"111bbdef-a3d4-426d-a7dd-d5956bfdaabf","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Dimension Calculation {"data":{"dim_id":"3f6d1e4b-2eb5-4967-8132-051d7399949b","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":7,"baseProductionCost":2537,"result":[{"id":"6acf0b4c-540e-48db-bbe5-589c4fa70a73","height":21.9,"width":20.15,"depth":3,"price":248},{"id":"491f174a-b9d2-4e0b-aeb6-b38ae19c9c49","height":22.78,"width":19.97,"depth":3,"price":262},{"id":"a6c4145d-7d64-471a-ba32-a1a31679ac9b","height":29.61,"width":10.69,"depth":3,"price":379},{"id":"a30f26f0-d74b-4a67-9125-4998c42a25b2","height":30.14,"width":24,"depth":3,"price":412},{"id":"9c1d126b-79b9-4ccf-b7ab-3ac554ee3ef3","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"111bbdef-a3d4-426d-a7dd-d5956bfdaabf","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"3f6d1e4b-2eb5-4967-8132-051d7399949b","height":30.14,"width":28.03,"depth":3,"price":412}]},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2685.47,"taxFactor":0.0887,"tax":238.20118899999997},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":3.0,"noOfFullBoxes":2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":30.0},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":398.04316546762584,"shippingWeightInKG":180.51844238894594},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":180.51844238894594,"shippingRateFound":false,"shippingRateRow":null},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2537,"PSUCost":148.47,"tax":238.20118899999997,"shippingRate":null,"miscellaenous":0,"signPrice":2923.6711889999997},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"164","sign_height":31.36,"sign_depth":3,"totalCost":2923.6711889999997,"TATDays":7,"baseProductionCost":2537,"productionCost":2685.47,"PSUCost":148.47,"tax":238.20118899999997,"shippingCost":null,"uniqueReturns_count":2,"objects_count":7},"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:41] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 11:27:41"} 
[2026-04-07 11:27:42] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.36,"sign_width":"164","shipping_weight":57.51082367039944,"shape":"rectangular","dimensions":[{"id":"6acf0b4c-540e-48db-bbe5-589c4fa70a73","height":21.9,"width":20.15},{"id":"491f174a-b9d2-4e0b-aeb6-b38ae19c9c49","height":22.78,"width":19.97},{"id":"a6c4145d-7d64-471a-ba32-a1a31679ac9b","height":29.61,"width":10.69},{"id":"a30f26f0-d74b-4a67-9125-4998c42a25b2","height":30.14,"width":24},{"id":"9c1d126b-79b9-4ccf-b7ab-3ac554ee3ef3","height":30.66,"width":18.92},{"id":"111bbdef-a3d4-426d-a7dd-d5956bfdaabf","height":30.66,"width":18.92},{"id":"3f6d1e4b-2eb5-4967-8132-051d7399949b","height":30.14,"width":28.03}]}},"timestamp":"2026-04-07 11:27:42"} 
[2026-04-07 11:27:42] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 11:27:42"} 
[2026-04-07 11:27:42] local.INFO: Input Parameters {"data":{"dimensions_count":7,"shape":"rectangular"},"timestamp":"2026-04-07 11:27:42"} 
[2026-04-07 11:27:42] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 11:27:42"} 
[2026-04-07 11:27:42] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 11:27:42"} 
[2026-04-07 11:27:42] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 11:27:42"} 
[2026-04-07 11:27:42] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 11:27:42"} 
[2026-04-07 11:27:42] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 11:27:42"} 
[2026-04-07 11:27:42] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 11:27:42"} 
[2026-04-07 11:27:42] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1371.23,"dimensions_count":7},"timestamp":"2026-04-07 11:27:42"} 
[2026-04-07 11:30:58] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"164","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php4773.tmp"}},"file_present":true},"timestamp":"2026-04-07 11:30:58"} 
[2026-04-07 11:30:58] local.INFO: Validation Passed {"data":{"sign_width_or_height":"164","user_input_dimension":"width"},"timestamp":"2026-04-07 11:30:58"} 
[2026-04-07 11:31:00] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":7},"timestamp":"2026-04-07 11:31:00"} 
[2026-04-07 11:31:00] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":7},"timestamp":"2026-04-07 11:31:00"} 
[2026-04-07 11:31:00] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":7},"timestamp":"2026-04-07 11:31:00"} 
[2026-04-07 11:31:00] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":7},"timestamp":"2026-04-07 11:31:00"} 
[2026-04-07 11:31:00] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"164"},"timestamp":"2026-04-07 11:31:00"} 
[2026-04-07 11:31:00] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"164","file_size":23427},"timestamp":"2026-04-07 11:31:00"} 
[2026-04-07 11:31:00] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":7,"objects":[{"index":0,"position":{"x":752,"y":49,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.74,"bounding_box_area":441,"exact_perimeter":113.64,"approximate_perimeter":107.74,"convex_hull_perimeter":82.13,"perimeter_pixels":648.607214462437,"original_contour_points":275,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1632,"perimeter_to_area_ratio":0.6775},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detecti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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.78,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.14,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3131,"perimeter_to_area_ratio":0.3466},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-07 11:31:00"} 
[2026-04-07 11:31:00] local.INFO: Nested area calculated {"data":{"nestedArea":3941.0911},"timestamp":"2026-04-07 11:31:00"} 
[2026-04-07 11:31:00] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"f9c934d6-97e3-4ed4-a7fe-32c55e9f433a","height":30.66,"width":18.92,"perimeter":98.57,"area":397.78,"image":"data:image/png;base64,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"},{"id":"0b98fecc-3924-4cbf-8c71-72409747e776","height":30.14,"width":28.03,"perimeter":115.8,"area":334.14,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-07 11:31:00"} 
[2026-04-07 11:31:00] local.INFO: Number of letters detected {"data":{"noOfLetters":7},"timestamp":"2026-04-07 11:31:00"} 
[2026-04-07 11:31:00] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":725.03,"perimeter_in_feet":60.42},"timestamp":"2026-04-07 11:31:00"} 
[2026-04-07 11:31:00] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[167.74,283.61,127.01,177.37,399.34,397.78,334.14],"actualFilledAreaSum":1886.9899999999998},"timestamp":"2026-04-07 11:31:00"} 
[2026-04-07 11:31:00] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":13.1},"timestamp":"2026-04-07 11:31:00"} 
[2026-04-07 11:31:00] local.INFO: Average character height calculated {"data":{"avgCharHeight":27.98428571428571},"timestamp":"2026-04-07 11:31:00"} 
[2026-04-07 11:31:00] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":936.0,"originalHeight":179.0,"ratio":5.229050279329609},"timestamp":"2026-04-07 11:31:00"} 
[2026-04-07 11:31:00] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"164","otherDimensionOfSign":31.36},"timestamp":"2026-04-07 11:31:00"} 
[2026-04-07 11:31:01] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"15744\" height=\"3010.871794871795\" viewBox=\"0 0 936 179\">
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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.61,"bounding_box_area":454,"exact_perimeter":108,"approximate_perimeter":99.98,"convex_hull_perimeter":68.97,"perimeter_pixels":616.4163056034271,"original_contour_points":211,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3056,"perimeter_to_area_ratio":0.3808},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.78,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHAAAACzCAYAAABRnJhRAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1de2wc1fX+5rmPWXsdJ7HzMEmAklcDedKWZwCRChQpLaW0BVW0FKkU0aKohZb+UVCrIlWtoMCPSpCmVUsjEihtgVAElBIBIQECISElTwXIO7GTOLb3MTuv8/vDnJs7u2t7HY9jr7OfNPLuenfmzv3mnHvOueeeC9RQ1VCGugFnAjZu3EipVAqdnZ0wDAOKosAwDNi2DU3Tev2t4ziwLAsAUCgUkM/nkUgkkEwmMXXqVEU/HTdwJoOI6Pe//z1efPFFbNq0CY7jIJlMIp1OI5fLwTCMPs9hWRZs28axY8egaRouv/xy3HXXXaeh9TUgl8vRVVddRQAIANXX11N9fT1ZliU+q+SIxWIUi8UIANXV1dHDDz9MAFCTwEGGaZrIZrPifWdnJwBAURRomgYi6vX3DQ0NOH78OAqFglC3tm1DVVUANQIHHZ2dndA0DalUCkEQIJ/PAwB0XYfrun3+/vjx4+K1qqoIggCu68L3/e7zDE6za2Doug7HcZDJZMRnpmkiCAIAEJLUE4IggGma0DQNnucJiWXDpkbgICMWiwlp0TQNmqbB9334vg/DMOB5Xq+/V1UVjuOI9/x7lt4agYMM27ah693d7Ps+giAQUlSJCiUiKIoifsN/mfje5beGYY8agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY6qq1LheR65rotsNouuri60tbXBcRy0t7ejra0NuVwOuq5D13UEQQDf96FpGurr69HY2AjLspBIJNDc3Ixx48YBADRNq9qif8OaQCKiIAigqiq6urrw8ccfY9WqVdi0aRM++OAD7N69G/v27YNhGCAiFAoFABAF5FzXhWEYoXIeiqKgvr4es2bNwgUXXIAFCxZg7dq1NHPmTIwaNYq/UzWEDjsCPc8jTdOQy+Xw3nvvYfXq1VizZg3efvvtEkK49BQX0mHIhHmeh2I+Ojs7sW7dOqxbtw6JREJI7UUXXYSvf/3r2Lp1K02ZMgXxeByqqg5rMocNgUEQkKIo+OCDD/D000/jlVdewe7du+G6LnK5nPgeEQniokAul0MsFoOu63jzzTfx5ptvYty4cViyZAkWLVqE9vZ2amhoqCqpPK3I5XJUKBTo3XffpVtvvZUaGhpI1/VQOUbDMCiVSlEsFiNFUfpVplFRlF4P/p6u6xSPx0nXdQJAqqpSIpGgiy++mB599FGybZuor9KCZdDR0UEXXnhhqD39aX/xb1RVJQD0yCOP9LstkeL48eNERPTHP/6RLrvssh4bbpomxeNx0jQtdBOGYVTUGX0RmE6nRafgs4fFNM3QuUeNGkXz58+nFStWUD6fJ8dxKu68EUcgfYaXX345RJxhGBSPxykWi1EqlaJkMln2Zpg8udN7OyqVQH5Qij8zDCN0viVLltC6desok8lU1IEjhkAmbu3atbR48WJRhVYmQpYyRVGENKiqSpqmUSKREFVr+3PzvR1yGxRFIU3TxPWYPL6maZoEdFfM/dWvfkVtbW3k+36vHTkiCCQi2rp1K/34xz+mMWPGCImD1DkAKB6PC9VYyY0WS0dPN1+JBKqqSvF4XJDEB7cvmUySYRikaZoYL88//3zavHkzua7bY2dWNYFERL7v07/+9S+68sorS9SlLH1sPHCD5Y6UO5ulpNKO6IvAnh4CTdMoHo+XPGSqqpKqqqTrOhmGQel0mpYtW9ajJA42gYPmRvAN3X333Vi1ahUOHjyIWCyGQqEg/DnZFZALnxJRqMipbPwRUYnf1xPkOps9/b+nmp1clBWACBAAEG3mv11dXfjBD36AbDaLzs5OqqurC7kcjuPAdV1R+JX9Uj4qvZeeMCgE5vN5AoCrr74au3fvxsGDBwF0V691HAdE1Gel2oGC+1B234rJPAWvoARBECAWi+Gee+7BRx99hAcffBBERExiXV0ddF0PlUvmSJH8kJ4qIicwk8mQ4zhYuHAhNmzYIBptmqYgD+i+8agc8nI+Nl+Ha1IXV76NCg0NDThx4gQAYPny5Uin07jvvvsQBAGpqqowWb7vi/hsEAR9bvgxJMhms3To0CGaOnWqGNN0XadYLFbix1VqqFR6lDNMTtehKAqlUinx/rbbbqMjR44QEZHneWIMlN0Uecyv5Pxy30EaAyObTjp69CjZto1rrrkGO3fuhKZpZcvkJxIJsV9ClNLA54tawipFJpMR0v7Xv/4V999/v9gyIJFIAOjWOnL97L4q1leCSAjMZDLk+z6uuOIKbNmyBaqqwnVd0UBWk4qiwPO8kxXX9cELxbKRMNhIJpMgIjGuxeNx+L6Pxx57DI899hh27dolvus4Tuieoxg+BtyDHR0dRES46qqrsG3bNmFZ6bouboyrtbM0MngvhIFAVdUSyVNVVRws+XLV9yilNJfLiXHQNE3Ytg2g+wH63e9+hyNHjuDAgQNiuwB5v4iBWqADBhGR4zg0b948AhAKfyUSiRI9zuMgO8OocAzo7eDIiXwdHneTyaQIz5mmSbqui/E3imvz9YpDbmPHjhXjHF+Pg/N838Xt7usa/DpyP3DhwoX4+OOPAUDsxhUEgXgSGbL/VvzkmaYJoFvFqKoKTdOEr1i8T4IMTdNQV1eHuXPnYu7cuZgwYQImTJiAyZMno76+Xki7oihiPM5kMti/f79wb95++23s378fra2tALpVYqFQEGNULBZDEAQoFArCimWLmqWq2B1oa2sraTPvn8SfRSV9p0xgZ2cn/fKXv8SuXbvQ1dUFoJsI13VDJnwlep4JA4DGxkYcPXoUTU1NaG1tFc4/0O1TdXV1IR6PY968eZg9eza++c1v4qyzzsK4ceNgGAZ0XS8Z+3izjWLT3fd9dHZ2YvPmzXj11Vfx/PPPY8uWLQBObvnGex2xI64oChzHCbkPVQciotWrV1N9fX1IlRWHvypREQ0NDQRAnMuyrNDvVFUVJrppmnTLLbfQ2rVryXEcIiIxT8cIgoB83yfXdSmfz4vPPc8jz/PI9/3QYds2ZTIZ8d3t27fTzTffLNT96NGjCTgZTlNVVbS1rq4ucpek3BFpLNT3fTp+/DhdeumlBJQPKMuR/EoO7hD5N4lEQnRePB6nO+64g/bt20dERIVCgWzbJtu2KQiCsuT0hiAIyHGcEvJd16VMJkNBEIgJZpk87kBN00J+bVUR6Hke3X333eLEiUSiRNJ4GqjSBjY1NYWkWDaG5s2bR0899RRls1kqFAqhzvY8jzhg7jiOINFxHHJdN/Q9z/PIcRwqFArif0REnZ2d4nUulxPnY4lctWoVtbS0UGNjo2hjVAbYaSewUCjQW2+9RQBKCDIMIyRBlT6hbK1y5J/Poes63XjjjdTZ2SmIIiJqb28XEiYTGgRBiRotB9/3BdGMz8J/4v8yoXzt2267TbQtnU5XpwRms1m65JJLSk7KHc4k8P8rNdf5YWDJS6fTtGLFCtGRjuNQR0eH6ORcLkft7e1EREKVFgqFkBrl15wCUY5Q+cEIgoBs2ybP8yiXy1EmkyEioq6uLiIiOnLkCL344ouUTqdFR/ZnmBhyAomInnrqKQIQim3K40O5eGd/Gsckvvjii0LCZFXJZMoqUJa8YgmUf1f8XdnYYYL5fbG0Mrq6umjNmjX9zgoYFgS2tbXRrFmzROPZMe1rwpQvyJYkN4Y/ly25ZDJJW7ZsId/3yxIzFGAC2XAiInrjjTeosbExNOnL2oPTNMo9nINBYEWxUCKiFStWYO/evcJfY/+oL7BPFgQBFEURsUD+vKurC6ZpYtSoUXjppZfQ0tKCTCYzKFM/pwJN05DP52GaJgzDQD6fx2WXXYZVq1ZhwoQJsG0b9fX1oj/oswxxTdMq2mL8tODw4cN0wQUXCDXJup9TGypJWWALk5/O4pSK119/vUR99eUOnA4EQUD5fF60JQgCYbmuWbNGWNB8T4qiiFBaVMeAJND3fXrmmWewdetWAN2Sw9EVDoH1BvpsIpVTFOSZiSAIYFkW7r//flx++eXQdV1ENzjqMdRwXRfxeByFQgHZbDaUhnHFFVfggQcewOjRowF0b7dqWZYIpQ2LSVse+3RdL9HpfUkfj4EshRxols/xwx/+kIiIjh07RkQnTXrZRRhKyC4HW6Q8Pn82E0PLly8X6Y98X3KUaqDHKRsxRESvvfZayAjhgy3OStL2+OY4m4vPMXfuXNq/f7/oLO4gIqJsNnt6GKoA7LIwbNsWjn4QBOS6Ln3nO98RfRQleX0R2KsKPXbsGJ588kkAJ6PoPFHanwHa8zyhTjgfpLm5GUuXLsXEiRMBdM9EWJYlrpNMJis2lAYbDQ0N8DwPJ06cEElMsjFGRLjvvvtQV1cHoHv1k2EYSCaTQ9fojo4O+uijj8iyrBIXAOh23CsxYordBgBi0QhRt7HCTjNRd2irnA83VGDXQY7+eJ4nJFA2vB5//PHQvGdUxympUCKiu+66S6g+ORGpvwlEsvrVNI0mT55M27dvHzYkDQQ8HmYyGfI8j771rW8Ji5Q7v6+HeyAE9qpC33333V5JrgSqqor5PM4XWbJkCcaPHz88rLQBQs731DQNt99+O8aOHRtJzmclKEsgEdG2bduwcePGAV+AJ3mB7htMp9O46aabUF9fP+BzDwfQZ24Sj3eXXXYZvva1rwE4PW5EWQILhQL+9re/IZPJDPgCchJTNpvF4sWLMX/+fAAoSbuoRrAvrCgKstksiAjf+973Tpt26VGFrly5siJHvS/4vo94PC6c8ltuuUVYsFGcfziAl4BblgVVVTFnzhzMmjXrtGSdlSXw2LFj+PTTTyOLRXLq37nnnotLLrkE+Xw+lDdazfB9X6hPdoEMw8Add9xxWq5f0oNERK+99ppoXBTg4O6NN96IRCIhFnuMBMgPeTabFUld3/jGNzBlypRBv35ZEfjPf/4D0zQjiUVyYm9dXR1uuOEGFAoFoUKjkvChhK7ryGQy8DwP6XQahmFAVVXU1dVhxowZg379EgJ37NiBjRs3wnEcEXDmg6T1B1RhhjOryZaWFsyaNQumaSKbzSKRSITW3VUriEhUhgJOTrMVCgXceuutALrdJ+6vqB/eEgL379+Po0ePAogmd5/V8Ny5c8VYGIvFAGD4zJcNAJw0LL8HuvNIZ82ahfPOOy80s8Klv6Ia/0NncV2XtmzZgtbWVmiaFgmBnudB13UsWrRIfMZj4Ehw5AGE+kpevDJt2jQsXLgQruuKe/V9XyQZRyGFIQJ1XcemTZsiq4LEmDRpEhYsWNB9wc+kcDjM9UUBJoMlihdxMjlXXnkliEgsaAUgllpHgRCBvu9j+/bt4nVUmD17NsaPHy8eDHldQbVDDlSUW3k0e/Zs8T9d14UkDsoYuGfPHhw4cADxeDySkzMWLFggBnLg5MMRtaQPBeSxTJYqXl43btw4uQpi6LdR2AAhAt9//310dnaWbdxAMG3aNBiGIW6Ab24wF3ieLsj3wOpTRjqdxnnnnQfgZOUL/k2kYyAR0Y4dO0RZjKigqirGjBkDTdNCy7Ns2x4x4yBrFHlRqVxsdsqUKbAsS3yP1WgU46Ag0HVd7Ny5E7ZtC7O3EhVXTAKb1aqqinPMmDFDrK9jsIM/ElBsTbNRo+s6bNvGjTfeKKRO07RI/d+Qjjx8+LDo/HLr7CoBO6xsiU2aNAkNDQ1C33PjeSHnSEc8Hsf48eNFcQfg5EMfxf0LAj3Pw86dO0OViCrR0eW+I382evTo0PuRMO71F5MmTUIymSypLhzpGOj7Pvbv3y9O3F/11lNViPHjx4fOFXWVhmpAc3Nz2QnsSAl0HAe+74esxSis0Dlz5iCZTIpzua4rnNqRMJ3UF/hem5qaxLDEw0mkdWKOHDkiLsiSUekTUk76eB1Ec3MzPM8rG2o6E8DaZ8yYMSX9GoUGEgTu2bMHpmkOSEfL39c0DbquI51OC6kDwmSPFCu0NyiKgkKhgFGjRokEqCiHDkHg0aNHxSwBm8GVini5sY+tzHPOOUdYYFySQ05yGunQdR2+74fGQDmgMVAIhmKxmJjLkisrVQL5e0y64zhobm7GtGnTAEBsF2CaZuTxwOEO0zQxZcoUISBcMzQKDaQC3fU9OW0cKC9RNZw6imPAcgnMgUIFurOqDhw4UEJgjchowFNOxetLIiPQtm3s27ev+4MzwLQfCrD6BPouBd0fqEC3b3b48OHQP2rSFx0URRErl6KGEDdeGSuH0M4UI2Mwwepz1KhRME2zbHnMgUAFus15Oc29Rlx08DwPqqqioaEB8Xg8lD8TWSSGTyr7ZTUVGg2YrGQyKXJGWUAiDaXJyTn9ObFcRgSAmLjlUBo3Vh645eSekQ42XnK5HNLpdGiTyshKLvNaNrnW56mieAwt95pxpkg5JzTJfqDrupHcvwp0d24qlSpJ9+uPJBYXOGeUIzFKFTLcIZdkYQKjDOirfMKxY8eWzCpUEqtk0vl3ssqUD06xOBPB986OPBMY2RhomiYmTJhQEimvNOlGJrB4LrGcRJ+JVm42my3JhYksEpNKpTBlypQBibasFjltXJ5GAkrnDc8EIlkojhw5IhaCss0R2XygZVnKhAkThMrUNE1Yk32hWHXKk5X5fF5UgC++qTMF7Da0traKdZJRro0USjiZTIYypiudeCx2I+TXvNUcz8hXmig1ksDjP1f253SKqFZmhZKaOB+Gk28rQfG8IZeV1DQNXV1deOutt4QvxCVHZP9wpIPn/li78WR2VEvMxRnGjBkT8gMHIuayOuWBm6WbnzwOMY10sF3B/Rn1PYuzTZ48OZS3P1CwvyfPcnC0B4gmrbya0NHRIV5H6U4JApuamsr6bn2hXEaa7LBv27YttAnWYNzEcAYPMby1D/dLVPcvGNJ1HYlEQqhRuThrb+hp9p4bunnzZqFGZcNI3hdpJINtCi4CKw8vkaYVapqGs88+W7zuL8qRoSgKPv30U1HxSd5LKaol3MMdrMna29sH5fwhCZw1a1ZoZVElKrQnKWKJtG0bmUxGTFfJq57OFDXquq4gUA41RoEQQy0tLUJ9VqpC5UYxZLWqqiry+byYMJaXVp8JVmihUIBt22LhrKyBokDID5w0aZKYE6z0Aj2tTpKXmK1fv17syweMXMnje5YDFrquY/PmzcKI4f10gWj6QVahykUXXYSJEyfC8zzh2A8URIStW7eKwkEyRsIYKD/AxYtb+f+bNm0SG0CyI8/lRgaKkA77/Oc/jwkTJoj3UcyYK4qCdevW4dChQ2U3RR7J4DoAb7zxRsgS72kp3qkgRKBhGBg3bpzYdSSSKX9dx9atW7Fr1y6x5HgkJQ6XuwdZlQLdxSM4xMhLDHr6bX8RIpCIMHPmzMj2OAe6G9nR0SG2Ni3n1I8EyISxKtU0Da2trdi7d2/oe2wgRq5CDcPAF7/4RRF0jsJSYp3/3nvvgYhCg/hIGANllJOo999/X1SrKF4jHwVCBCqKosydOxfTp08HEE0Hc/xz/fr1+Oijj0KfjRQpLOfb8YQ2115l8CrdqArelZyhpaUFX/jCF2BZVjQi/plV9sknnwgCOTIzEsZAhnwvPJmdyWTw3nvvAYCYF5XHx0hDaYxcLoebb745tJLGMIwSl0I2RHo7uPHxeByPPPIIgO4UDq5iCISD3/JRDSqWa+pw0hK7B8lkEq+99hreeOONkro5URpxJQRalqXMnDkThmHANE2hCrihXEOmUnBOpG3b2LZtG/bs2ROaVupNyqtBQuX5Uy61xcPDP//5z0G/flkl3NzcjOnTp4d0e7HV1J/O5Rhoe3s7XnnlFZHYOlLAWQZcTtrzPHR1deHVV18d9GuXJdDzPFx//fVwXVds9CQ74axeK7FSTdNEoVAQ1ufKlSvF5GY1qMi+IGskfsh1Xcfzzz8/aDMQoeuX+9AwDOW6665DS0uLSEgqXjMhO6SVgFXMW2+9hX/84x9CPRdnawMoGUOHM9jfy2QySCQSsG0bnufhgQceOC0PaI8MnHPOObj66qtDMxOyL1NpNSf+DsdCHcfBn/70J+Tz+RFTpcLzPFiWhSAIkEgk8Oabb+LDDz8cWgJVVcV1110Hy7LE4CwbMkBlKtD3fZGVxplYmzZtwkMPPYRCoVD1s/JyvziOg4MHD+L//u//hn7rHZ6daG5uhmVZJY3tz1oHeWaDz/GLX/xCrAquZhLZTmhvb0c8HsfTTz+NZ599NtJ18L2h10Fs9OjRuPfee9HR0SGkiAdpdg968uGKxzW2OjlMV19fj9tvv11YqLz1uLx+YLhYqp2dncJwc11XpMbLWXwc93z44YehaZoo7DPQfTcGjEOHDtGoUaMIgNjMOJ1Oi9eVHPK+uYlEQryuq6ujZcuWiQ2PeUNI3rN2OGyELO+VK+/xWygUyHEccl1X7O65aNEiSiaT4n6L9x0+1UM51U2Qge5SzLfeeisBJzf3NQyDYrFYxTtQyqQZhhEiPxaL0Y4dO6irqytEpLy16VAjk8mE2sMPGpPneR6tWLFCdDYTyLt4DiaBffoBQRDgRz/6EdLptMhrcV1XOK+Voji13DRNkWZx+eWXw3EcoZKHW/IvF+4Duqt58NhfKBSgqipeeukl/PznP4eu68I9YpdiWICI6Nvf/jYB3VuKm6bZ7yeIN02WNwg2DENI9U033URtbW3iKc9ms2J/2uEAx3HEhsjyNuT/+9//aMGCBeKeTNOMfCPkAalQoHtLng8//JDmzJkjNu+ttIHy94r3keejoaGBANB1111H+Xw+NNYMB/i+T47jkOM44jPXdam1tZWuv/76knGeH/CoSBwwgUC3FP75z38my7LESSsxZHqSVh5H+SZN06REIkFLliyhQ4cODRsST5w4IV53dXVRa2srERF98skn9N3vfle0XVVVqqurKxnzhw2BAJDL5Wj69OkUi8X63YhYLBYik7c11zQttMe8oii0dOlSOnLkSOiJH0p4nhfa637nzp3CsONDljbTNMtqmiEnkIjohRdeECdlInmMkyUKRWqlt4O/Z5omJZNJAkDXXHMNbdmyRVh82WxWdKBsEQZBICxBz/PI9/3Q0RccxxHnsG07tLc9awE+LxHR+vXrafHixZFK2GkjEADa29vpN7/5TegCo0ePLlGNlfqJuq4L0opJnzp1Kq1Zs4Y6OztD5HV0dJQYOL7vl3zGZARBIEgqZxjJpBF1q01+YAqFAuXzecpms/TEE0/QpEmTCOh2qaKUstNGIADs2rWLLrzwwpBa1HVd6H6WwkpJ5DGEfyOPIclkkpYvXy46V5bEjo6OEmm0bZtyuRwVCoUSCZSl1XVdchyHcrkcua5Ltm1TR0dHSG1ns1nK5XKUz+fp17/+tfDr5Aeuks6v1F8+bQQSEa1cuZIMwxA3ww1NJBKnNIjruh4aC1mS+f38+fPp2WefFUTIEZLekMvlyLZtcl23IrfEdV3K5/OCyFWrVtH8+fOF1PHDGYvFKpJA7peBkBg5gUziT37yEwK6rS6+sXQ6LaSqksbJUiq/lsmUIxqLFi2if//733TixAnhl3meJ0hiOI5DHR0dfRLGD4JsqNi2TY8//jjNmDGDVFUtaRe/l9tYCYGnSuSgEej7Pt1www0EdMc1ixvXH2uVHX3+nWVZoc6SAwiaptG1115Lzz33HLW2tobUKjvcxdLGajKfz1OhUAjFMIMgIM/zaN++fbRs2TJauHAhpVIpMgwj9CAmEgnhKlR6qKoqLO5TJXFQCGQS9+7dS/Pnzw+pk/Hjx/ergaZp9ho31DRNPAy6rlNjY2Pot4sXL6Ynn3ySDhw4IBxuti5lomQwafv376cnnniCrr32WhF81jStpJMTiURI4tgfrpTAciRWSmRvBA44Z+GzQR7nn38+Dh48CMuykM1mRbnJvqaEilftcg4NT1eZpolcLie+x3ORvu8jHo/DcZzQUq50Oo2Wlhace+65aG5uFtue8lRVe3s7Dh06hIMHD+LEiRNixxp5NZGczsHtkPOAOIWwEhSnnVDRFFLx+3KQ5xa5Hx555BHceeed0eSc+L5PW7ZsoQsuuICAUgOEpYufnng8PmDLbLgcsi/MkisbcaNGjaJ169bRz372s5CP3J/hZUCzEZVA0zTlnHPOwcsvv4y5c+eGamHKKYS6rovcESKKfK/eoUChUIBpmkin0yVr/mKxGO655x7MmTMHc+fOBXByVoYnhQeKyNY4W5alWJaFF154AU1NTbBtG42NjWIGn/MleaHjsJpuGQBM00QqlRLpIY2NjWIHnKVLl+KWW25BMplUeBs+TgwjadpsIIh0kXp9fb2STqexY8cOTJ8+HcePH0csFhP7JfHWO7quR/YEDjUSiQSOHz8OoHt11/Hjx6EoCi699FL89Kc/xdixYwFAfAc4OS4OyuKWgSKVSimmaeKZZ57BtGnTYNu2eErZsMnlcpEt4R5qdHR0QNM0WJYFz/PQ0NCAMWPGYPXq1Vx7TgG6NxfjDHdOtYwi52dQykRYlqXMmDED77zzDpYsWQLf95HJZEBEomamZVnDJmlpIOClYjwcTJ06Fa+//jpSqRTq6+uFlVgoFBCLxUJ7KUaBQavzoWmaEovFsHLlSlxzzTX8GVKpFIDhky4xUPAQYZompk2bhkcffRTTpk2DYRghE1/evZrHvki3nxsMJBIJRdM0rF69Gg8//DAKhYJYAMJPZLWDyRszZgxeeuklXHjhhdA0rcQ/SyaTwsfkUp6DsrwsasTjcUVRFOXOO+/Eu+++iy9/+cuiiIK86AUIL5Yplzgci8VCdUxN06xofWJvkM9XydK5RCJR8pu77roLb7/9NiZPnizGvGLw0gIiEiJ00a0AAALmSURBVFYql9zs7eBr8BqMId3Klufdfvvb34oUCkjhsnLTT5qmlTj+pmmK75YLT/U3VFUcyjNNk1KplPhcVVVKJBKh8Jmu69TU1ERPPfUU7dmzh6iPkMqqVatCgY1Kp9oMwxDOu67rpOs6KYpCy5Yt6zuEM1ggItqzZw/dfPPNlEgkRKCaG1pMrqIoZFkW1dfXh4LLnAE2EAItyxIREp7T7GkmJZlMiv9dfPHF9M4775DruhV15F/+8pdQJIVf93Xwd2OxGKVSKXFPDz300NARCACcNtja2krf//73Q0+n3PDiyVOZFH4aByqB8rVlyaivrxfSxxI6efJkevDBB0X2eKX3u3z5ctI0jdLptGhbJfOJ5WY/kskk/eEPfxhaAhmdnZ0UBAF98skndO+999LEiROF6mCVFYvFRMq6qqohiY1CAnnqiD/j/B45S6C5uZmWLl1Khw8f7hdxjOeeey7Unv4mhslTW+l0evgQyLBtmxzHoQ0bNtDdd99N5557bonK4YPJiYJAPnisLVafZ599Nt122220adMmMQ11Kve3YcMGWrhwITU2NlIsFqO6ujpKJpNkWVavB8+NWpYl2jZz5kz6+9//TkAE00lRg5/utrY27N+/H8899xz++9//Yv369WI7b9d1hSXXl6XZl7AkEglxLj7fxIkT8ZWvfAVf/epXMXv2bBEO68nCrPS+OJDBleyTyWSfIcVkMgnbtuG6LhKJRPFWRsN7DXM+n6d4PI6jR49i+/bt2LhxIzZu3Ijt27fj0KFDyGazoRhjOfRF4Pjx42FZFs466yzMnj0bX/rSlzBnzhy0tLTAsqwBkXY6MKwbVwyWzs7OTuzevRu7d+/Ghg0bcOzYMezZswd79+7F0aNHxaITjvpz5D+VSqGpqQmTJk3CWWedhcbGRsybNw/nnXcePve5z8llQqqmX6qmoeWwdu1a4oWUsqCw1HHkQy4wB5zcWkhVVZx//vlV3Qc1VDn+HxTLPp5YSspGAAAAAElFTkSuQmCC","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.14,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3131,"perimeter_to_area_ratio":0.3466},"image_base64":"data:image/png;base64,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"},{"id":"7b87c3c0-8bd1-44f2-a280-4a2415b4e7a7","height":22.78,"width":19.97,"perimeter":108,"area":283.61,"image":"data:image/png;base64,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"},{"id":"ef2b0a95-7b1d-43cb-9c98-4800f148714b","height":29.61,"width":10.69,"perimeter":83.59,"area":127.01,"image"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"},{"id":"d73460a8-fcb5-489f-9821-b212d043ce3d","height":30.66,"width":18.92,"perimeter":98.57,"area":399.34,"image":"data:image/png;base64,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"},{"id":"f9c934d6-97e3-4ed4-a7fe-32c55e9f433a","height":30.66,"width":18.92,"perimeter":98.57,"area":397.78,"image":"data:image/png;base64,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"},{"id":"0b98fecc-3924-4cbf-8c71-72409747e776","height":30.14,"width":28.03,"perimeter":115.8,"area":334.14,"image":"data:image/png;base64,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"}],"no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":27.98428571428571,"widthOfSign":"164","otherDimensionOfSign":31.36,"width_of_smaller_line":20},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:01] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1424,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":"Greater than 24 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ls1kqFAqhzvY8jzhg7jiOINFxHHJdN\\/Q9z\\/PIcRwqFArif0REnZ2d4nUulxPnY4lctWoVtbS0UGNjo2hjVAbYaSewUCjQW2+9RQBKCDIMIyRBlT6hbK1y5J\\/Poes63XjjjdTZ2SmIIiJqb28XEiYTGgRBiRotB9\\/3BdGMz8J\\/4v8yoXzt2267TbQtnU5XpwRms1m65JJLSk7KHc4k8P8rNdf5YWDJS6fTtGLFCtGRjuNQR0eH6ORcLkft7e1EREKVFgqFkBrl15wCUY5Q+cEIgoBs2ybP8yiXy1EmkyEioq6uLiIiOnLkCL344ouUTqdFR\\/ZnmBhyAomInnrqKQIQim3K40O5eGd\\/Gsckvvjii0LCZFXJZMoqUJa8YgmUf1f8XdnYYYL5fbG0Mrq6umjNmjX9zgoYFgS2tbXRrFmzROPZMe1rwpQvyJYkN4Y\\/ly25ZDJJW7ZsId\\/3yxIzFGAC2XAiInrjjTeosbExNOnL2oPTNMo9nINBYEWxUCKiFStWYO\\/evcJfY\\/+oL7BPFgQBFEURsUD+vKurC6ZpYtSoUXjppZfQ0tKCTCYzKFM\\/pwJN05DP52GaJgzDQD6fx2WXXYZVq1ZhwoQJsG0b9fX1oj\\/oswxxTdMq2mL8tODw4cN0wQUXCDXJup9TGypJWWALk5\\/O4pSK119\\/vUR99eUOnA4EQUD5fF60JQgCYbmuWbNGWNB8T4qiiFBaVMeAJND3fXrmmWewdetWAN2Sw9EVDoH1BvpsIpVTFOSZiSAIYFkW7r\\/\\/flx++eXQdV1ENzjqMdRwXRfxeByFQgHZbDaUhnHFFVfggQcewOjRowF0b7dqWZYIpQ2LSVse+3RdL9HpfUkfj4EshRxols\\/xwx\\/+kIiIjh07RkQnTXrZRRhKyC4HW6Q8Pn82E0PLly8X6Y98X3KUaqDHKRsxRESvvfZayAjhgy3OStL2+OY4m4vPMXfuXNq\\/f7\\/oLO4gIqJsNnt6GKoA7LIwbNsWjn4QBOS6Ln3nO98RfRQleX0R2KsKPXbsGJ588kkAJ6PoPFHanwHa8zyhTjgfpLm5GUuXLsXEiRMBdM9EWJYlrpNMJis2lAYbDQ0N8DwPJ06cEElMsjFGRLjvvvtQV1cHoHv1k2EYSCaTQ9fojo4O+uijj8iyrBIXAOh23CsxYordBgBi0QhRt7HCTjNRd2irnA83VGDXQY7+eJ4nJFA2vB5\\/\\/PHQvGdUxympUCKiu+66S6g+ORGpvwlEsvrVNI0mT55M27dvHzYkDQQ8HmYyGfI8j771rW8Ji5Q7v6+HeyAE9qpC33333V5JrgSqqor5PM4XWbJkCcaPHz88rLQBQs731DQNt99+O8aOHRtJzmclKEsgEdG2bduwcePGAV+AJ3mB7htMp9O46aabUF9fP+BzDwfQZ24Sj3eXXXYZvva1rwE4PW5EWQILhQL+9re\\/IZPJDPgCchJTNpvF4sWLMX\\/+fAAoSbuoRrAvrCgKstksiAjf+973Tpt26VGFrly5siJHvS\\/4vo94PC6c8ltuuUVYsFGcfziAl4BblgVVVTFnzhzMmjXrtGSdlSXw2LFj+PTTTyOLRXLq37nnnotLLrkE+Xw+lDdazfB9X6hPdoEMw8Add9xxWq5f0oNERK+99ppoXBTg4O6NN96IRCIhFnuMBMgPeTabFUld3\\/jGNzBlypRBv35ZEfjPf\\/4D0zQjiUVyYm9dXR1uuOEGFAoFoUKjkvChhK7ryGQy8DwP6XQahmFAVVXU1dVhxowZg379EgJ37NiBjRs3wnEcEXDmg6T1B1RhhjOryZaWFsyaNQumaSKbzSKRSITW3VUriEhUhgJOTrMVCgXceuutALrdJ+6vqB\\/eEgL379+Po0ePAogmd5\\/V8Ny5c8VYGIvFAGD4zJcNAJw0LL8HuvNIZ82ahfPOOy80s8Klv6Ia\\/0NncV2XtmzZgtbWVmiaFgmBnudB13UsWrRIfMZj4Ehw5AGE+kpevDJt2jQsXLgQruuKe\\/V9XyQZRyGFIQJ1XcemTZsiq4LEmDRpEhYsWNB9wc+kcDjM9UUBJoMlihdxMjlXXnkliEgsaAUgllpHgRCBvu9j+\\/bt4nVUmD17NsaPHy8eDHldQbVDDlSUW3k0e\\/Zs8T9d14UkDsoYuGfPHhw4cADxeDySkzMWLFggBnLg5MMRtaQPBeSxTJYqXl43btw4uQpi6LdR2AAhAt9\\/\\/310dnaWbdxAMG3aNBiGIW6Ab24wF3ieLsj3wOpTRjqdxnnnnQfgZOUL\\/k2kYyAR0Y4dO0RZjKigqirGjBkDTdNCy7Ns2x4x4yBrFHlRqVxsdsqUKbAsS3yP1WgU46Ag0HVd7Ny5E7ZtC7O3EhVXTAKb1aqqinPMmDFDrK9jsIM\\/ElBsTbNRo+s6bNvGjTfeKKRO07RI\\/d+Qjjx8+LDo\\/HLr7CoBO6xsiU2aNAkNDQ1C33PjeSHnSEc8Hsf48eNFcQfg5EMfxf0LAj3Pw86dO0OViCrR0eW+I382evTo0PuRMO71F5MmTUIymSypLhzpGOj7Pvbv3y9O3F\\/11lNViPHjx4fOFXWVhmpAc3Nz2QnsSAl0HAe+74esxSis0Dlz5iCZTIpzua4rnNqRMJ3UF\\/hem5qaxLDEw0mkdWKOHDkiLsiSUekTUk76eB1Ec3MzPM8rG2o6E8DaZ8yYMSX9GoUGEgTu2bMHpmkOSEfL39c0DbquI51OC6kDwmSPFCu0NyiKgkKhgFGjRokEqCiHDkHg0aNHxSwBm8GVini5sY+tzHPOOUdYYFySQ05yGunQdR2+74fGQDmgMVAIhmKxmJjLkisrVQL5e0y64zhobm7GtGnTAEBsF2CaZuTxwOEO0zQxZcoUISBcMzQKDaQC3fU9OW0cKC9RNZw6imPAcgnMgUIFurOqDhw4UEJgjchowFNOxetLIiPQtm3s27ev+4MzwLQfCrD6BPouBd0fqEC3b3b48OHQP2rSFx0URRErl6KGEDdeGSuH0M4UI2Mwwepz1KhRME2zbHnMgUAFus15Oc29Rlx08DwPqqqioaEB8Xg8lD8TWSSGTyr7ZTUVGg2YrGQyKXJGWUAiDaXJyTn9ObFcRgSAmLjlUBo3Vh645eSekQ42XnK5HNLpdGiTyshKLvNaNrnW56mieAwt95pxpkg5JzTJfqDrupHcvwp0d24qlSpJ9+uPJBYXOGeUIzFKFTLcIZdkYQKjDOirfMKxY8eWzCpUEqtk0vl3ssqUD06xOBPB986OPBMY2RhomiYmTJhQEimvNOlGJrB4LrGcRJ+JVm42my3JhYksEpNKpTBlypQBibasFjltXJ5GAkrnDc8EIlkojhw5IhaCss0R2XygZVnKhAkThMrUNE1Yk32hWHXKk5X5fF5UgC++qTMF7Da0traKdZJRro0USjiZTIYypiudeCx2I+TXvNUcz8hXmig1ksDjP1f253SKqFZmhZKaOB+Gk28rQfG8IZeV1DQNXV1deOutt4QvxCVHZP9wpIPn\\/li78WR2VEvMxRnGjBkT8gMHIuayOuWBm6WbnzwOMY10sF3B\\/Rn1PYuzTZ48OZS3P1CwvyfPcnC0B4gmrbya0NHRIV5H6U4JApuamsr6bn2hXEaa7LBv27YttAnWYNzEcAYPMby1D\\/dLVPcvGNJ1HYlEQqhRuThrb+hp9p4bunnzZqFGZcNI3hdpJINtCi4CKw8vkaYVapqGs88+W7zuL8qRoSgKPv30U1HxSd5LKaol3MMdrMna29sH5fwhCZw1a1ZoZVElKrQnKWKJtG0bmUxGTFfJq57OFDXquq4gUA41RoEQQy0tLUJ9VqpC5UYxZLWqqiry+byYMJaXVp8JVmihUIBt22LhrKyBokDID5w0aZKYE6z0Aj2tTpKXmK1fv17syweMXMnje5YDFrquY\\/PmzcKI4f10gWj6QVahykUXXYSJEyfC8zzh2A8URIStW7eKwkEyRsIYKD\\/AxYtb+f+bNm0SG0CyI8\\/lRgaKkA77\\/Oc\\/jwkTJoj3UcyYK4qCdevW4dChQ2U3RR7J4DoAb7zxRsgS72kp3qkgRKBhGBg3bpzYdSSSKX9dx9atW7Fr1y6x5HgkJQ6XuwdZlQLdxSM4xMhLDHr6bX8RIpCIMHPmzMj2OAe6G9nR0SG2Ni3n1I8EyISxKtU0Da2trdi7d2\\/oe2wgRq5CDcPAF7\\/4RRF0jsJSYp3\\/3nvvgYhCg\\/hIGANllJOo999\\/X1SrKF4jHwVCBCqKosydOxfTp08HEE0Hc\\/xz\\/fr1+Oijj0KfjRQpLOfb8YQ2115l8CrdqArelZyhpaUFX\\/jCF2BZVjQi\\/plV9sknnwgCOTIzEsZAhnwvPJmdyWTw3nvvAYCYF5XHx0hDaYxcLoebb745tJLGMIwSl0I2RHo7uPHxeByPPPIIgO4UDq5iCISD3\\/JRDSqWa+pw0hK7B8lkEq+99hreeOONkro5URpxJQRalqXMnDkThmHANE2hCrihXEOmUnBOpG3b2LZtG\\/bs2ROaVupNyqtBQuX5Uy61xcPDP\\/\\/5z0G\\/flkl3NzcjOnTp4d0e7HV1J\\/O5Rhoe3s7XnnlFZHYOlLAWQZcTtrzPHR1deHVV18d9GuXJdDzPFx\\/\\/fVwXVds9CQ74axeK7FSTdNEoVAQ1ufKlSvF5GY1qMi+IGskfsh1Xcfzzz8\\/aDMQoeuX+9AwDOW6665DS0uLSEgqXjMhO6SVgFXMW2+9hX\\/84x9CPRdnawMoGUOHM9jfy2QySCQSsG0bnufhgQceOC0PaI8MnHPOObj66qtDMxOyL1NpNSf+DsdCHcfBn\\/70J+Tz+RFTpcLzPFiWhSAIkEgk8Oabb+LDDz8cWgJVVcV1110Hy7LE4CwbMkBlKtD3fZGVxplYmzZtwkMPPYRCoVD1s\\/JyvziOg4MHD+L\\/\\/u\\/\\/hn7rHZ6daG5uhmVZJY3tz1oHeWaDz\\/GLX\\/xCrAquZhLZTmhvb0c8HsfTTz+NZ599NtJ18L2h10Fs9OjRuPfee9HR0SGkiAdpdg968uGKxzW2OjlMV19fj9tvv11YqLz1uLx+YLhYqp2dncJwc11XpMbLWXwc93z44YehaZoo7DPQfTcGjEOHDtGoUaMIgNjMOJ1Oi9eVHPK+uYlEQryuq6ujZcuWiQ2PeUNI3rN2OGyELO+VK+\\/xWygUyHEccl1X7O65aNEiSiaT4n6L9x0+1UM51U2Qge5SzLfeeisBJzf3NQyDYrFYxTtQyqQZhhEiPxaL0Y4dO6irqytEpLy16VAjk8mE2sMPGpPneR6tWLFCdDYTyLt4DiaBffoBQRDgRz\\/6EdLptMhrcV1XOK+Voji13DRNkWZx+eWXw3EcoZKHW\\/IvF+4Duqt58NhfKBSgqipeeukl\\/PznP4eu68I9YpdiWICI6Nvf\\/jYB3VuKm6bZ7yeIN02WNwg2DENI9U033URtbW3iKc9ms2J\\/2uEAx3HEhsjyNuT\\/+9\\/\\/aMGCBeKeTNOMfCPkAalQoHtLng8\\/\\/JDmzJkjNu+ttIHy94r3keejoaGBANB1111H+Xw+NNYMB\\/i+T47jkOM44jPXdam1tZWuv\\/76knGeH\\/CoSBwwgUC3FP75z38my7LESSsxZHqSVh5H+SZN06REIkFLliyhQ4cODRsST5w4IV53dXVRa2srERF98skn9N3vfle0XVVVqqurKxnzhw2BAJDL5Wj69OkUi8X63YhYLBYik7c11zQttMe8oii0dOlSOnLkSOiJH0p4nhfa637nzp3CsONDljbTNMtqmiEnkIjohRdeECdlInmMkyUKRWqlt4O\\/Z5omJZNJAkDXXHMNbdmyRVh82WxWdKBsEQZBICxBz\\/PI9\\/3Q0RccxxHnsG07tLc9awE+LxHR+vXrafHixZFK2GkjEADa29vpN7\\/5TegCo0ePLlGNlfqJuq4L0opJnzp1Kq1Zs4Y6OztD5HV0dJQYOL7vl3zGZARBIEgqZxjJpBF1q01+YAqFAuXzecpms\\/TEE0\\/QpEmTCOh2qaKUstNGIADs2rWLLrzwwpBa1HVd6H6WwkpJ5DGEfyOPIclkkpYvXy46V5bEjo6OEmm0bZtyuRwVCoUSCZSl1XVdchyHcrkcua5Ltm1TR0dHSG1ns1nK5XKUz+fp17\\/+tfDr5Aeuks6v1F8+bQQSEa1cuZIMwxA3ww1NJBKnNIjruh4aC1mS+f38+fPp2WefFUTIEZLekMvlyLZtcl23IrfEdV3K5\\/OCyFWrVtH8+fOF1PHDGYvFKpJA7peBkBg5gUziT37yEwK6rS6+sXQ6LaSqksbJUiq\\/lsmUIxqLFi2if\\/\\/733TixAnhl3meJ0hiOI5DHR0dfRLGD4JsqNi2TY8\\/\\/jjNmDGDVFUtaRe\\/l9tYCYGnSuSgEej7Pt1www0EdMc1ixvXH2uVHX3+nWVZoc6SAwiaptG1115Lzz33HLW2tobUKjvcxdLGajKfz1OhUAjFMIMgIM\\/zaN++fbRs2TJauHAhpVIpMgwj9CAmEgnhKlR6qKoqLO5TJXFQCGQS9+7dS\\/Pnzw+pk\\/Hjx\\/ergaZp9ho31DRNPAy6rlNjY2Pot4sXL6Ynn3ySDhw4IBxuti5lomQwafv376cnnniCrr32WhF81jStpJMTiURI4tgfrpTAciRWSmRvBA44Z+GzQR7nn38+Dh48CMuykM1mRbnJvqaEilftcg4NT1eZpolcLie+x3ORvu8jHo\\/DcZzQUq50Oo2Wlhace+65aG5uFtue8lRVe3s7Dh06hIMHD+LEiRNixxp5NZGczsHtkPOAOIWwEhSnnVDRFFLx+3KQ5xa5Hx555BHceeed0eSc+L5PW7ZsoQsuuICAUgOEpYufnng8PmDLbLgcsi\\/MkisbcaNGjaJ169bRz372s5CP3J\\/hZUCzEZVA0zTlnHPOwcsvv4y5c+eGamHKKYS6rovcESKKfK\\/eoUChUIBpmkin0yVr\\/mKxGO655x7MmTMHc+fOBXByVoYnhQeKyNY4W5alWJaFF154AU1NTbBtG42NjWIGn\\/MleaHjsJpuGQBM00QqlRLpIY2NjWIHnKVLl+KWW25BMplUeBs+TgwjadpsIIh0kXp9fb2STqexY8cOTJ8+HcePH0csFhP7JfHWO7quR\\/YEDjUSiQSOHz8OoHt11\\/Hjx6EoCi699FL89Kc\\/xdixYwFAfAc4OS4OyuKWgSKVSimmaeKZZ57BtGnTYNu2eErZsMnlcpEt4R5qdHR0QNM0WJYFz\\/PQ0NCAMWPGYPXq1Vx7TgG6NxfjDHdOtYwi52dQykRYlqXMmDED77zzDpYsWQLf95HJZEBEomamZVnDJmlpIOClYjwcTJ06Fa+\\/\\/jpSqRTq6+uFlVgoFBCLxUJ7KUaBQavzoWmaEovFsHLlSlxzzTX8GVKpFIDhky4xUPAQYZompk2bhkcffRTTpk2DYRghE1\\/evZrHvki3nxsMJBIJRdM0rF69Gg8\\/\\/DAKhYJYAMJPZLWDyRszZgxeeuklXHjhhdA0rcQ\\/SyaTwsfkUp6DsrwsasTjcUVRFOXOO+\\/Eu+++iy9\\/+cuiiIK86AUIL5Yplzgci8VCdUxN06xofWJvkM9XydK5RCJR8pu77roLb7\\/9NiZPnizGvGLw0gIiEiJ00a0AAALmSURBVFYql9zs7eBr8BqMId3Klufdfvvb34oUCkjhsnLTT5qmlTj+pmmK75YLT\\/U3VFUcyjNNk1KplPhcVVVKJBKh8Jmu69TU1ERPPfUU7dmzh6iPkMqqVatCgY1Kp9oMwxDOu67rpOs6KYpCy5Yt6zuEM1ggItqzZw\\/dfPPNlEgkRKCaG1pMrqIoZFkW1dfXh4LLnAE2EAItyxIREp7T7GkmJZlMiv9dfPHF9M4775DruhV15F\\/+8pdQJIVf93Xwd2OxGKVSKXFPDz300NARCACcNtja2krf\\/\\/73Q0+n3PDiyVOZFH4aByqB8rVlyaivrxfSxxI6efJkevDBB0X2eKX3u3z5ctI0jdLptGhbJfOJ5WY\\/kskk\\/eEPfxhaAhmdnZ0UBAF98skndO+999LEiROF6mCVFYvFRMq6qqohiY1CAnnqiD\\/j\\/B45S6C5uZmWLl1Khw8f7hdxjOeeey7Unv4mhslTW+l0evgQyLBtmxzHoQ0bNtDdd99N5557bonK4YPJiYJAPnisLVafZ599Nt122220adMmMQ11Kve3YcMGWrhwITU2NlIsFqO6ujpKJpNkWVavB8+NWpYl2jZz5kz6+9\\/\\/TkAE00lRg5\\/utrY27N+\\/H8899xz++9\\/\\/Yv369WI7b9d1hSXXl6XZl7AkEglxLj7fxIkT8ZWvfAVf\\/epXMXv2bBEO68nCrPS+OJDBleyTyWSfIcVkMgnbtuG6LhKJRPFWRsN7DXM+n6d4PI6jR49i+\\/bt2LhxIzZu3Ijt27fj0KFDyGazoRhjOfRF4Pjx42FZFs466yzMnj0bX\\/rSlzBnzhy0tLTAsqwBkXY6MKwbVwyWzs7OTuzevRu7d+\\/Ghg0bcOzYMezZswd79+7F0aNHxaITjvpz5D+VSqGpqQmTJk3CWWedhcbGRsybNw\\/nnXcePve5z8llQqqmX6qmoeWwdu1a4oWUsqCw1HHkQy4wB5zcWkhVVZx\\/\\/vlV3Qc1VDn+HxTLPp5YSspGAAAAAElFTkSuQmCC\"},{\"id\":\"0b98fecc-3924-4cbf-8c71-72409747e776\",\"height\":30.14,\"width\":28.03,\"perimeter\":115.8,\"area\":334.14,\"image\":\"data:image\\/png;base64,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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:01] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":167.76,"other_dimension_of_sign":31.36,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1424}},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:01] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:01] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:01] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:01] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:01] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:01] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:01] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:01] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:01] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:01] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:01] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:01] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"8.2399"},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:01] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"120.9348924"},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:01] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:01] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:01] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"1.90323"},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:01] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"13.4005518"},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:01] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:01] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:01] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:01] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:01] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":11.4625},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:01] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":106.5098076},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:01] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"2.1896"},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:01] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"104.58077"},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:01] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:01] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:01] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:31:01"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"0.945"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"4.8755"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.006009397851599999},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":6.009397851599999},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00047728599749999995},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.47728599749999995},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.00455257413},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":4.55257413},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.00935664444"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"9.35664444"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00454107654"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"4.54107654"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0060803028"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"6.0803028"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00048514752"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.48514752"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":6.300485855820001},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":20.5275},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"20.8012"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"5.2316345438113"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":460.27193693491995,"totalDenseWeight_before_formula":52.2825669730904},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":506.299130628412},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":7,"totalDenseWeight":57.51082367039944},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":7,"sign_depth":"1"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":20.15,"height":21.9,"depth":"1"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":10.69,"height":29.61,"depth":"1"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":24,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":28.03,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775561462_f5f5194b465063f2d08fee6551ccffe1","bins_packed":[{"bin_data":{"w":28.33,"h":30.96,"d":9.1,"id":"unique","used_space":65.8453,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":30.96,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/817bac84de3dacaf9531a7507f275412/1775561462-8628-8704402.svg","items":[{"id":"item-7","w":28.33,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/817bac84de3dacaf9531a7507f275412/1775561462-8622-5704639.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":24.3,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/817bac84de3dacaf9531a7507f275412/1775561462-8624-5888407.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":10.99,"h":29.91,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/817bac84de3dacaf9531a7507f275412/1775561462-8625-5065133.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":20.27,"h":23.08,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/817bac84de3dacaf9531a7507f275412/1775561462-8625-2612888.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":20.45,"h":22.2,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/817bac84de3dacaf9531a7507f275412/1775561462-8626-2565906.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/817bac84de3dacaf9531a7507f275412/1775561462-8627-3229412.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/817bac84de3dacaf9531a7507f275412/1775561462-8627-7666030.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:02] local.INFO: Box added from packed bin {"data":{"length":9.1,"width":28.33,"height":30.96,"denseWeight":57.51082367039944},"timestamp":"2026-04-07 11:31:02"} 
[2026-04-07 11:31:03] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":11.1,"width":30.33,"height":33.21},"quantity":1,"denseWeight":57.51082367039944}],"cheapestShippingCost":564.9262884433225,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":744.8077642125686,"tariffAndDS":744.8077642125686,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1200.9280390163456,"totalShipmentCostFormula":"((tariffAndDS (744.80776421257) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1200.93","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":421.0892292673239,"tariffAndDS":421.0892292673239,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":678.964273270633,"totalShipmentCostFormula":"((tariffAndDS (421.08922926732) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 678.96","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":564.9262884433225,"tariffAndDS":564.9262884433225,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":564.9262884433225,"totalShipmentCostFormula":"(((tariffAndDS (564.92628844332) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 564.92628844332","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":373.82035385759633,"tariffAndDS":373.82035385759633,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":602.7479385599884,"totalShipmentCostFormula":"((tariffAndDS (373.8203538576) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 602.75","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":585.4601849646663,"tariffAndDS":585.4601849646663,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":998.3267074017489,"totalShipmentCostFormula":"(( tariffAndDS (585.46018496467) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 998.32670740175","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":57.51082367039944,"rate":453.21999999999997,"tariffAndDS":510.7308236703994,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":871.5638618870197,"totalShipmentCostFormula":"(((tariffAndDS (510.7308236704) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 871.56386188702","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":1025.1082367039944,"tariffAndDS":1025.1082367039944,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1025.1082367039944,"totalShipmentCostFormula":"((tariffAndDS (1025.108236704) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1025.108236704","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 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[2026-04-07 11:31:03] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 11:31:03"} 
[2026-04-07 11:31:03] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 11:31:03"} 
[2026-04-07 11:31:03] local.INFO: Final API Response {"data":{"sign_width":"164","sign_height":31.36,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1200.93","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":421.0892292673239,"tariffAndDS":421.0892292673239,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":678.964273270633,"totalShipmentCostFormula":"((tariffAndDS (421.08922926732) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 678.96","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":564.9262884433225,"tariffAndDS":564.9262884433225,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":564.9262884433225,"totalShipmentCostFormula":"(((tariffAndDS (564.92628844332) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 564.92628844332","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy 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Certified","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.006009397851599999,"result":6.009397851599999,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.00047728599749999995,"result":0.47728599749999995,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.00455257413,"result":4.55257413,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":28,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":29,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":30,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":31,"dense_weight_expression":0.00935664444,"result":"9.35664444","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00454107654,"result":"4.54107654","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.0060803028,"result":"6.0803028","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00048514752,"result":"0.48514752","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":6.300485855820001,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":20.5275,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":20.8012,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":5.2316345438113,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":57.51082367039944,"result":506.299130628412,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"164","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":167.76,"other_dimension_of_sign":31.36,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1424},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1424},"timestamp":"2026-04-07 11:31:03"} 
[2026-04-07 11:31:03] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 11:31:03"} 
[2026-04-07 11:31:04] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.36,"sign_width":"164","dimensions":[{"id":"e31f7316-2acb-45bb-a285-47c72586e087","height":21.9,"width":20.15},{"id":"7b87c3c0-8bd1-44f2-a280-4a2415b4e7a7","height":22.78,"width":19.97},{"id":"ef2b0a95-7b1d-43cb-9c98-4800f148714b","height":29.61,"width":10.69},{"id":"549d255b-6d26-4168-b22f-b97f1b8698a1","height":30.14,"width":24},{"id":"d73460a8-fcb5-489f-9821-b212d043ce3d","height":30.66,"width":18.92},{"id":"f9c934d6-97e3-4ed4-a7fe-32c55e9f433a","height":30.66,"width":18.92},{"id":"0b98fecc-3924-4cbf-8c71-72409747e776","height":30.14,"width":28.03}]},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.36,"sign_width":"164","dimensions":[{"id":"e31f7316-2acb-45bb-a285-47c72586e087","height":21.9,"width":20.15},{"id":"7b87c3c0-8bd1-44f2-a280-4a2415b4e7a7","height":22.78,"width":19.97},{"id":"ef2b0a95-7b1d-43cb-9c98-4800f148714b","height":29.61,"width":10.69},{"id":"549d255b-6d26-4168-b22f-b97f1b8698a1","height":30.14,"width":24},{"id":"d73460a8-fcb5-489f-9821-b212d043ce3d","height":30.66,"width":18.92},{"id":"f9c934d6-97e3-4ed4-a7fe-32c55e9f433a","height":30.66,"width":18.92},{"id":"0b98fecc-3924-4cbf-8c71-72409747e776","height":30.14,"width":28.03}]}},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"e31f7316-2acb-45bb-a285-47c72586e087","height":21.9,"width":20.15},{"id":"7b87c3c0-8bd1-44f2-a280-4a2415b4e7a7","height":22.78,"width":19.97},{"id":"ef2b0a95-7b1d-43cb-9c98-4800f148714b","height":29.61,"width":10.69},{"id":"549d255b-6d26-4168-b22f-b97f1b8698a1","height":30.14,"width":24},{"id":"d73460a8-fcb5-489f-9821-b212d043ce3d","height":30.66,"width":18.92},{"id":"f9c934d6-97e3-4ed4-a7fe-32c55e9f433a","height":30.66,"width":18.92},{"id":"0b98fecc-3924-4cbf-8c71-72409747e776","height":30.14,"width":28.03}],"sign_height_raw":31.36,"sign_width_raw":"164"},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":32.0,"sign_width":164.0,"tax_factor":0.0887},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Dimension Calculation {"data":{"dim_id":"e31f7316-2acb-45bb-a285-47c72586e087","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Dimension Calculation {"data":{"dim_id":"7b87c3c0-8bd1-44f2-a280-4a2415b4e7a7","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Dimension Calculation {"data":{"dim_id":"ef2b0a95-7b1d-43cb-9c98-4800f148714b","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":53,"sign_type_id":1,"heightOrWidth":"30.00","return":2,"price":361,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Dimension Calculation {"data":{"dim_id":"549d255b-6d26-4168-b22f-b97f1b8698a1","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Dimension Calculation {"data":{"dim_id":"d73460a8-fcb5-489f-9821-b212d043ce3d","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Dimension Calculation {"data":{"dim_id":"f9c934d6-97e3-4ed4-a7fe-32c55e9f433a","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Dimension Calculation {"data":{"dim_id":"0b98fecc-3924-4cbf-8c71-72409747e776","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":7,"baseProductionCost":2415,"result":[{"id":"e31f7316-2acb-45bb-a285-47c72586e087","height":21.9,"width":20.15,"depth":2,"price":236},{"id":"7b87c3c0-8bd1-44f2-a280-4a2415b4e7a7","height":22.78,"width":19.97,"depth":2,"price":250},{"id":"ef2b0a95-7b1d-43cb-9c98-4800f148714b","height":29.61,"width":10.69,"depth":2,"price":361},{"id":"549d255b-6d26-4168-b22f-b97f1b8698a1","height":30.14,"width":24,"depth":2,"price":392},{"id":"d73460a8-fcb5-489f-9821-b212d043ce3d","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"f9c934d6-97e3-4ed4-a7fe-32c55e9f433a","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"0b98fecc-3924-4cbf-8c71-72409747e776","height":30.14,"width":28.03,"depth":2,"price":392}]},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2563.47,"taxFactor":0.0887,"tax":227.379789},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":3.0,"noOfFullBoxes":2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":30.0},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":398.04316546762584,"shippingWeightInKG":180.51844238894594},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":180.51844238894594,"shippingRateFound":false,"shippingRateRow":null},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2415,"PSUCost":148.47,"tax":227.379789,"shippingRate":null,"miscellaenous":0,"signPrice":2790.849789},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"164","sign_height":31.36,"sign_depth":2,"totalCost":2790.849789,"TATDays":7,"baseProductionCost":2415,"productionCost":2563.47,"PSUCost":148.47,"tax":227.379789,"shippingCost":null,"uniqueReturns_count":2,"objects_count":7},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"e31f7316-2acb-45bb-a285-47c72586e087","height":21.9,"width":20.15},{"id":"7b87c3c0-8bd1-44f2-a280-4a2415b4e7a7","height":22.78,"width":19.97},{"id":"ef2b0a95-7b1d-43cb-9c98-4800f148714b","height":29.61,"width":10.69},{"id":"549d255b-6d26-4168-b22f-b97f1b8698a1","height":30.14,"width":24},{"id":"d73460a8-fcb5-489f-9821-b212d043ce3d","height":30.66,"width":18.92},{"id":"f9c934d6-97e3-4ed4-a7fe-32c55e9f433a","height":30.66,"width":18.92},{"id":"0b98fecc-3924-4cbf-8c71-72409747e776","height":30.14,"width":28.03}],"sign_height_raw":31.36,"sign_width_raw":"164"},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":32.0,"sign_width":164.0,"tax_factor":0.0887},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Dimension Calculation {"data":{"dim_id":"e31f7316-2acb-45bb-a285-47c72586e087","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Dimension Calculation {"data":{"dim_id":"7b87c3c0-8bd1-44f2-a280-4a2415b4e7a7","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Dimension Calculation {"data":{"dim_id":"ef2b0a95-7b1d-43cb-9c98-4800f148714b","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":54,"sign_type_id":1,"heightOrWidth":"30.00","return":3,"price":379,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Dimension Calculation {"data":{"dim_id":"549d255b-6d26-4168-b22f-b97f1b8698a1","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Dimension Calculation {"data":{"dim_id":"d73460a8-fcb5-489f-9821-b212d043ce3d","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Dimension Calculation {"data":{"dim_id":"f9c934d6-97e3-4ed4-a7fe-32c55e9f433a","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Dimension Calculation {"data":{"dim_id":"0b98fecc-3924-4cbf-8c71-72409747e776","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":7,"baseProductionCost":2537,"result":[{"id":"e31f7316-2acb-45bb-a285-47c72586e087","height":21.9,"width":20.15,"depth":3,"price":248},{"id":"7b87c3c0-8bd1-44f2-a280-4a2415b4e7a7","height":22.78,"width":19.97,"depth":3,"price":262},{"id":"ef2b0a95-7b1d-43cb-9c98-4800f148714b","height":29.61,"width":10.69,"depth":3,"price":379},{"id":"549d255b-6d26-4168-b22f-b97f1b8698a1","height":30.14,"width":24,"depth":3,"price":412},{"id":"d73460a8-fcb5-489f-9821-b212d043ce3d","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"f9c934d6-97e3-4ed4-a7fe-32c55e9f433a","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"0b98fecc-3924-4cbf-8c71-72409747e776","height":30.14,"width":28.03,"depth":3,"price":412}]},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2685.47,"taxFactor":0.0887,"tax":238.20118899999997},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":3.0,"noOfFullBoxes":2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":30.0},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":398.04316546762584,"shippingWeightInKG":180.51844238894594},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":180.51844238894594,"shippingRateFound":false,"shippingRateRow":null},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2537,"PSUCost":148.47,"tax":238.20118899999997,"shippingRate":null,"miscellaenous":0,"signPrice":2923.6711889999997},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"164","sign_height":31.36,"sign_depth":3,"totalCost":2923.6711889999997,"TATDays":7,"baseProductionCost":2537,"productionCost":2685.47,"PSUCost":148.47,"tax":238.20118899999997,"shippingCost":null,"uniqueReturns_count":2,"objects_count":7},"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:04] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 11:31:04"} 
[2026-04-07 11:31:05] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.36,"sign_width":"164","shipping_weight":57.51082367039944,"shape":"rectangular","dimensions":[{"id":"e31f7316-2acb-45bb-a285-47c72586e087","height":21.9,"width":20.15},{"id":"7b87c3c0-8bd1-44f2-a280-4a2415b4e7a7","height":22.78,"width":19.97},{"id":"ef2b0a95-7b1d-43cb-9c98-4800f148714b","height":29.61,"width":10.69},{"id":"549d255b-6d26-4168-b22f-b97f1b8698a1","height":30.14,"width":24},{"id":"d73460a8-fcb5-489f-9821-b212d043ce3d","height":30.66,"width":18.92},{"id":"f9c934d6-97e3-4ed4-a7fe-32c55e9f433a","height":30.66,"width":18.92},{"id":"0b98fecc-3924-4cbf-8c71-72409747e776","height":30.14,"width":28.03}]}},"timestamp":"2026-04-07 11:31:05"} 
[2026-04-07 11:31:05] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 11:31:05"} 
[2026-04-07 11:31:05] local.INFO: Input Parameters {"data":{"dimensions_count":7,"shape":"rectangular"},"timestamp":"2026-04-07 11:31:05"} 
[2026-04-07 11:31:05] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 11:31:05"} 
[2026-04-07 11:31:05] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 11:31:05"} 
[2026-04-07 11:31:05] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 11:31:05"} 
[2026-04-07 11:31:05] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 11:31:05"} 
[2026-04-07 11:31:05] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 11:31:05"} 
[2026-04-07 11:31:05] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 11:31:05"} 
[2026-04-07 11:31:05] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1371.23,"dimensions_count":7},"timestamp":"2026-04-07 11:31:05"} 
[2026-04-07 11:35:20] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"164","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Standard Raceway","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php44B5.tmp"}},"file_present":true},"timestamp":"2026-04-07 11:35:20"} 
[2026-04-07 11:35:20] local.INFO: Validation Passed {"data":{"sign_width_or_height":"164","user_input_dimension":"width"},"timestamp":"2026-04-07 11:35:20"} 
[2026-04-07 11:35:22] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":7},"timestamp":"2026-04-07 11:35:22"} 
[2026-04-07 11:35:22] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":7},"timestamp":"2026-04-07 11:35:22"} 
[2026-04-07 11:35:22] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":7},"timestamp":"2026-04-07 11:35:22"} 
[2026-04-07 11:35:22] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":7},"timestamp":"2026-04-07 11:35:22"} 
[2026-04-07 11:35:22] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"164"},"timestamp":"2026-04-07 11:35:22"} 
[2026-04-07 11:35:22] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"164","file_size":23416},"timestamp":"2026-04-07 11:35:22"} 
[2026-04-07 11:35:22] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":7,"objects":[{"index":0,"position":{"x":752,"y":49,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.71,"bounding_box_area":441,"exact_perimeter":113.64,"approximate_perimeter":107.74,"convex_hull_perimeter":82.13,"perimeter_pixels":648.607214462437,"original_contour_points":275,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1632,"perimeter_to_area_ratio":0.6776},"image_base64":"data:image/png;base64,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","detection_approa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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.78,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.14,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3131,"perimeter_to_area_ratio":0.3466},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-07 11:35:22"} 
[2026-04-07 11:35:22] local.INFO: Nested area calculated {"data":{"nestedArea":3941.0911},"timestamp":"2026-04-07 11:35:22"} 
[2026-04-07 11:35:22] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"8430e431-ad18-462d-ac63-d37aac438ba5","height":22.78,"width":19.97,"perimeter":108,"area":283.57,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHYAAACGCAYAAAAINX4IAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1de3CcVRU/32u/3c1usnn2GRJDWlraYqVgGeloobWAwDDi8KiCIA6joGOLOoozOKIzjOLYERhGRAYddAZQR0GFgUJtsYqUtkBbCmllQqBNX0lI0uz7e/38Iz2399vdZDfNJk3SnJk7u/vt7vfde373nHvuOefeSzRNU5KU012B0VI2m0UgEKCuri7q6ekhy7LIsizq7++n3t5eSqVSZNs2aZpGmqaRogw2WdM0CgQCZBgGzZgxgzRNo0gkQjNnzqRYLEaWZVFFRcWk5c+kqbjjOFBVlRRFIdd16cCBA7Rnzx5qb2+nd955h9ra2qitrY0GBgZI0zQiIrJt23cPRVEIgO+aruukKArZtk3BYJAWLFhAS5cupdbWVlqyZAktXbqUzjrrLPkek4JnE7qSjuNA0zTq6uqi7du30wsvvECvvfYadXR00MDAABENAmNZ1pjWo66ujhYuXEirV6+mz372s7R48WKKRqNENHGBnnCVSqVSCIVCdPz4cdq6dSv961//oo0bN1Jvby/19vZSNpvNk7qxJpZ0RVEEyCtWrKDVq1fT0qVLKRaLkaqqE46XE4Jwgt566y2sW7cOZ599NlRVBRH5iqZpCAaDME2z4PdjUTRNg6qqUBRFXFNVFbW1tWhtbcUjjzyCvXv3chPGt9dNVAKAvr4+/PznP0dLS4tgWjAYhGEY0DQNhmGMG4jDFUVR8uphmiaICDU1Nbj11lvx6quvwnEcOI5zZgLseR6OHj2Kxx9/HOeffz5mzJiBQCAA0zR9khEKhQTYuq5D13VomgZN08RnGgdAFUWBYRgIhUIIBoNDdrSamhrccccd2LlzJyzLQjKZPDMA7unpAQBs2rQJK1asyANGVVWEQiGEQiFomuZjrvx5PEs4HPZ1Ni48LASDQQQCAYTDYQQCARARotEofvCDH+Cjjz5CJpOZ2uACwNtvv40rrrhCgGgYho8hcmHp1HUdpmnCMAwhPYFAQIy1uf8bq8JDRG6nkztnIBAQn0OhEGbPno3f//73+N///jf1xl8A6Orqwi9/+UvMmzdvSMbpuo5IJOIDiyWFASWJyYWkaCwLDwfyc/lzbn00TfN9/sY3voG2tja4rjs1wAWAffv24brrrhMAVVRUiAbzGDqWhTuFXMb6mXJhbTR79mz87ne/g+d5k1s927aNZ599FrNmzRKNZGuXxpGxE6EEg0FEo1EQEe644w44jjP5wO3r6wMAPProoz4QZYtXUZRxHR8LlfGS3mAwKN5XV1eDiLB48WIcOHBg8oy7H330EQBg/fr1ICIYhoFgMCjGHFVVxdx0vCSXx7/c8ZrrMtbPVxQF4XAYVVVVoj6qqqK1tRW7du2a+OAODAwgHo9jzZo1ICJUVlb6JEJRFGHp8rXxADd3bB3v8VZRFFRWVorPPOZWVlZi7ty5eOmllyYuuIlEAp7n4eqrrxbqh0EzDAOVlZU+lcQSPJ5z09NlPMntrqqq8nUwIkJDQwM++OADeJ43scAFgFQqhcsuuwymaaKqqkqoPx5HZWZGIhFEIpFxYyyrXF3XYRgGdF0fVxcld3DZpuD2yzzav38/jh8/PjHAdV0XqVQKq1atKshQZqJsOMlMHQ+ADcOAaZoIhUIIh8NCm4wnuNFoVDxPdmjw+1gshoqKCrz22mtlUcujCjX19fXBcRy6/vrradeuXdTX10eGYZDjOCK0pus6OY6T/+ATYUxFUcgwDMpms0REFAwGyfM8EWM1TZOy2Szpui7uxffjjAjHcaihoYFaW1tp4cKFdO6551JLSwuH06i2tpYsyyLHcUjTNDIMg1zXpYGBAUokEnTw4EHq6uqitrY22rVrF7W3t4vna5pGuq5TNpulQCBAnucREYl7qapKmqZRJpPJa6+maeS6rmjrUARAtHPOnDm0adMmmj9/PmmaNv6hQNd1YVkW1q5di5qaGtEDZS/McGOZbJkSkXDs8/ccEFBVFdFotKC0z5o1CxdffDF++tOf4uWXX0Y8HgcAOI6DeDwOy7Igk+d5vs+O4yCdTovPiUQCe/fuxRNPPIHbbrsNra2tefVm50p1dbV4z3VjN2duG4sVVtXscz7vvPNw5MgRJBKJ8VfLAHD33XcLRstTBx7LcplCQwAbCATEf1ltF/Idczn//PPxi1/8Ah9++CEAIJvNwrZtuK6bB55lWXAcx3fd8zzf59wOAAC2bePQoUPYvXs3brjhBuFcMAzDN3zkTmEoB1DZvz1UCYVCvg6raRqWL18Ox3Fg2/b4gQsAzz77rOildKIn83s2VEoFlj/nGjW6rgupCIfD+MxnPoPHHnsMR48eLQiKbduwbTsPIBlYz/Ng2zYsy4LruuJ3rusik8kgnU7ndQ4A+Oc//4m7774b4XBYAMxtzHW2aJqW5+8uBiz/Vn5/zz33IJvNjg+wqVQKO3fuFB4UWUrlhjFAQ3mXCqliwzAQCASEkcPfzZ8/Hw8++CD6+/sFCEw9PT1Ip9NwHMcnkZZlwbbtgiAVkk4OjsuSb9s2UqkUACCZTMJ1XWzduhULFiwQ9YzFYlBV1Rfa40hUqcCSpKlYlVdUVEBRFDzxxBMAxniOy41ubW0VQOY6HLj3coWHmqfKwLIU5Pbe2bNn48orr/RJpeu6SCQSiMfjeaBls9mCapUlMZPJCEllG4GBkyn3vvw5k8kAAOLxOO677z6hnrlwGFIGlaM/xYCVQ4GxWEz8v6WlBV1dXWMLLgB8+9vfzjOUZBVsmmZJTodciWUm8PvGxkY88MADAAZDfqxiZWkFgO7ubiQSCWSzWR8QDGIpJEu853lCcjOZDOLxOLLZrLh/KpUSAPf09GDlypU+r5Icrit1jJXzt1hiZU13zz334ODBg2MDLAC0t7dj5syZAjiWNLlRuZZtqcBWVlYKYFetWoUXX3xRqEUGNJPJCGnLZrN5BlGhcbOQKvY8b8jvcjsOAAF6d3e3rzN4nofu7m6sWrUKdXV1eW0sZEwNJbHMS9nSli3sZ555BkCZpTaVSsG2baxevVr0JlZDpeQcyR1AtihZ2rlxhmGgqalJRD3kqchEJtd1sX79et+Qkus+Zbuj1ASB3I5/4YUXlt8rBQA//OEPUVdX56vUSB343PBAICCmCdyIWCyGRYsW4f333wd7syYLccf/5je/6Zv2cSdmQOX5fTFwZWDZ7njooYcAlElqM5kMjh49ipkzZ+ZJn5wJMVzhXif/V7YgiQhnn302Ojo64HmeYFQ2my2oGicyrV271pf3VKrxNByw8gzjvffeA1AGcB3HwY9+9CNf+qcMaCmGkqyuZVXM6qq1tRUDAwM4fvw4gJNjGRspE50ymYxv3P785z8vOmwwGBwSUBm04YDl/Goiwpe//OXyZF709/ejurrap3Zlo2g4A6kQuNwp+HXmzJk4ePCgAJPnj0y5DoeJSKxV2HIeGBjAggULUFdXJ6Z+owGWr0WjUQQCAbz11ltIpVKnDm4mk8GDDz7ok65CE+9ioOZah3wfwzDw8MMPA4DwBrG/N5lMore39/QgdQrEFjZb6zt27EBTU5Ov3aeqiokItbW1gm+33347gFGo4927d6OlpUWkt5AkafL8tViRLUS5B95xxx0ABp3vMqXTaTEHlT1KE5Wy2ayw4FOplHi/YcMG4SYdjfEk85D9yqe8hCQej+Phhx8u+FBN03zTlJGAyyr57LPPFmMqMCihTLL6nQzjrOu6ogOyRwsADh06hDVr1pRlupOrMe+9995Ty1GOx+NYtmxZycANV7hyPPeNRCJ4/vnnAeS77yYj8RibGzXq6+tDW1ubT9PJbshSp4tsgMmdorGxceTrgmzbxl//+lefN2i0hRtWX1+PSy+9VEjlVAM2d+hIp9PCsUPkn0WcSpYk/z4YDGLjxo2wLKsguGqhi7qu01NPPUUDAwNFo/+lkGmalEwmyTRNqquro/vuu09sJ5BKpUZ9/9NNipQNAsC3RUIwGKR169ZRNBoV2yyEQiHSNI08zytpEbci7ZvBfMtkMvTCCy+IjI6SyHVdzJo1a0Rj6HBFdkzcf//9ACDCalOBZCcKT9fYyk+n07BtG9dee63ggRzJKSXviufEcjiUaDDhoKOjozR1DACvvPIKVFUta6IZd5IjR44I9SsbTJOZcjM0Cn331FNPiWWXhUAbruQuBONruq7jscceK2hE5aliz/Pot7/9LXmeJxLMykEA6Nprr6Xq6mpSFIUymQyFw+GCiW6TjTipznVdcl0377t0Ok3Lli2jyspKymQyIqFOVdWSeOw4Tt6QyEmDf/vb3woOl3nAvvfee7Rp0yaxRQ7r9NFSNBqlW2+9lUzTpEQiQcFgkBzHyWPEZCZmsOd55Hkeua5LjuMI2+KSSy4hIhL7S42Et6o6CFUwGPRd3717N/X09OT/Xv4AAO+++y719PSIh+q6PoKmDV0pz/PoyiuvJKLB3kY0aACYpjnq+59uAkAARCqqqqqisMETDofphhtuIE3TyHEcsbEY86KUZxCdBNi2bTJNk44fP06HDh3K+32exG7atEnkwmqadsrqWFEUUhRFgLp27VphwZmmSa7rUkVFxSnde6IRt3Wo667rkq7rdP3115PrumQYhhCY3E3GhiLWbDyLcByHstksDQwM0HPPPUeA37z2AZvNZunQoUOk6zrZti16x2gpGo3SggULxH2JTo5LmKBrkcpJ8lZ/H/vYx4SwlIu/W7ZsEQnrTL47t7e30/79+8UDy/XgpqYmuuiii4hosIdy7wMwsnnYFKCLLrqIXNclz/OGlPSR0muvvZbnDxDIOY6D7du308GDBwXjy8X0c845hxYtWkREfrXleV7ZOs9EJ+blpz/9afGZx+bRUjqdpr6+Pt81wVVN02jbtm2UTqcFsOWaiixcuJBisRgRDRpjDCb32qlOOLFdHxHR8uXLqb6+vqwd2jAMeu+993zXfHd/++23xbgXCATKNv6de+65RDTYUdhoYCvyTCA2RImI5s2bR83NzWVtu+M49Prrr/sMKHF313Wpo6ODXNcVlmy5aN68eYMPkyQVQNnmyJOFPM+jSCRCc+bMEXPdcmgsAPTGG29QMpkU1wSwqVSKPvroo8GLqiqWCZbjwQ0NDWI8dV2XLMsS951KDopixEszKysryyo4pmlSZ2cnHT9+XFwTwL755ptkWZbY/3ck0Qf5AUQk3GUAqKWlhUKhkG9P4dydvqc6pdNpIjrpmKmtrRW8Ksdw53kedXR00LvvviuuCbdSV1eXkKiRPjB3QbK88HnevHlkmqZoFGsDVkOu6056cIvxKhQKEdFJ7bRo0SLKZrMUiUQom82W7KQYimzbplQqRUeOHBHX1BMVQ1tbm5Ayrmyp4A6lVkOhENXW1or4I9EgsCzRbFTwFGiyFtmFWKgw87m9c+bMISIqC6hMlmXRgQMHhAGl8wN2796dFzAulWRA5e0D2JMVj8fJNE2h3tlA4+dM9SkPzzKSySTFYjE6fPgw1dXVFXTenwoxH2WfsU5E1NvbS/v27RMAsVVcKriyISBbu57n0TvvvENr1qwhXddJ0zShCcrldZkIVKwdmUyGQqEQKYpCsViMtm/fLgzVUCgkxuBTJcZJ7igC2GPHjgmARspwVkfsKmOL2nVd6urqoq6urjyPU+7/JzMVqz8bpOFwWLj+gsEgZTKZssS8mf+JROLkM4mIksmksFp5nOVeUIpazlWnbBix5OdOxnPvOdUDAcxbNi7D4bCPP6MlHtY4FEh0Alge8/hH8sNkS3k44v/IapylVL5fbu+e7NJaKhmGQZZliVcGORAIjPp4GcYnmUwKjaATEfX39ws9zxI20p7Ev5f/V+geudI51aWViSUp1woux5lBrAFTqZQQFJVocHAfSjWeaWG1qUIq0aAIs6TKMVJ5XjtNk4vygCXKz6+ZpslHKtFJF6BsyEyleeaZSCqRP5zGVK7o/jSdHlKJTkYd2GxmSZ0GdvKSSpSfOywDO62OJyfpRMNL5lDfyQEDOV/YMAxKpVLkeZ5vr1/5P8XuPU1+KiZcckSO/RGjT/OnwYyARCJB2WzW5/vMXcsyFJDT1vfwVMyXwJt0V1RUUE1NzeC1cjyYT182DEPEHHVdJ9d1fQf5DiWx006Q4alYIgInORw7dkx4ssoCrKIoZJomOY5zSoHjyZ5BMdZUzFcfjUYJAFVWVlIgECCiMgJrWZaQvEgkQrZtUzabFTFY/p1MfP1MSmg7FSrW8W3bpkwmQ4cPHxYJbWUDlo0oRVEomUwSAIpGo3ThhReKsBL/lsg/4HMvm6bCVCxxv6urixobG+mCCy6gyspKIioTsHLYj2gQvPr6evra175GP/nJT3z5s4WAnbaOh6diEmtZljhhhE/+KAuwuq4LcAzDINu2qb+/n/r7+7li05PhcSaViGjGjBmiVwAQDovhFk2xpHEqDK/7LBRMnqbxJ5VocB6qqmrB1eulqMmhXJBdXV3TU5nTRCrRoBUruw9lgEpxKeaunuPXE3muY1HvaSpCwlcsrzYfzUo4zilWVZWOHTs2PUc9TaQSDaZCzpw5U1yUgS1FlfJvcleop1KpaYk9TaQSEVVXV9N5553ny6AYbVQHAGUyGers7Bx9LadpxKQSEcViMVqyZAkpikK6rp+SwSPnCnOWYzqdpl27dpW3xtNUEqlEgxPg2bNn52VQEJUWeZE9S0T+wP3+/fvplPbVnaby0LZt28Q+fbzfX+6BSUMVeeNGRdrzr6qqCsuWLUN/f/80sONMQhxnzZpFgUCAFEURewaVGqmRXYa8GxkRUTwep87OzlEvOpqmURBvZcu7XvNrKduuEvk3WJY3r1YUBTt27JiW2HEmIbGqqlJzc7MYZ2W3YjHiBUZMPI/l73bu3Jm3Jdw0jS35LKPzzjtP7Ps3Ej/vUBEadlNu2bJl9DWdphGRD9jly5eLDSx5S9tSPVC5oTne7sa2bdq5c6dv44sznYDBQ5fkV6ZyPUN4/RVFUd599100NzfT/v37iYiE9I7E+0REYuvWE42gzs5OeuaZZ8jzPKiqekaH8OLxOJ588klav349NTY2UkNDA82cOZMaGhpo3rx5tHXrVjQ1NYm9O3iz6hP7G5fMO98PHcfBVVddRS+//PKINrDM3TqId7/m7AjLsuiSSy6hzZs3k3KGJypbloWVK1fStm3bhJZjvpmmSdFolGpra6m+vp5qa2upoqKCZs2aRXV1dTR37lyqr6+nqqoqqqqqopqaGopGo7yQemi+ZrNZ/PjHPxaWcKknYRUrPB9ub28vq7qZbJROp7FlyxZxDkCphytRjn8gEAigubkZa9aswW233YYNGzbgmWeewcDAwNC8ff7550d1RmyhwsCuW7fujAYWAK655hoQnTzKjEoEVdM0GIaR9x++3tzcjJdeemlo3nZ2dqKhoWHE89hiRdM06LqOzs7OMxJY27bxzjvvIBaLCbByT/QoVpQTZ76bpolAIODDpqWlBfv37xe8zTN5q6qq6LLLLhtVQKAQcd7xiy++SNls9owDV9d1evzxxymZTIqdZTk9t5T/8lhs2zbZti3SljRNo0gkQpdffjk1NjYOfZN0Oo3NmzfneZNGU3hMCYfDWLZsGdra2mDb9hkDbl9fH44ePYq5c+eCaNAXP5Kj5fiwQz5QqdC4/Oijj6K3t3d4nnqehxkzZvhAGW2RDbGbb775jBprAWD9+vW+oY3Pz6VTGM50XRdHv4bDYWia5lPDw1bkrrvuEhUYycOHKnzGO587+9///veMABcA3nzzTdGx6+rqBE9KPeOez6At9J2mabjiiitK4yUA7N27V4Ax2iI3IBgMQlVVXHzxxWcMsDfddJOPD3z+Lp2C4LAVLB+L9sc//rF0XlqWheuuuw6hUEio0kLzW6XIMdVsyfH/eGyZMWMGHnrooSkNLgD8+9//HvLEZy5UBEz+DYMqR+CWLVsGz/NK5yEAPP3009B1HcFg0HduKT+MQS8GrK7r4rdEhNmzZ4OI0NDQgKeeempKggsMnvi8cuXKUQPLQLI/wDRNcYr0z372s5EBS0SUTCaxcuVK381Z4lRVFQ8qBizRYDYFS7p8rHVjYyP6+vqmXJZFV1cXbr/9dqHpRgMsSVqScTBNE83NzThw4MDI+QYAzz33nACULWSWQn5oKRLLleOjrA3DEJP11atXo7+/H6lUakqACwB/+MMfRMcvB7DMK1nzfe973zt1bQdASC0P/mwA0QnpKwasPGXSNM1XOe6Jl156KeLx+KSX3P7+fmzfvh0tLS0+7TZaYElSxTzl2bt3b8GzY0siAPjzn/8sxlgZJHm8LaaKa2trfUaXDC53mBUrViCbzSKTyUxKcNPpNFzXxSc+8QnRtkgkMmpgmecyz+68806k0+nR8WlgYAA33nhjnvTJqnm4wp1CURQfuIFAwHektaIouPDCC3HkyJFJ55lyHAeHDx/GzTffLNpXWVlZFomVp0SGYWD+/PnYt2/f6IcuANiyZQtmzJghDB82CkqZ7sg9LVeN8ytLv6qquOaaa/D+++9PGmvZcRxYloXPfe5zvg5cLlXM/+P7ffe73y0fbyzLwiOPPAIiQnV1tXggNyT3YHhd14f1NXOj+D+558F//OMfx1/+8peyp4yUm2zbxquvvopzzz3XZzNw9KaUjs//484gazI6IQysHT/5yU+it7d39GpYJgBYvHix0Pfyw7lHcqN4Ij1Uj5SBlRPTY7GYUD1NTU2466670N3dPeHABYD3338fv/rVr9DQ0JA3PMm8KQbscN4n5h/PJrZu3TryeWsxsiwLb7zxBlpbW0UjGDxZ1aiqCsMwSpZY/n19fb1v/KUTHebyyy/Hxo0bAaD8jRohZbNZZLNZvPrqq7jxxht9jhvZdcrXmT/DFXl+z84HVVWFj5jBvfnmm8eu/eyR4sZwhWSngyy9QxUZWB475I4QCoV8hpemaVi7di3efPPN06Kejx8/DgCIx+P4/ve/L0DktsoZEaFQaERuV5I6Q6HEe1VVsXjxYnzwwQdjOx10HAfr1q0TYyPPZbkRpeTyyMDKqigcDvvGW13XhXXJ319yySV48sknEY/Hx1yC4/E4XNfF22+/ja9//euiM3PILDesaZpmntFUyqwh10aRAwU1NTX405/+NPad2XEcJBIJrF69Ok/SuEG5U53ckms88TyXoxaKoqCqqsqnmrkDsKW9Zs0aPP7449i7dy+6u7vhum5ZGg8AyWQSH3zwAd544w1861vfQktLi2+IIEmiotEoQqFQ3vDDHbKUMZZVsGEYCIfDvrjt/fffP34aikN7DQ0NCIfDApBcI2qoTAEZ2OEMrEAgICxMvl5RUeGb/+q6jqVLl+I73/kO/v73v6O9vR0DAwMCaNu2xXuZXNeFbdvi88DAAPbt24cnn3wSt9xyiwhWMMMLSVZNTU1ep2bDsdQgSW67mWfV1dW46aabYFnWiEEdVY4vAGzbto2uuuoqymQyZFmWyEeWT90q1NkUadVAIBCgTCZDgUBArPvRdZ0ymQypqkrBYFCcJyMfGcanTckUDAY5uZrq6+tp7ty51NraKvbZ4DVJvLGk4zi0Y8cO6u/vp76+Pt+hRESDhx/JWxvx8hf5DD8iooqKCkomk6TrOhmG4TtatNhyGQC+tjDPvvSlL9FvfvMbThwf33xsAHj99deFRMkZArJly1JX6prbyVRKkUi2Rfj38rBCdDLthX3pS5YsQUdHx+md5gHAnj17hOOCX2WjKNdKDgaDPo/UZC7FgJXbzvNRmT8sAOykiEaj6OzsRE9Pz+kDlQkAtm7dKiSWKx2JRKAoCioqKnzjpJzaMdlLMWBlzxHRoOUcjUbz1iITEZqbm9HW1oZEInH6QWUCgP/85z+oqamBaZp5hgUX2XIsV7Lc6SylqOJCwRMi8nmtVq1ahd27d592J0xBAoBMJoNLL71UVJinAvw5GAz6ggGTvYzEASEnHfB0KBwO45ZbbsGHH3444VynPmIvzb333utzNoRCIeGh4fGExon5Y1mKActGUa4DgkHmTIgJDapMALB582ZccMEFPtcgFVBJk7mMZJ4quxubmpqwYcOGyQUqEwB0d3fjC1/4glA7bA2PZJnDRC7FgGWplV2NX/ziF7Ft27bJB6hMAJBIJPD0009j+fLlghnydKeQA5wZMZS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"},{"id":"59da3767-c6f4-4f22-8a56-0996235cc222","height":30.66,"width":18.92,"perimeter":98.57,"area":397.78,"image":"data:image/png;base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"},{"id":"6d1e9f44-ed0f-4e21-ab61-63d31ae7a9d2","height":30.14,"width":28.03,"perimeter":115.8,"area":334.14,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-07 11:35:22"} 
[2026-04-07 11:35:22] local.INFO: Number of letters detected {"data":{"noOfLetters":7},"timestamp":"2026-04-07 11:35:22"} 
[2026-04-07 11:35:22] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":725.03,"perimeter_in_feet":60.42},"timestamp":"2026-04-07 11:35:22"} 
[2026-04-07 11:35:22] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[167.71,283.57,127.01,177.37,399.34,397.78,334.14],"actualFilledAreaSum":1886.92},"timestamp":"2026-04-07 11:35:22"} 
[2026-04-07 11:35:22] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":13.1},"timestamp":"2026-04-07 11:35:22"} 
[2026-04-07 11:35:22] local.INFO: Average character height calculated {"data":{"avgCharHeight":27.98428571428571},"timestamp":"2026-04-07 11:35:22"} 
[2026-04-07 11:35:22] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":936.0,"originalHeight":179.0,"ratio":5.229050279329609},"timestamp":"2026-04-07 11:35:22"} 
[2026-04-07 11:35:22] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"164","otherDimensionOfSign":31.36},"timestamp":"2026-04-07 11:35:22"} 
[2026-04-07 11:35:23] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"15744\" height=\"3010.871794871795\" viewBox=\"0 0 936 179\">
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0fO1LfZbBnNb7LCsodtt9uxYMEC6Lo+DK5VAjobm1VWVhrqjXw+nwFMBj/dvOeesBxYGT9+PMLh8DCw6VIoFMIrr7wiSkNlNcsSKzs3mUwc74plD7u4uBhvvfXWMLDdJXlzn3N9iYy9J4isb6T3lNk583q9WLZs2TCwPaWjR4/ixhtvBFGnp2teFrnd7owlsKViXvYsXrwYJ06cGDp7tL1FoVAIf/vb3wyBDblvcyazE63wyJEjUV9fPyy1maKOjg68+OKLhjpdGezupsmmy16vFzt27BgwbQsHDMViMVRXV4vaWLmpdF/Z3AcffLD/m5AMRgKA9957D1dccUVcWFFR0qve74o5SCHbcXaiZs2ahbNnzw4D21sEAE8++SSIjFuCmbS53Gqef+c2ffX19cNS29vU2tqKe+65RySuydGrTLC8Xma7vmPHjmEHqi8I6Dx+7hOf+ASILgQ0MnmCipzOesMNNwzoJU/yM8ayjBRFUdrb22nlypVUVFREuq6TpmkUDod7fG2Hw0HRaJTsdjsREUUiEVIUJeUxbMOUQQKA06dPY+bMmcjLy4vLmeouy91SeZeIiPDhhx8Oq+W+ora2Ntx9990JW8X3lM023O/3Y8qUKVnXEnhQEgC8++67opkKg5qJrT+5mYo5U6PXDo4Ypk4CgHA4jMsvv9ywIW+u+e0uJwqGsEfu8Xh6/4yBoUzRaBQrVqww9JY0d5frCZuzHJm5Zujqq6+2XD04TGkQBzDkIIOclZGptW6iVFa5CecPfvCDYfubSdI0DceOHcPkyZMN6lNu/ZupdBsOZZoni6IoImnvqaeeGgY4UwQAixcvNjg9dN6Tlc+UzQR3BS7RhdjzxIkTceDAgeHdoZ4SALz00ktCDRMZD4yQD2aiDAGcbAvR4/HAbrdj0aJFA6dfYzZSOBzGoUOHUF5ebmiPLxeKMaiZ3DzoymvmkhOOOW/evHlAhyb7lQDgkksuMWzpmSsKMrEEssLmzuZcffDyyy8Pe8/pkqZpePjhh9NupS+3PDBX4JnbD5nrf60Wd8tH7Fx11VV90vd50BAAnD17Fh6PBy6Xq8szeBKxOeWVyLj5LqfnmDMorZSTmLWFy+XCww8/PCy9VggA/vOf/2DRokVxEpeKE7U/MHeBk+PRcv/jdE/JlL3pMWPGYMeOHcP2NxUBwG233SbUHttYK2rZfNiUohiPvGFgZIDlgrNU4CY61o6vdckll6C1tXU4W6Mr0nUdTz31lGEQOZ3GSkEYS1Miz5mln7vTMCiys5YKXPkAZ550shm44447hqU3EQGdJ4tVVFQYnBdKQy0TGbu3ERlzrT796U/jO9/5jvjdbMutqmVzM1L5NK+HHnpo2P6a6dSpU1i6dGlSFZqKzamuHo9HAD127Fg888wzaGhowHXXXWeQYquV9Tzp5JJOeb3tdDoxbtw4HD58eGCdWdCbdPbsWdEyIdFRNHIjk2QsR7DkvGa3243Vq1ejra0NALBr1y4UFRUZzpS3UnwttybinxN1nZ0xY0a/nFqWdQQA+/fvh9frtSQ5qdQmn0JGkmM1a9YsQxwYADZu3JjwHD6zEyZPtFT3561Bn8+HtWvXDm8utLS0YO7cuSJVtSdsPtrF4XCgpKQEb7zxRlwWRTAYxMyZM0X+laxeewIunVf35eXlePnll4euegYgGoyRRZuXyh6S5C3b7XasWbMmYYAfAN58802DF2zuBMfPZEVlM7jsI3g8HsyYMQMtLS1Dz8ECgJ07d2L06NGW15lW1DLRhfhzVVUV2trauhzYSCQi2jPI9+frmP+W6v7cOEXO61qxYsXQ2hqMRCJobGzErFmzQGQ8Ai0TNpeIMG7cOLz77rtJpSYWi+HMmTP40pe+FBeylMEii5qFVTsXq/Hz/PnPfx460ssNTYgoY1KrKIrBo169erWlAQWAt956C0VFRQapZTWbDriKosTFsF0uFyZNmpRyog0Kam5uxnPPPWdoE09kLbZrFdwFCxagqanJ8kAGg0Hcddddhm51Zsm1qjnk78uBmBtuuCGpiRjwBAAHDx7EpEmTBLDySR6ZUMujRo1K++hzAGhsbERhYaEhumV2lqzY3ESt87m90datW3Hy5MnBCTAAzJ8/X5y5I9spKyx7teaWRfzzli1butWiT9d1vPnmm2JDgM5rEzkwYvU5u+Lx48fjgw8+GHzqGQDWrFmD0tJSwwsnCiR0xXLPKdkr5SNe5syZg5aWlm4PHAD88pe/TFgWavaiu8sLFy5EKBQaHEe9EXU2Ldm7dy/KysripC3R/mhX7HA4DJIu/zxu3Li01XEiOnnyJCZPniy8bnlzP1O8cuXKwSG9oVAIgUAAn/3sZ8XL5eTkxCW4WQFXrt+Ro0pEhJ///OcZWU9y8rusSaweO5OKZS01KKJXuq7jvvvuM7wk74HKwX0rapmdFrOt/vKXv5zRPKZz585hxYoVcWHIVM9nhTn2fdlll4Enfqaeu0+J15A+n0+cc8e2i21mOo6KHLvlvxUXF2Pv3r0ZVXO6riMQCOALX/hCRo4zZ+bJwtdcvnz5wFTPANDa2orx48eLwxnlM/Jk6bUKMC9H+PPFxcW9Zr9CoRBqa2vhdDoNHnRPmMeB6MI+9V//+tceOYH9Qu3t7bj99tsN59ySpF5lQK0mlLO0887NnDlzxB5tb7xDMBjE/PnzMyq9srZyuVwoLy/HoUOHBo4EA8Dzzz+fsBovGbNNJYp3mJi5jf2IESN6vV6WU38KCgpEKFLeFEj3nD/zKdrcqOXmm28eGOACwPvvv4+rrrrKAJDVpPJEececkCZPkA0bNvRJMjgAPP7448IsyP/KGiedtg3misRRo0YNjNxnXddx8803G6RPlshknMgjVZT4UpLPfe5zfVqEpes6qqurDc9gVtVWNRNJk0L+TkVFBfbv35+9AAPA73//ezGTzWf7pGJzgCLRhJgwYQJeeumlPh0ETdPQ0NCAysrKOBWbjrfP0i0fbCVL/y233IKzZ89mH8AAsH37dpSXlwspZFCtrhFlT9r8HZaUe++9t19eHgAeffRRKIoi9p9dLpchHzrV+5k/w+t1zvTweDz42te+ll3gAsCxY8fEbg8f6cJqJ924rCzBsvpbsGAB/vvf//bbywcCAVEN4XK50m6PZE7fkcdFjmdv27YtewBubm7G3XffDaIL5/ZwxXuiTe9ULC8VWDLKy8v7vYk1ADQ0NGDs2LGGtvzpHmqVaH3PmZNEhE9+8pM4dOhQ/2dP6rqO3bt3iwcnSdrMx7SQxQEwr3s9Hg/uv//+rJjNmqbhscceExOYTY/Vyn753czg8nVUVcWyZcu6PNi5T4g3ua+44oq01FMylhO/WfJnz54Npj5+xYTU0dGBmpqauAnLsXJu65BO6Smzolw4M/DJJ5/sv3cGgFtuuUUEFtJ5iUTMki9rAL/fj7///e9ZlcEPdJ6cPWLECENHnWScLsh+vx9lZWU4fvx43/feAIBNmzalpZJSsbylx4NhNdGtrwkAfv3rX4Pogp+RDEAr4PI4yg7lwoUL+7ZyEACamppEVkU6VXipWA56TJ06NSuBZQqHw5g/f77QMqyK5SR2SlMly3u+bKJ++9vf9t04tLS0iIiN7BWn8yKJmCeJy+VCWVkZ6urqshpcoDPhr7S0NK6YjO1vOlpNjsbJ3XvKysrw9ttv9/5YcJ6R+cEyYXPlmOu6deuyGlimSCSCp59+uks1m84ykCcDT/Lc3FzhXX/+859Hc3Nz742Hrut45plncOmllxp2bzJ5EmZOTg6qqqoG1EkgAPDVr341LmRqzn22wrx85O/k5OQIr3zNmjU4c+ZM5sdF13UcPXoUVVVV4uZerzftAEUy5nBcY2PjgMoOjEQiOH78OAoLC0XWCUnvZNVksSPFyQFyor2idPaerK2tzXzf546ODtx5553CM5T3MK0mlLOE85m48os5HA54vV488MADAwpYJgDYvHlznPSma3dT8XXXXYeGhobMmSygsxpdLtjiWebxeAzNQ6xUBXg8HsNs5pl6/fXXDyh1bKa2tjZ88YtfFKDK5wxmwuFkJ23ZsmWZCU3GYjHs27cPM2bMEDfhzATzQ1sBVm7KKR+VOmrUKLz66qsDwonqigBgz549KC0tFflS5g3+nrLT6YTdbscTTzzR8+BGLBYTazleg8rAyq3o0ymUIjKepvnII48MaGCZAIjYM49TOk1bkjHbXZvNBr/fj3feeaf7AQ5e9vDi3GwnfT6fUDvyercr5u+b86NuvPHGbtX3ZCvpuo5p06YZJj1lAFxzh9qamhocP348/XEDOhuRFBQUiDIO7rck72wk8gxTOVSsWog601N37tw5KKSW6dy5c9i7d68hJTZTKwpeA7M22LBhQ3res6ZpiEQiqKqqEotqfjhzEy8G3Eo3GnMH1tLSUtx3332DClgmAFi9erXQcJQhtSwvtWw2G0pKSrB7927rGysAsHz5cpEEThKQ/C+r4XQk11xCMn36dAQCgUHbM+J///ufaFCa6U7usr8yefJkxGKx1ELCqal8EXN3l1Q3TdRCnsGVT672er04cODAoJRaJl3X0dTUlHBjRS5FTafQTL4W+y2FhYX41re+lXwsAeDjjz/GpEmTuuW6y+DK+VPy71wSuXbt2kENLFNLSwtWrVolPF0uPDePr9VSUVnQZKBLSkrw2GOPdT2mAPC9730PRGTwgjN1fgCr9dmzZw/c6rZuEDdSIxMobrfb8mY/kTEuwN+Xfx87diwaGxvj7S8AbNmyBU6nM+6GPbUXsvSWlZUNuXMBgM5qR+4AIEtcOv2kEy2pOFrI3//mN78ZX/d76tQpjBw5UtxYDjESWQtSdOUhy/HVzZs3D8mG0wCwfv16MaYcg5bbGVoJAlESbcrLo+3bt4vghp2IqLGxkZqbmyk/P59CoRDl5eURAAJAbrebdF1P+4UURRFMRLR48WJasmQJud1uJQPjNaBIURQlGo1iz5499Oqrr5KmadTe3k5Op5Nyc3MpHA6TzWZLeg2n00nhcJjsdju53W6y2WykaZoY32AwSEREe/fupTlz5nTel6jTLvj9fjpz5gzl5uaKD/t8PlJVlYLBIHm93pQvwdqWbygD3NLSQsXFxaTwfw4xAoDW1lbKy8sTY2qz2cjj8VAwGCSHw5H0+6qqkqZpFI1GSVVVcUK3cv50bgBkt9uFcA7VcR4y9P92IQmQBSQyXAAAAABJRU5ErkJggg==","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.57,"bounding_box_area":454,"exact_perimeter":108,"approximate_perimeter":99.98,"convex_hull_perimeter":68.97,"perimeter_pixels":616.4163056034271,"original_contour_points":211,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3055,"perimeter_to_area_ratio":0.3809},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.78,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.14,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3131,"perimeter_to_area_ratio":0.3466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","detection_approach":"prominent_color_detection"}]},"dataObjects":[{"id":"b58da6db-de7d-48ba-95a9-197e1355c44b","height":21.9,"width":20.15,"perimeter":113.64,"area":167.71,"image":"data:image/png;base64,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"},{"id":"8430e431-ad18-462d-ac63-d37aac438ba5","height":22.78,"width":19.97,"perimeter":108,"area":283.57,"image":"data:image/png;base64,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"},{"id":"a7937047-5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"},{"id":"59da3767-c6f4-4f22-8a56-0996235cc222","height":30.66,"width":18.92,"perimeter":98.57,"area":397.78,"image":"data:image/png;base64,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"},{"id":"6d1e9f44-ed0f-4e21-ab61-63d31ae7a9d2","height":30.14,"width":28.03,"perimeter":115.8,"area":334.14,"image":"data:image/png;base64,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"}],"no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":27.98428571428571,"widthOfSign":"164","otherDimensionOfSign":31.36,"width_of_smaller_line":20},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Standard Raceway","profit_factor":"1.00","quotationId":1425,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":"Greater than 24 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\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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Standard Raceway","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":167.76,"other_dimension_of_sign":31.36,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1425}},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"8.2399"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"120.9348924"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"1.90323"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"13.4005518"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":11.4625},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":106.5098076},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"2.1896"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"104.58077"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"0.945"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"4.8755"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.006009397851599999},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":6.009397851599999},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00047728599749999995},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.47728599749999995},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.00455257413},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":4.55257413},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.00935664444"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"9.35664444"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00454107654"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"4.54107654"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0060803028"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"6.0803028"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00048514752"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.48514752"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":6.300485855820001},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":20.5275},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"20.8012"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"5.2316345438113"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"7.6942425"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"160.5991644"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":619.87110133492,"totalDenseWeight_before_formula":59.9768094730904},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":681.858211468412},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":7,"totalDenseWeight":0},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Processing standard raceway 6x2 mounting {"data":{"sign_depth":"1","raceway_depth":"2"},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:23] local.INFO: Box added for line 1 in standard raceway 6x2 {"data":{"line":1,"width":167.76,"height":31.5,"length":5,"denseWeight":0},"timestamp":"2026-04-07 11:35:23"} 
[2026-04-07 11:35:24] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":5,"width":169.76,"height":33.5},"quantity":1,"denseWeight":1}],"cheapestShippingCost":1033.3400000000001,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1219.5049999999999,"tariffAndDS":1219.5049999999999,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2151.7558619999995,"totalShipmentCostFormula":"((tariffAndDS (1219.505) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2151.76","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":708.025,"tariffAndDS":708.025,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1327.04551,"totalShipmentCostFormula":"((tariffAndDS (708.025) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1327.05","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":918.3400000000001,"tariffAndDS":918.3400000000001,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1033.3400000000001,"totalShipmentCostFormula":"(((tariffAndDS (918.34) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1033.34","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":607.75,"tariffAndDS":607.75,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1165.3621,"totalShipmentCostFormula":"((tariffAndDS (607.75) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1165.36","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":951.8299999999999,"tariffAndDS":951.8299999999999,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1623.0605159999996,"totalShipmentCostFormula":"(( tariffAndDS (951.83) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1623.060516","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1385,"tariffAndDS":1385,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1385,"totalShipmentCostFormula":"((tariffAndDS (1385) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1385","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-04-07 11:35:24"} 
[2026-04-07 11:35:24] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 11:35:24"} 
[2026-04-07 11:35:24] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 11:35:24"} 
[2026-04-07 11:35:24] local.INFO: Final API Response {"data":{"sign_width":"164","sign_height":31.36,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/raceway/halo-lit-with-raceway.png","mounting_type":"Standard Raceway","combined_production_cost_usd":690.0,"total_production_cost":1140.0,"totalDenseWeight":0,"totalVolumetricWeight":93.5,"bin_packing_result":[],"shipping_rates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1219.5049999999999,"tariffAndDS":1219.5049999999999,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2151.7558619999995,"totalShipmentCostFormula":"((tariffAndDS (1219.505) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2151.76","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":708.025,"tariffAndDS":708.025,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1327.04551,"totalShipmentCostFormula":"((tariffAndDS (708.025) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1327.05","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":918.3400000000001,"tariffAndDS":918.3400000000001,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1033.3400000000001,"totalShipmentCostFormula":"(((tariffAndDS (918.34) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1033.34","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":607.75,"tariffAndDS":607.75,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1165.3621,"totalShipmentCostFormula":"((tariffAndDS (607.75) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1165.36","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":951.8299999999999,"tariffAndDS":951.8299999999999,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1623.0605159999996,"totalShipmentCostFormula":"(( tariffAndDS (951.83) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1623.060516","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":93.5,"DS":0,"rate":1385,"tariffAndDS":1385,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1385,"totalShipmentCostFormula":"((tariffAndDS (1385) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1385","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"}}},"cheapest_shipping_cost_usd":1040.0,"totalCost":2180.0,"productionResults":[{"material_id":1,"dense_weight_expression":8.2399,"result":"120.9348924","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},{"material_id":2,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":null,"sequence_no":2},{"material_id":3,"dense_weight_expression":1.90323,"result":"13.4005518","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"0.074 inch Aluminium - Durable for Sign Returns.","sequence_no":3},{"material_id":4,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":5,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":6,"dense_weight_expression":11.4625,"result":106.5098076,"sign_material":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","description":"0.315 inch Frosted Acrylic - for Ideally Diffiused Halo Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":2.1896,"result":"104.58077","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC & IP65.","sequence_no":7},{"material_id":8,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":9,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":10,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":10},{"variable_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":13,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":13},{"material_id":14,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":14},{"variable_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":15},{"variable_id":22,"dense_weight_expression":1.478,"result":"50.64","sign_material":"Power Supply 20A-(10A+10A)","description":"Power Supply 20A–(10A+10A) UL Certified","sequence_no":16},{"material_id":17,"dense_weight_expression":0.945,"result":"4.8755","sign_material":"Wire 18g UL UL Certified Red & White China","description":"18 AWG Wire Gauge (Red & White) - UL Certified","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.006009397851599999,"result":6.009397851599999,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.00047728599749999995,"result":0.47728599749999995,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.00455257413,"result":4.55257413,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":28,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":29,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":30,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":31,"dense_weight_expression":0.00935664444,"result":"9.35664444","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00454107654,"result":"4.54107654","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.0060803028,"result":"6.0803028","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00048514752,"result":"0.48514752","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":6.300485855820001,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":20.5275,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":20.8012,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":5.2316345438113,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"0","sign_material":"Flush/Stud mounted","description":null,"sequence_no":46},{"variable_id":25,"dense_weight_expression":7.6942425,"result":"160.5991644","sign_material":"Standard Raceway (6x2)","description":"Sign to be mounted onto 6\"x2\" Serviceable Raceway","sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":65.97449042039945,"result":681.858211468412,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"164","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Standard Raceway","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":167.76,"other_dimension_of_sign":31.36,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1425},"TATDays":14,"testDenseWeight":65.97449042039945,"vendorName":"EpicCraftings Pakistan","quotationId":1425},"timestamp":"2026-04-07 11:35:24"} 
[2026-04-07 11:35:24] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 11:35:24"} 
[2026-04-07 11:35:25] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 11:35:25"} 
[2026-04-07 11:35:25] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":31.36,"sign_width":"164","dimensions":[{"id":"b58da6db-de7d-48ba-95a9-197e1355c44b","height":21.9,"width":20.15},{"id":"8430e431-ad18-462d-ac63-d37aac438ba5","height":22.78,"width":19.97},{"id":"a7937047-586c-44f7-b013-98f0a6e1e03e","height":29.61,"width":10.69},{"id":"9d38f0bf-4b15-4b39-a2b3-eca1cde21bae","height":30.14,"width":24},{"id":"d580fa77-fc1b-4fb6-ac15-be9c6aaad3ec","height":30.66,"width":18.92},{"id":"59da3767-c6f4-4f22-8a56-0996235cc222","height":30.66,"width":18.92},{"id":"6d1e9f44-ed0f-4e21-ab61-63d31ae7a9d2","height":30.14,"width":28.03}]},"timestamp":"2026-04-07 11:35:25"} 
[2026-04-07 11:35:25] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 11:35:25"} 
[2026-04-07 11:35:25] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":31.36,"sign_width":"164","dimensions":[{"id":"b58da6db-de7d-48ba-95a9-197e1355c44b","height":21.9,"width":20.15},{"id":"8430e431-ad18-462d-ac63-d37aac438ba5","height":22.78,"width":19.97},{"id":"a7937047-586c-44f7-b013-98f0a6e1e03e","height":29.61,"width":10.69},{"id":"9d38f0bf-4b15-4b39-a2b3-eca1cde21bae","height":30.14,"width":24},{"id":"d580fa77-fc1b-4fb6-ac15-be9c6aaad3ec","height":30.66,"width":18.92},{"id":"59da3767-c6f4-4f22-8a56-0996235cc222","height":30.66,"width":18.92},{"id":"6d1e9f44-ed0f-4e21-ab61-63d31ae7a9d2","height":30.14,"width":28.03}]}},"timestamp":"2026-04-07 11:35:25"} 
[2026-04-07 11:35:25] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 11:35:25"} 
[2026-04-07 11:35:25] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 11:35:25"} 
[2026-04-07 11:35:25] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-04-07 11:35:25"} 
[2026-04-07 11:35:26] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":31.36,"sign_width":"164","shipping_weight":93.5,"shape":"rectangular","dimensions":[{"id":"b58da6db-de7d-48ba-95a9-197e1355c44b","height":21.9,"width":20.15},{"id":"8430e431-ad18-462d-ac63-d37aac438ba5","height":22.78,"width":19.97},{"id":"a7937047-586c-44f7-b013-98f0a6e1e03e","height":29.61,"width":10.69},{"id":"9d38f0bf-4b15-4b39-a2b3-eca1cde21bae","height":30.14,"width":24},{"id":"d580fa77-fc1b-4fb6-ac15-be9c6aaad3ec","height":30.66,"width":18.92},{"id":"59da3767-c6f4-4f22-8a56-0996235cc222","height":30.66,"width":18.92},{"id":"6d1e9f44-ed0f-4e21-ab61-63d31ae7a9d2","height":30.14,"width":28.03}]}},"timestamp":"2026-04-07 11:35:26"} 
[2026-04-07 11:35:26] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 11:35:26"} 
[2026-04-07 11:35:26] local.INFO: Input Parameters {"data":{"dimensions_count":7,"shape":"rectangular"},"timestamp":"2026-04-07 11:35:26"} 
[2026-04-07 11:35:26] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 11:35:26"} 
[2026-04-07 11:35:26] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 11:35:26"} 
[2026-04-07 11:35:26] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-04-07 11:35:26"} 
[2026-04-07 11:48:16] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"164","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\php1C16.tmp"}},"file_present":true},"timestamp":"2026-04-07 11:48:16"} 
[2026-04-07 11:48:16] local.INFO: Validation Passed {"data":{"sign_width_or_height":"164","user_input_dimension":"width"},"timestamp":"2026-04-07 11:48:16"} 
[2026-04-07 11:48:17] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":7},"timestamp":"2026-04-07 11:48:17"} 
[2026-04-07 11:48:17] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":7},"timestamp":"2026-04-07 11:48:17"} 
[2026-04-07 11:48:17] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":7},"timestamp":"2026-04-07 11:48:17"} 
[2026-04-07 11:48:17] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":7},"timestamp":"2026-04-07 11:48:17"} 
[2026-04-07 11:48:17] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"164"},"timestamp":"2026-04-07 11:48:17"} 
[2026-04-07 11:48:17] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"164","file_size":23427},"timestamp":"2026-04-07 11:48:17"} 
[2026-04-07 11:48:17] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":7,"objects":[{"index":0,"position":{"x":752,"y":49,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.74,"bounding_box_area":441,"exact_perimeter":113.64,"approximate_perimeter":107.74,"convex_hull_perimeter":82.13,"perimeter_pixels":648.607214462437,"original_contour_points":275,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1632,"perimeter_to_area_ratio":0.6775},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detecti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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.78,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.14,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3131,"perimeter_to_area_ratio":0.3466},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-07 11:48:17"} 
[2026-04-07 11:48:17] local.INFO: Nested area calculated {"data":{"nestedArea":3941.0911},"timestamp":"2026-04-07 11:48:17"} 
[2026-04-07 11:48:17] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"d8898f38-01c6-4440-b777-f844d4d11dc3","height":30.66,"width":18.92,"perimeter":98.57,"area":397.78,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHAAAACzCAYAAABRnJhRAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1de2wc1fX+5rmPWXsdJ7HzMEmAklcDedKWZwCRChQpLaW0BVW0FKkU0aKohZb+UVCrIlWtoMCPSpCmVUsjEihtgVAElBIBIQECISElTwXIO7GTOLb3MTuv8/vDnJs7u2t7HY9jr7OfNPLuenfmzv3mnHvOueeeC9RQ1VCGugFnAjZu3EipVAqdnZ0wDAOKosAwDNi2DU3Tev2t4ziwLAsAUCgUkM/nkUgkkEwmMXXqVEU/HTdwJoOI6Pe//z1efPFFbNq0CY7jIJlMIp1OI5fLwTCMPs9hWRZs28axY8egaRouv/xy3HXXXaeh9TUgl8vRVVddRQAIANXX11N9fT1ZliU+q+SIxWIUi8UIANXV1dHDDz9MAFCTwEGGaZrIZrPifWdnJwBAURRomgYi6vX3DQ0NOH78OAqFglC3tm1DVVUANQIHHZ2dndA0DalUCkEQIJ/PAwB0XYfrun3+/vjx4+K1qqoIggCu68L3/e7zDE6za2Doug7HcZDJZMRnpmkiCAIAEJLUE4IggGma0DQNnucJiWXDpkbgICMWiwlp0TQNmqbB9334vg/DMOB5Xq+/V1UVjuOI9/x7lt4agYMM27ah693d7Ps+giAQUlSJCiUiKIoifsN/mfje5beGYY8agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY6qq1LheR65rotsNouuri60tbXBcRy0t7ejra0NuVwOuq5D13UEQQDf96FpGurr69HY2AjLspBIJNDc3Ixx48YBADRNq9qif8OaQCKiIAigqiq6urrw8ccfY9WqVdi0aRM++OAD7N69G/v27YNhGCAiFAoFABAF5FzXhWEYoXIeiqKgvr4es2bNwgUXXIAFCxZg7dq1NHPmTIwaNYq/UzWEDjsCPc8jTdOQy+Xw3nvvYfXq1VizZg3efvvtEkK49BQX0mHIhHmeh2I+Ojs7sW7dOqxbtw6JREJI7UUXXYSvf/3r2Lp1K02ZMgXxeByqqg5rMocNgUEQkKIo+OCDD/D000/jlVdewe7du+G6LnK5nPgeEQniokAul0MsFoOu63jzzTfx5ptvYty4cViyZAkWLVqE9vZ2amhoqCqpPK3I5XJUKBTo3XffpVtvvZUaGhpI1/VQOUbDMCiVSlEsFiNFUfpVplFRlF4P/p6u6xSPx0nXdQJAqqpSIpGgiy++mB599FGybZuor9KCZdDR0UEXXnhhqD39aX/xb1RVJQD0yCOP9LstkeL48eNERPTHP/6RLrvssh4bbpomxeNx0jQtdBOGYVTUGX0RmE6nRafgs4fFNM3QuUeNGkXz58+nFStWUD6fJ8dxKu68EUcgfYaXX345RJxhGBSPxykWi1EqlaJkMln2Zpg8udN7OyqVQH5Qij8zDCN0viVLltC6desok8lU1IEjhkAmbu3atbR48WJRhVYmQpYyRVGENKiqSpqmUSKREFVr+3PzvR1yGxRFIU3TxPWYPL6maZoEdFfM/dWvfkVtbW3k+36vHTkiCCQi2rp1K/34xz+mMWPGCImD1DkAKB6PC9VYyY0WS0dPN1+JBKqqSvF4XJDEB7cvmUySYRikaZoYL88//3zavHkzua7bY2dWNYFERL7v07/+9S+68sorS9SlLH1sPHCD5Y6UO5ulpNKO6IvAnh4CTdMoHo+XPGSqqpKqqqTrOhmGQel0mpYtW9ajJA42gYPmRvAN3X333Vi1ahUOHjyIWCyGQqEg/DnZFZALnxJRqMipbPwRUYnf1xPkOps9/b+nmp1clBWACBAAEG3mv11dXfjBD36AbDaLzs5OqqurC7kcjuPAdV1R+JX9Uj4qvZeeMCgE5vN5AoCrr74au3fvxsGDBwF0V691HAdE1Gel2oGC+1B234rJPAWvoARBECAWi+Gee+7BRx99hAcffBBERExiXV0ddF0PlUvmSJH8kJ4qIicwk8mQ4zhYuHAhNmzYIBptmqYgD+i+8agc8nI+Nl+Ha1IXV76NCg0NDThx4gQAYPny5Uin07jvvvsQBAGpqqowWb7vi/hsEAR9bvgxJMhms3To0CGaOnWqGNN0XadYLFbix1VqqFR6lDNMTtehKAqlUinx/rbbbqMjR44QEZHneWIMlN0Uecyv5Pxy30EaAyObTjp69CjZto1rrrkGO3fuhKZpZcvkJxIJsV9ClNLA54tawipFJpMR0v7Xv/4V999/v9gyIJFIAOjWOnL97L4q1leCSAjMZDLk+z6uuOIKbNmyBaqqwnVd0UBWk4qiwPO8kxXX9cELxbKRMNhIJpMgIjGuxeNx+L6Pxx57DI899hh27dolvus4Tuieoxg+BtyDHR0dRES46qqrsG3bNmFZ6bouboyrtbM0MngvhIFAVdUSyVNVVRws+XLV9yilNJfLiXHQNE3Ytg2g+wH63e9+hyNHjuDAgQNiuwB5v4iBWqADBhGR4zg0b948AhAKfyUSiRI9zuMgO8OocAzo7eDIiXwdHneTyaQIz5mmSbqui/E3imvz9YpDbmPHjhXjHF+Pg/N838Xt7usa/DpyP3DhwoX4+OOPAUDsxhUEgXgSGbL/VvzkmaYJoFvFqKoKTdOEr1i8T4IMTdNQV1eHuXPnYu7cuZgwYQImTJiAyZMno76+Xki7oihiPM5kMti/f79wb95++23s378fra2tALpVYqFQEGNULBZDEAQoFArCimWLmqWq2B1oa2sraTPvn8SfRSV9p0xgZ2cn/fKXv8SuXbvQ1dUFoJsI13VDJnwlep4JA4DGxkYcPXoUTU1NaG1tFc4/0O1TdXV1IR6PY968eZg9eza++c1v4qyzzsK4ceNgGAZ0XS8Z+3izjWLT3fd9dHZ2YvPmzXj11Vfx/PPPY8uWLQBObvnGex2xI64oChzHCbkPVQciotWrV1N9fX1IlRWHvypREQ0NDQRAnMuyrNDvVFUVJrppmnTLLbfQ2rVryXEcIiIxT8cIgoB83yfXdSmfz4vPPc8jz/PI9/3QYds2ZTIZ8d3t27fTzTffLNT96NGjCTgZTlNVVbS1rq4ucpek3BFpLNT3fTp+/DhdeumlBJQPKMuR/EoO7hD5N4lEQnRePB6nO+64g/bt20dERIVCgWzbJtu2KQiCsuT0hiAIyHGcEvJd16VMJkNBEIgJZpk87kBN00J+bVUR6Hke3X333eLEiUSiRNJ4GqjSBjY1NYWkWDaG5s2bR0899RRls1kqFAqhzvY8jzhg7jiOINFxHHJdN/Q9z/PIcRwqFArif0REnZ2d4nUulxPnY4lctWoVtbS0UGNjo2hjVAbYaSewUCjQW2+9RQBKCDIMIyRBlT6hbK1y5J/Poes63XjjjdTZ2SmIIiJqb28XEiYTGgRBiRotB9/3BdGMz8J/4v8yoXzt2267TbQtnU5XpwRms1m65JJLSk7KHc4k8P8rNdf5YWDJS6fTtGLFCtGRjuNQR0eH6ORcLkft7e1EREKVFgqFkBrl15wCUY5Q+cEIgoBs2ybP8yiXy1EmkyEioq6uLiIiOnLkCL344ouUTqdFR/ZnmBhyAomInnrqKQIQim3K40O5eGd/Gsckvvjii0LCZFXJZMoqUJa8YgmUf1f8XdnYYYL5fbG0Mrq6umjNmjX9zgoYFgS2tbXRrFmzROPZMe1rwpQvyJYkN4Y/ly25ZDJJW7ZsId/3yxIzFGAC2XAiInrjjTeosbExNOnL2oPTNMo9nINBYEWxUCKiFStWYO/evcJfY/+oL7BPFgQBFEURsUD+vKurC6ZpYtSoUXjppZfQ0tKCTCYzKFM/pwJN05DP52GaJgzDQD6fx2WXXYZVq1ZhwoQJsG0b9fX1oj/oswxxTdMq2mL8tODw4cN0wQUXCDXJup9TGypJWWALk5/O4pSK119/vUR99eUOnA4EQUD5fF60JQgCYbmuWbNGWNB8T4qiiFBaVMeAJND3fXrmmWewdetWAN2Sw9EVDoH1BvpsIpVTFOSZiSAIYFkW7r//flx++eXQdV1ENzjqMdRwXRfxeByFQgHZbDaUhnHFFVfggQcewOjRowF0b7dqWZYIpQ2LSVse+3RdL9HpfUkfj4EshRxols/xwx/+kIiIjh07RkQnTXrZRRhKyC4HW6Q8Pn82E0PLly8X6Y98X3KUaqDHKRsxRESvvfZayAjhgy3OStL2+OY4m4vPMXfuXNq/f7/oLO4gIqJsNnt6GKoA7LIwbNsWjn4QBOS6Ln3nO98RfRQleX0R2KsKPXbsGJ588kkAJ6PoPFHanwHa8zyhTjgfpLm5GUuXLsXEiRMBdM9EWJYlrpNMJis2lAYbDQ0N8DwPJ06cEElMsjFGRLjvvvtQV1cHoHv1k2EYSCaTQ9fojo4O+uijj8iyrBIXAOh23CsxYordBgBi0QhRt7HCTjNRd2irnA83VGDXQY7+eJ4nJFA2vB5//PHQvGdUxympUCKiu+66S6g+ORGpvwlEsvrVNI0mT55M27dvHzYkDQQ8HmYyGfI8j771rW8Ji5Q7v6+HeyAE9qpC33333V5JrgSqqor5PM4XWbJkCcaPHz88rLQBQs731DQNt99+O8aOHRtJzmclKEsgEdG2bduwcePGAV+AJ3mB7htMp9O46aabUF9fP+BzDwfQZ24Sj3eXXXYZvva1rwE4PW5EWQILhQL+9re/IZPJDPgCchJTNpvF4sWLMX/+fAAoSbuoRrAvrCgKstksiAjf+973Tpt26VGFrly5siJHvS/4vo94PC6c8ltuuUVYsFGcfziAl4BblgVVVTFnzhzMmjXrtGSdlSXw2LFj+PTTTyOLRXLq37nnnotLLrkE+Xw+lDdazfB9X6hPdoEMw8Add9xxWq5f0oNERK+99ppoXBTg4O6NN96IRCIhFnuMBMgPeTabFUld3/jGNzBlypRBv35ZEfjPf/4D0zQjiUVyYm9dXR1uuOEGFAoFoUKjkvChhK7ryGQy8DwP6XQahmFAVVXU1dVhxowZg379EgJ37NiBjRs3wnEcEXDmg6T1B1RhhjOryZaWFsyaNQumaSKbzSKRSITW3VUriEhUhgJOTrMVCgXceuutALrdJ+6vqB/eEgL379+Po0ePAogmd5/V8Ny5c8VYGIvFAGD4zJcNAJw0LL8HuvNIZ82ahfPOOy80s8Klv6Ia/0NncV2XtmzZgtbWVmiaFgmBnudB13UsWrRIfMZj4Ehw5AGE+kpevDJt2jQsXLgQruuKe/V9XyQZRyGFIQJ1XcemTZsiq4LEmDRpEhYsWNB9wc+kcDjM9UUBJoMlihdxMjlXXnkliEgsaAUgllpHgRCBvu9j+/bt4nVUmD17NsaPHy8eDHldQbVDDlSUW3k0e/Zs8T9d14UkDsoYuGfPHhw4cADxeDySkzMWLFggBnLg5MMRtaQPBeSxTJYqXl43btw4uQpi6LdR2AAhAt9//310dnaWbdxAMG3aNBiGIW6Ab24wF3ieLsj3wOpTRjqdxnnnnQfgZOUL/k2kYyAR0Y4dO0RZjKigqirGjBkDTdNCy7Ns2x4x4yBrFHlRqVxsdsqUKbAsS3yP1WgU46Ag0HVd7Ny5E7ZtC7O3EhVXTAKb1aqqinPMmDFDrK9jsIM/ElBsTbNRo+s6bNvGjTfeKKRO07RI/d+Qjjx8+LDo/HLr7CoBO6xsiU2aNAkNDQ1C33PjeSHnSEc8Hsf48eNFcQfg5EMfxf0LAj3Pw86dO0OViCrR0eW+I382evTo0PuRMO71F5MmTUIymSypLhzpGOj7Pvbv3y9O3F/11lNViPHjx4fOFXWVhmpAc3Nz2QnsSAl0HAe+74esxSis0Dlz5iCZTIpzua4rnNqRMJ3UF/hem5qaxLDEw0mkdWKOHDkiLsiSUekTUk76eB1Ec3MzPM8rG2o6E8DaZ8yYMSX9GoUGEgTu2bMHpmkOSEfL39c0DbquI51OC6kDwmSPFCu0NyiKgkKhgFGjRokEqCiHDkHg0aNHxSwBm8GVini5sY+tzHPOOUdYYFySQ05yGunQdR2+74fGQDmgMVAIhmKxmJjLkisrVQL5e0y64zhobm7GtGnTAEBsF2CaZuTxwOEO0zQxZcoUISBcMzQKDaQC3fU9OW0cKC9RNZw6imPAcgnMgUIFurOqDhw4UEJgjchowFNOxetLIiPQtm3s27ev+4MzwLQfCrD6BPouBd0fqEC3b3b48OHQP2rSFx0URRErl6KGEDdeGSuH0M4UI2Mwwepz1KhRME2zbHnMgUAFus15Oc29Rlx08DwPqqqioaEB8Xg8lD8TWSSGTyr7ZTUVGg2YrGQyKXJGWUAiDaXJyTn9ObFcRgSAmLjlUBo3Vh645eSekQ42XnK5HNLpdGiTyshKLvNaNrnW56mieAwt95pxpkg5JzTJfqDrupHcvwp0d24qlSpJ9+uPJBYXOGeUIzFKFTLcIZdkYQKjDOirfMKxY8eWzCpUEqtk0vl3ssqUD06xOBPB986OPBMY2RhomiYmTJhQEimvNOlGJrB4LrGcRJ+JVm42my3JhYksEpNKpTBlypQBibasFjltXJ5GAkrnDc8EIlkojhw5IhaCss0R2XygZVnKhAkThMrUNE1Yk32hWHXKk5X5fF5UgC++qTMF7Da0traKdZJRro0USjiZTIYypiudeCx2I+TXvNUcz8hXmig1ksDjP1f253SKqFZmhZKaOB+Gk28rQfG8IZeV1DQNXV1deOutt4QvxCVHZP9wpIPn/li78WR2VEvMxRnGjBkT8gMHIuayOuWBm6WbnzwOMY10sF3B/Rn1PYuzTZ48OZS3P1CwvyfPcnC0B4gmrbya0NHRIV5H6U4JApuamsr6bn2hXEaa7LBv27YttAnWYNzEcAYPMby1D/dLVPcvGNJ1HYlEQqhRuThrb+hp9p4bunnzZqFGZcNI3hdpJINtCi4CKw8vkaYVapqGs88+W7zuL8qRoSgKPv30U1HxSd5LKaol3MMdrMna29sH5fwhCZw1a1ZoZVElKrQnKWKJtG0bmUxGTFfJq57OFDXquq4gUA41RoEQQy0tLUJ9VqpC5UYxZLWqqiry+byYMJaXVp8JVmihUIBt22LhrKyBokDID5w0aZKYE6z0Aj2tTpKXmK1fv17syweMXMnje5YDFrquY/PmzcKI4f10gWj6QVahykUXXYSJEyfC8zzh2A8URIStW7eKwkEyRsIYKD/AxYtb+f+bNm0SG0CyI8/lRgaKkA77/Oc/jwkTJoj3UcyYK4qCdevW4dChQ2U3RR7J4DoAb7zxRsgS72kp3qkgRKBhGBg3bpzYdSSSKX9dx9atW7Fr1y6x5HgkJQ6XuwdZlQLdxSM4xMhLDHr6bX8RIpCIMHPmzMj2OAe6G9nR0SG2Ni3n1I8EyISxKtU0Da2trdi7d2/oe2wgRq5CDcPAF7/4RRF0jsJSYp3/3nvvgYhCg/hIGANllJOo999/X1SrKF4jHwVCBCqKosydOxfTp08HEE0Hc/xz/fr1+Oijj0KfjRQpLOfb8YQ2115l8CrdqArelZyhpaUFX/jCF2BZVjQi/plV9sknnwgCOTIzEsZAhnwvPJmdyWTw3nvvAYCYF5XHx0hDaYxcLoebb745tJLGMIwSl0I2RHo7uPHxeByPPPIIgO4UDq5iCISD3/JRDSqWa+pw0hK7B8lkEq+99hreeOONkro5URpxJQRalqXMnDkThmHANE2hCrihXEOmUnBOpG3b2LZtG/bs2ROaVupNyqtBQuX5Uy61xcPDP//5z0G/flkl3NzcjOnTp4d0e7HV1J/O5Rhoe3s7XnnlFZHYOlLAWQZcTtrzPHR1deHVV18d9GuXJdDzPFx//fVwXVds9CQ74axeK7FSTdNEoVAQ1ufKlSvF5GY1qMi+IGskfsh1Xcfzzz8/aDMQoeuX+9AwDOW6665DS0uLSEgqXjMhO6SVgFXMW2+9hX/84x9CPRdnawMoGUOHM9jfy2QySCQSsG0bnufhgQceOC0PaI8MnHPOObj66qtDMxOyL1NpNSf+DsdCHcfBn/70J+Tz+RFTpcLzPFiWhSAIkEgk8Oabb+LDDz8cWgJVVcV1110Hy7LE4CwbMkBlKtD3fZGVxplYmzZtwkMPPYRCoVD1s/JyvziOg4MHD+L//u//hn7rHZ6daG5uhmVZJY3tz1oHeWaDz/GLX/xCrAquZhLZTmhvb0c8HsfTTz+NZ599NtJ18L2h10Fs9OjRuPfee9HR0SGkiAdpdg968uGKxzW2OjlMV19fj9tvv11YqLz1uLx+YLhYqp2dncJwc11XpMbLWXwc93z44YehaZoo7DPQfTcGjEOHDtGoUaMIgNjMOJ1Oi9eVHPK+uYlEQryuq6ujZcuWiQ2PeUNI3rN2OGyELO+VK+/xWygUyHEccl1X7O65aNEiSiaT4n6L9x0+1UM51U2Qge5SzLfeeisBJzf3NQyDYrFYxTtQyqQZhhEiPxaL0Y4dO6irqytEpLy16VAjk8mE2sMPGpPneR6tWLFCdDYTyLt4DiaBffoBQRDgRz/6EdLptMhrcV1XOK+Voji13DRNkWZx+eWXw3EcoZKHW/IvF+4Duqt58NhfKBSgqipeeukl/PznP4eu68I9YpdiWICI6Nvf/jYB3VuKm6bZ7yeIN02WNwg2DENI9U033URtbW3iKc9ms2J/2uEAx3HEhsjyNuT/+9//aMGCBeKeTNOMfCPkAalQoHtLng8//JDmzJkjNu+ttIHy94r3keejoaGBANB1111H+Xw+NNYMB/i+T47jkOM44jPXdam1tZWuv/76knGeH/CoSBwwgUC3FP75z38my7LESSsxZHqSVh5H+SZN06REIkFLliyhQ4cODRsST5w4IV53dXVRa2srERF98skn9N3vfle0XVVVqqurKxnzhw2BAJDL5Wj69OkUi8X63YhYLBYik7c11zQttMe8oii0dOlSOnLkSOiJH0p4nhfa637nzp3CsONDljbTNMtqmiEnkIjohRdeECdlInmMkyUKRWqlt4O/Z5omJZNJAkDXXHMNbdmyRVh82WxWdKBsEQZBICxBz/PI9/3Q0RccxxHnsG07tLc9awE+LxHR+vXrafHixZFK2GkjEADa29vpN7/5TegCo0ePLlGNlfqJuq4L0opJnzp1Kq1Zs4Y6OztD5HV0dJQYOL7vl3zGZARBIEgqZxjJpBF1q01+YAqFAuXzecpms/TEE0/QpEmTCOh2qaKUstNGIADs2rWLLrzwwpBa1HVd6H6WwkpJ5DGEfyOPIclkkpYvXy46V5bEjo6OEmm0bZtyuRwVCoUSCZSl1XVdchyHcrkcua5Ltm1TR0dHSG1ns1nK5XKUz+fp17/+tfDr5Aeuks6v1F8+bQQSEa1cuZIMwxA3ww1NJBKnNIjruh4aC1mS+f38+fPp2WefFUTIEZLekMvlyLZtcl23IrfEdV3K5/OCyFWrVtH8+fOF1PHDGYvFKpJA7peBkBg5gUziT37yEwK6rS6+sXQ6LaSqksbJUiq/lsmUIxqLFi2if//733TixAnhl3meJ0hiOI5DHR0dfRLGD4JsqNi2TY8//jjNmDGDVFUtaRe/l9tYCYGnSuSgEej7Pt1www0EdMc1ixvXH2uVHX3+nWVZoc6SAwiaptG1115Lzz33HLW2tobUKjvcxdLGajKfz1OhUAjFMIMgIM/zaN++fbRs2TJauHAhpVIpMgwj9CAmEgnhKlR6qKoqLO5TJXFQCGQS9+7dS/Pnzw+pk/Hjx/ergaZp9ho31DRNPAy6rlNjY2Pot4sXL6Ynn3ySDhw4IBxuti5lomQwafv376cnnniCrr32WhF81jStpJMTiURI4tgfrpTAciRWSmRvBA44Z+GzQR7nn38+Dh48CMuykM1mRbnJvqaEilftcg4NT1eZpolcLie+x3ORvu8jHo/DcZzQUq50Oo2Wlhace+65aG5uFtue8lRVe3s7Dh06hIMHD+LEiRNixxp5NZGczsHtkPOAOIWwEhSnnVDRFFLx+3KQ5xa5Hx555BHceeed0eSc+L5PW7ZsoQsuuICAUgOEpYufnng8PmDLbLgcsi/MkisbcaNGjaJ169bRz372s5CP3J/hZUCzEZVA0zTlnHPOwcsvv4y5c+eGamHKKYS6rovcESKKfK/eoUChUIBpmkin0yVr/mKxGO655x7MmTMHc+fOBXByVoYnhQeKyNY4W5alWJaFF154AU1NTbBtG42NjWIGn/MleaHjsJpuGQBM00QqlRLpIY2NjWIHnKVLl+KWW25BMplUeBs+TgwjadpsIIh0kXp9fb2STqexY8cOTJ8+HcePH0csFhP7JfHWO7quR/YEDjUSiQSOHz8OoHt11/Hjx6EoCi699FL89Kc/xdixYwFAfAc4OS4OyuKWgSKVSimmaeKZZ57BtGnTYNu2eErZsMnlcpEt4R5qdHR0QNM0WJYFz/PQ0NCAMWPGYPXq1Vx7TgG6NxfjDHdOtYwi52dQykRYlqXMmDED77zzDpYsWQLf95HJZEBEomamZVnDJmlpIOClYjwcTJ06Fa+//jpSqRTq6+uFlVgoFBCLxUJ7KUaBQavzoWmaEovFsHLlSlxzzTX8GVKpFIDhky4xUPAQYZompk2bhkcffRTTpk2DYRghE1/evZrHvki3nxsMJBIJRdM0rF69Gg8//DAKhYJYAMJPZLWDyRszZgxeeuklXHjhhdA0rcQ/SyaTwsfkUp6DsrwsasTjcUVRFOXOO+/Eu+++iy9/+cuiiIK86AUIL5Yplzgci8VCdUxN06xofWJvkM9XydK5RCJR8pu77roLb7/9NiZPnizGvGLw0gIiEiJ00a0AAALmSURBVFYql9zs7eBr8BqMId3Klufdfvvb34oUCkjhsnLTT5qmlTj+pmmK75YLT/U3VFUcyjNNk1KplPhcVVVKJBKh8Jmu69TU1ERPPfUU7dmzh6iPkMqqVatCgY1Kp9oMwxDOu67rpOs6KYpCy5Yt6zuEM1ggItqzZw/dfPPNlEgkRKCaG1pMrqIoZFkW1dfXh4LLnAE2EAItyxIREp7T7GkmJZlMiv9dfPHF9M4775DruhV15F/+8pdQJIVf93Xwd2OxGKVSKXFPDz300NARCACcNtja2krf//73Q0+n3PDiyVOZFH4aByqB8rVlyaivrxfSxxI6efJkevDBB0X2eKX3u3z5ctI0jdLptGhbJfOJ5WY/kskk/eEPfxhaAhmdnZ0UBAF98skndO+999LEiROF6mCVFYvFRMq6qqohiY1CAnnqiD/j/B45S6C5uZmWLl1Khw8f7hdxjOeeey7Unv4mhslTW+l0evgQyLBtmxzHoQ0bNtDdd99N5557bonK4YPJiYJAPnisLVafZ599Nt122220adMmMQ11Kve3YcMGWrhwITU2NlIsFqO6ujpKJpNkWVavB8+NWpYl2jZz5kz6+9//TkAE00lRg5/utrY27N+/H8899xz++9//Yv369WI7b9d1hSXXl6XZl7AkEglxLj7fxIkT8ZWvfAVf/epXMXv2bBEO68nCrPS+OJDBleyTyWSfIcVkMgnbtuG6LhKJRPFWRsN7DXM+n6d4PI6jR49i+/bt2LhxIzZu3Ijt27fj0KFDyGazoRhjOfRF4Pjx42FZFs466yzMnj0bX/rSlzBnzhy0tLTAsqwBkXY6MKwbVwyWzs7OTuzevRu7d+/Ghg0bcOzYMezZswd79+7F0aNHxaITjvpz5D+VSqGpqQmTJk3CWWedhcbGRsybNw/nnXcePve5z8llQqqmX6qmoeWwdu1a4oWUsqCw1HHkQy4wB5zcWkhVVZx//vlV3Qc1VDn+HxTLPp5YSspGAAAAAElFTkSuQmCC"},{"id":"7531cf65-e76d-4ace-98f4-4168edeaf01d","height":30.14,"width":28.03,"perimeter":115.8,"area":334.14,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-07 11:48:17"} 
[2026-04-07 11:48:17] local.INFO: Number of letters detected {"data":{"noOfLetters":7},"timestamp":"2026-04-07 11:48:17"} 
[2026-04-07 11:48:17] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":725.03,"perimeter_in_feet":60.42},"timestamp":"2026-04-07 11:48:17"} 
[2026-04-07 11:48:17] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[167.74,283.61,127.01,177.37,399.34,397.78,334.14],"actualFilledAreaSum":1886.9899999999998},"timestamp":"2026-04-07 11:48:17"} 
[2026-04-07 11:48:17] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":13.1},"timestamp":"2026-04-07 11:48:17"} 
[2026-04-07 11:48:17] local.INFO: Average character height calculated {"data":{"avgCharHeight":27.98428571428571},"timestamp":"2026-04-07 11:48:17"} 
[2026-04-07 11:48:17] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":936.0,"originalHeight":179.0,"ratio":5.229050279329609},"timestamp":"2026-04-07 11:48:17"} 
[2026-04-07 11:48:17] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"164","otherDimensionOfSign":31.36},"timestamp":"2026-04-07 11:48:17"} 
[2026-04-07 11:48:19] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"15744\" height=\"3010.871794871795\" viewBox=\"0 0 936 179\">
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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.61,"bounding_box_area":454,"exact_perimeter":108,"approximate_perimeter":99.98,"convex_hull_perimeter":68.97,"perimeter_pixels":616.4163056034271,"original_contour_points":211,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3056,"perimeter_to_area_ratio":0.3808},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.78,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHAAAACzCAYAAABRnJhRAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1de2wc1fX+5rmPWXsdJ7HzMEmAklcDedKWZwCRChQpLaW0BVW0FKkU0aKohZb+UVCrIlWtoMCPSpCmVUsjEihtgVAElBIBIQECISElTwXIO7GTOLb3MTuv8/vDnJs7u2t7HY9jr7OfNPLuenfmzv3mnHvOueeeC9RQ1VCGugFnAjZu3EipVAqdnZ0wDAOKosAwDNi2DU3Tev2t4ziwLAsAUCgUkM/nkUgkkEwmMXXqVEU/HTdwJoOI6Pe//z1efPFFbNq0CY7jIJlMIp1OI5fLwTCMPs9hWRZs28axY8egaRouv/xy3HXXXaeh9TUgl8vRVVddRQAIANXX11N9fT1ZliU+q+SIxWIUi8UIANXV1dHDDz9MAFCTwEGGaZrIZrPifWdnJwBAURRomgYi6vX3DQ0NOH78OAqFglC3tm1DVVUANQIHHZ2dndA0DalUCkEQIJ/PAwB0XYfrun3+/vjx4+K1qqoIggCu68L3/e7zDE6za2Doug7HcZDJZMRnpmkiCAIAEJLUE4IggGma0DQNnucJiWXDpkbgICMWiwlp0TQNmqbB9334vg/DMOB5Xq+/V1UVjuOI9/x7lt4agYMM27ah693d7Ps+giAQUlSJCiUiKIoifsN/mfje5beGYY8agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY6qq1LheR65rotsNouuri60tbXBcRy0t7ejra0NuVwOuq5D13UEQQDf96FpGurr69HY2AjLspBIJNDc3Ixx48YBADRNq9qif8OaQCKiIAigqiq6urrw8ccfY9WqVdi0aRM++OAD7N69G/v27YNhGCAiFAoFABAF5FzXhWEYoXIeiqKgvr4es2bNwgUXXIAFCxZg7dq1NHPmTIwaNYq/UzWEDjsCPc8jTdOQy+Xw3nvvYfXq1VizZg3efvvtEkK49BQX0mHIhHmeh2I+Ojs7sW7dOqxbtw6JREJI7UUXXYSvf/3r2Lp1K02ZMgXxeByqqg5rMocNgUEQkKIo+OCDD/D000/jlVdewe7du+G6LnK5nPgeEQniokAul0MsFoOu63jzzTfx5ptvYty4cViyZAkWLVqE9vZ2amhoqCqpPK3I5XJUKBTo3XffpVtvvZUaGhpI1/VQOUbDMCiVSlEsFiNFUfpVplFRlF4P/p6u6xSPx0nXdQJAqqpSIpGgiy++mB599FGybZuor9KCZdDR0UEXXnhhqD39aX/xb1RVJQD0yCOP9LstkeL48eNERPTHP/6RLrvssh4bbpomxeNx0jQtdBOGYVTUGX0RmE6nRafgs4fFNM3QuUeNGkXz58+nFStWUD6fJ8dxKu68EUcgfYaXX345RJxhGBSPxykWi1EqlaJkMln2Zpg8udN7OyqVQH5Qij8zDCN0viVLltC6desok8lU1IEjhkAmbu3atbR48WJRhVYmQpYyRVGENKiqSpqmUSKREFVr+3PzvR1yGxRFIU3TxPWYPL6maZoEdFfM/dWvfkVtbW3k+36vHTkiCCQi2rp1K/34xz+mMWPGCImD1DkAKB6PC9VYyY0WS0dPN1+JBKqqSvF4XJDEB7cvmUySYRikaZoYL88//3zavHkzua7bY2dWNYFERL7v07/+9S+68sorS9SlLH1sPHCD5Y6UO5ulpNKO6IvAnh4CTdMoHo+XPGSqqpKqqqTrOhmGQel0mpYtW9ajJA42gYPmRvAN3X333Vi1ahUOHjyIWCyGQqEg/DnZFZALnxJRqMipbPwRUYnf1xPkOps9/b+nmp1clBWACBAAEG3mv11dXfjBD36AbDaLzs5OqqurC7kcjuPAdV1R+JX9Uj4qvZeeMCgE5vN5AoCrr74au3fvxsGDBwF0V691HAdE1Gel2oGC+1B234rJPAWvoARBECAWi+Gee+7BRx99hAcffBBERExiXV0ddF0PlUvmSJH8kJ4qIicwk8mQ4zhYuHAhNmzYIBptmqYgD+i+8agc8nI+Nl+Ha1IXV76NCg0NDThx4gQAYPny5Uin07jvvvsQBAGpqqowWb7vi/hsEAR9bvgxJMhms3To0CGaOnWqGNN0XadYLFbix1VqqFR6lDNMTtehKAqlUinx/rbbbqMjR44QEZHneWIMlN0Uecyv5Pxy30EaAyObTjp69CjZto1rrrkGO3fuhKZpZcvkJxIJsV9ClNLA54tawipFJpMR0v7Xv/4V999/v9gyIJFIAOjWOnL97L4q1leCSAjMZDLk+z6uuOIKbNmyBaqqwnVd0UBWk4qiwPO8kxXX9cELxbKRMNhIJpMgIjGuxeNx+L6Pxx57DI899hh27dolvus4Tuieoxg+BtyDHR0dRES46qqrsG3bNmFZ6bouboyrtbM0MngvhIFAVdUSyVNVVRws+XLV9yilNJfLiXHQNE3Ytg2g+wH63e9+hyNHjuDAgQNiuwB5v4iBWqADBhGR4zg0b948AhAKfyUSiRI9zuMgO8OocAzo7eDIiXwdHneTyaQIz5mmSbqui/E3imvz9YpDbmPHjhXjHF+Pg/N838Xt7usa/DpyP3DhwoX4+OOPAUDsxhUEgXgSGbL/VvzkmaYJoFvFqKoKTdOEr1i8T4IMTdNQV1eHuXPnYu7cuZgwYQImTJiAyZMno76+Xki7oihiPM5kMti/f79wb95++23s378fra2tALpVYqFQEGNULBZDEAQoFArCimWLmqWq2B1oa2sraTPvn8SfRSV9p0xgZ2cn/fKXv8SuXbvQ1dUFoJsI13VDJnwlep4JA4DGxkYcPXoUTU1NaG1tFc4/0O1TdXV1IR6PY968eZg9eza++c1v4qyzzsK4ceNgGAZ0XS8Z+3izjWLT3fd9dHZ2YvPmzXj11Vfx/PPPY8uWLQBObvnGex2xI64oChzHCbkPVQciotWrV1N9fX1IlRWHvypREQ0NDQRAnMuyrNDvVFUVJrppmnTLLbfQ2rVryXEcIiIxT8cIgoB83yfXdSmfz4vPPc8jz/PI9/3QYds2ZTIZ8d3t27fTzTffLNT96NGjCTgZTlNVVbS1rq4ucpek3BFpLNT3fTp+/DhdeumlBJQPKMuR/EoO7hD5N4lEQnRePB6nO+64g/bt20dERIVCgWzbJtu2KQiCsuT0hiAIyHGcEvJd16VMJkNBEIgJZpk87kBN00J+bVUR6Hke3X333eLEiUSiRNJ4GqjSBjY1NYWkWDaG5s2bR0899RRls1kqFAqhzvY8jzhg7jiOINFxHHJdN/Q9z/PIcRwqFArif0REnZ2d4nUulxPnY4lctWoVtbS0UGNjo2hjVAbYaSewUCjQW2+9RQBKCDIMIyRBlT6hbK1y5J/Poes63XjjjdTZ2SmIIiJqb28XEiYTGgRBiRotB9/3BdGMz8J/4v8yoXzt2267TbQtnU5XpwRms1m65JJLSk7KHc4k8P8rNdf5YWDJS6fTtGLFCtGRjuNQR0eH6ORcLkft7e1EREKVFgqFkBrl15wCUY5Q+cEIgoBs2ybP8yiXy1EmkyEioq6uLiIiOnLkCL344ouUTqdFR/ZnmBhyAomInnrqKQIQim3K40O5eGd/Gsckvvjii0LCZFXJZMoqUJa8YgmUf1f8XdnYYYL5fbG0Mrq6umjNmjX9zgoYFgS2tbXRrFmzROPZMe1rwpQvyJYkN4Y/ly25ZDJJW7ZsId/3yxIzFGAC2XAiInrjjTeosbExNOnL2oPTNMo9nINBYEWxUCKiFStWYO/evcJfY/+oL7BPFgQBFEURsUD+vKurC6ZpYtSoUXjppZfQ0tKCTCYzKFM/pwJN05DP52GaJgzDQD6fx2WXXYZVq1ZhwoQJsG0b9fX1oj/oswxxTdMq2mL8tODw4cN0wQUXCDXJup9TGypJWWALk5/O4pSK119/vUR99eUOnA4EQUD5fF60JQgCYbmuWbNGWNB8T4qiiFBaVMeAJND3fXrmmWewdetWAN2Sw9EVDoH1BvpsIpVTFOSZiSAIYFkW7r//flx++eXQdV1ENzjqMdRwXRfxeByFQgHZbDaUhnHFFVfggQcewOjRowF0b7dqWZYIpQ2LSVse+3RdL9HpfUkfj4EshRxols/xwx/+kIiIjh07RkQnTXrZRRhKyC4HW6Q8Pn82E0PLly8X6Y98X3KUaqDHKRsxRESvvfZayAjhgy3OStL2+OY4m4vPMXfuXNq/f7/oLO4gIqJsNnt6GKoA7LIwbNsWjn4QBOS6Ln3nO98RfRQleX0R2KsKPXbsGJ588kkAJ6PoPFHanwHa8zyhTjgfpLm5GUuXLsXEiRMBdM9EWJYlrpNMJis2lAYbDQ0N8DwPJ06cEElMsjFGRLjvvvtQV1cHoHv1k2EYSCaTQ9fojo4O+uijj8iyrBIXAOh23CsxYordBgBi0QhRt7HCTjNRd2irnA83VGDXQY7+eJ4nJFA2vB5//PHQvGdUxympUCKiu+66S6g+ORGpvwlEsvrVNI0mT55M27dvHzYkDQQ8HmYyGfI8j771rW8Ji5Q7v6+HeyAE9qpC33333V5JrgSqqor5PM4XWbJkCcaPHz88rLQBQs731DQNt99+O8aOHRtJzmclKEsgEdG2bduwcePGAV+AJ3mB7htMp9O46aabUF9fP+BzDwfQZ24Sj3eXXXYZvva1rwE4PW5EWQILhQL+9re/IZPJDPgCchJTNpvF4sWLMX/+fAAoSbuoRrAvrCgKstksiAjf+973Tpt26VGFrly5siJHvS/4vo94PC6c8ltuuUVYsFGcfziAl4BblgVVVTFnzhzMmjXrtGSdlSXw2LFj+PTTTyOLRXLq37nnnotLLrkE+Xw+lDdazfB9X6hPdoEMw8Add9xxWq5f0oNERK+99ppoXBTg4O6NN96IRCIhFnuMBMgPeTabFUld3/jGNzBlypRBv35ZEfjPf/4D0zQjiUVyYm9dXR1uuOEGFAoFoUKjkvChhK7ryGQy8DwP6XQahmFAVVXU1dVhxowZg379EgJ37NiBjRs3wnEcEXDmg6T1B1RhhjOryZaWFsyaNQumaSKbzSKRSITW3VUriEhUhgJOTrMVCgXceuutALrdJ+6vqB/eEgL379+Po0ePAogmd5/V8Ny5c8VYGIvFAGD4zJcNAJw0LL8HuvNIZ82ahfPOOy80s8Klv6Ia/0NncV2XtmzZgtbWVmiaFgmBnudB13UsWrRIfMZj4Ehw5AGE+kpevDJt2jQsXLgQruuKe/V9XyQZRyGFIQJ1XcemTZsiq4LEmDRpEhYsWNB9wc+kcDjM9UUBJoMlihdxMjlXXnkliEgsaAUgllpHgRCBvu9j+/bt4nVUmD17NsaPHy8eDHldQbVDDlSUW3k0e/Zs8T9d14UkDsoYuGfPHhw4cADxeDySkzMWLFggBnLg5MMRtaQPBeSxTJYqXl43btw4uQpi6LdR2AAhAt9//310dnaWbdxAMG3aNBiGIW6Ab24wF3ieLsj3wOpTRjqdxnnnnQfgZOUL/k2kYyAR0Y4dO0RZjKigqirGjBkDTdNCy7Ns2x4x4yBrFHlRqVxsdsqUKbAsS3yP1WgU46Ag0HVd7Ny5E7ZtC7O3EhVXTAKb1aqqinPMmDFDrK9jsIM/ElBsTbNRo+s6bNvGjTfeKKRO07RI/d+Qjjx8+LDo/HLr7CoBO6xsiU2aNAkNDQ1C33PjeSHnSEc8Hsf48eNFcQfg5EMfxf0LAj3Pw86dO0OViCrR0eW+I382evTo0PuRMO71F5MmTUIymSypLhzpGOj7Pvbv3y9O3F/11lNViPHjx4fOFXWVhmpAc3Nz2QnsSAl0HAe+74esxSis0Dlz5iCZTIpzua4rnNqRMJ3UF/hem5qaxLDEw0mkdWKOHDkiLsiSUekTUk76eB1Ec3MzPM8rG2o6E8DaZ8yYMSX9GoUGEgTu2bMHpmkOSEfL39c0DbquI51OC6kDwmSPFCu0NyiKgkKhgFGjRokEqCiHDkHg0aNHxSwBm8GVini5sY+tzHPOOUdYYFySQ05yGunQdR2+74fGQDmgMVAIhmKxmJjLkisrVQL5e0y64zhobm7GtGnTAEBsF2CaZuTxwOEO0zQxZcoUISBcMzQKDaQC3fU9OW0cKC9RNZw6imPAcgnMgUIFurOqDhw4UEJgjchowFNOxetLIiPQtm3s27ev+4MzwLQfCrD6BPouBd0fqEC3b3b48OHQP2rSFx0URRErl6KGEDdeGSuH0M4UI2Mwwepz1KhRME2zbHnMgUAFus15Oc29Rlx08DwPqqqioaEB8Xg8lD8TWSSGTyr7ZTUVGg2YrGQyKXJGWUAiDaXJyTn9ObFcRgSAmLjlUBo3Vh645eSekQ42XnK5HNLpdGiTyshKLvNaNrnW56mieAwt95pxpkg5JzTJfqDrupHcvwp0d24qlSpJ9+uPJBYXOGeUIzFKFTLcIZdkYQKjDOirfMKxY8eWzCpUEqtk0vl3ssqUD06xOBPB986OPBMY2RhomiYmTJhQEimvNOlGJrB4LrGcRJ+JVm42my3JhYksEpNKpTBlypQBibasFjltXJ5GAkrnDc8EIlkojhw5IhaCss0R2XygZVnKhAkThMrUNE1Yk32hWHXKk5X5fF5UgC++qTMF7Da0traKdZJRro0USjiZTIYypiudeCx2I+TXvNUcz8hXmig1ksDjP1f253SKqFZmhZKaOB+Gk28rQfG8IZeV1DQNXV1deOutt4QvxCVHZP9wpIPn/li78WR2VEvMxRnGjBkT8gMHIuayOuWBm6WbnzwOMY10sF3B/Rn1PYuzTZ48OZS3P1CwvyfPcnC0B4gmrbya0NHRIV5H6U4JApuamsr6bn2hXEaa7LBv27YttAnWYNzEcAYPMby1D/dLVPcvGNJ1HYlEQqhRuThrb+hp9p4bunnzZqFGZcNI3hdpJINtCi4CKw8vkaYVapqGs88+W7zuL8qRoSgKPv30U1HxSd5LKaol3MMdrMna29sH5fwhCZw1a1ZoZVElKrQnKWKJtG0bmUxGTFfJq57OFDXquq4gUA41RoEQQy0tLUJ9VqpC5UYxZLWqqiry+byYMJaXVp8JVmihUIBt22LhrKyBokDID5w0aZKYE6z0Aj2tTpKXmK1fv17syweMXMnje5YDFrquY/PmzcKI4f10gWj6QVahykUXXYSJEyfC8zzh2A8URIStW7eKwkEyRsIYKD/AxYtb+f+bNm0SG0CyI8/lRgaKkA77/Oc/jwkTJoj3UcyYK4qCdevW4dChQ2U3RR7J4DoAb7zxRsgS72kp3qkgRKBhGBg3bpzYdSSSKX9dx9atW7Fr1y6x5HgkJQ6XuwdZlQLdxSM4xMhLDHr6bX8RIpCIMHPmzMj2OAe6G9nR0SG2Ni3n1I8EyISxKtU0Da2trdi7d2/oe2wgRq5CDcPAF7/4RRF0jsJSYp3/3nvvgYhCg/hIGANllJOo999/X1SrKF4jHwVCBCqKosydOxfTp08HEE0Hc/xz/fr1+Oijj0KfjRQpLOfb8YQ2115l8CrdqArelZyhpaUFX/jCF2BZVjQi/plV9sknnwgCOTIzEsZAhnwvPJmdyWTw3nvvAYCYF5XHx0hDaYxcLoebb745tJLGMIwSl0I2RHo7uPHxeByPPPIIgO4UDq5iCISD3/JRDSqWa+pw0hK7B8lkEq+99hreeOONkro5URpxJQRalqXMnDkThmHANE2hCrihXEOmUnBOpG3b2LZtG/bs2ROaVupNyqtBQuX5Uy61xcPDP//5z0G/flkl3NzcjOnTp4d0e7HV1J/O5Rhoe3s7XnnlFZHYOlLAWQZcTtrzPHR1deHVV18d9GuXJdDzPFx//fVwXVds9CQ74axeK7FSTdNEoVAQ1ufKlSvF5GY1qMi+IGskfsh1Xcfzzz8/aDMQoeuX+9AwDOW6665DS0uLSEgqXjMhO6SVgFXMW2+9hX/84x9CPRdnawMoGUOHM9jfy2QySCQSsG0bnufhgQceOC0PaI8MnHPOObj66qtDMxOyL1NpNSf+DsdCHcfBn/70J+Tz+RFTpcLzPFiWhSAIkEgk8Oabb+LDDz8cWgJVVcV1110Hy7LE4CwbMkBlKtD3fZGVxplYmzZtwkMPPYRCoVD1s/JyvziOg4MHD+L//u//hn7rHZ6daG5uhmVZJY3tz1oHeWaDz/GLX/xCrAquZhLZTmhvb0c8HsfTTz+NZ599NtJ18L2h10Fs9OjRuPfee9HR0SGkiAdpdg968uGKxzW2OjlMV19fj9tvv11YqLz1uLx+YLhYqp2dncJwc11XpMbLWXwc93z44YehaZoo7DPQfTcGjEOHDtGoUaMIgNjMOJ1Oi9eVHPK+uYlEQryuq6ujZcuWiQ2PeUNI3rN2OGyELO+VK+/xWygUyHEccl1X7O65aNEiSiaT4n6L9x0+1UM51U2Qge5SzLfeeisBJzf3NQyDYrFYxTtQyqQZhhEiPxaL0Y4dO6irqytEpLy16VAjk8mE2sMPGpPneR6tWLFCdDYTyLt4DiaBffoBQRDgRz/6EdLptMhrcV1XOK+Voji13DRNkWZx+eWXw3EcoZKHW/IvF+4Duqt58NhfKBSgqipeeukl/PznP4eu68I9YpdiWICI6Nvf/jYB3VuKm6bZ7yeIN02WNwg2DENI9U033URtbW3iKc9ms2J/2uEAx3HEhsjyNuT/+9//aMGCBeKeTNOMfCPkAalQoHtLng8//JDmzJkjNu+ttIHy94r3keejoaGBANB1111H+Xw+NNYMB/i+T47jkOM44jPXdam1tZWuv/76knGeH/CoSBwwgUC3FP75z38my7LESSsxZHqSVh5H+SZN06REIkFLliyhQ4cODRsST5w4IV53dXVRa2srERF98skn9N3vfle0XVVVqqurKxnzhw2BAJDL5Wj69OkUi8X63YhYLBYik7c11zQttMe8oii0dOlSOnLkSOiJH0p4nhfa637nzp3CsONDljbTNMtqmiEnkIjohRdeECdlInmMkyUKRWqlt4O/Z5omJZNJAkDXXHMNbdmyRVh82WxWdKBsEQZBICxBz/PI9/3Q0RccxxHnsG07tLc9awE+LxHR+vXrafHixZFK2GkjEADa29vpN7/5TegCo0ePLlGNlfqJuq4L0opJnzp1Kq1Zs4Y6OztD5HV0dJQYOL7vl3zGZARBIEgqZxjJpBF1q01+YAqFAuXzecpms/TEE0/QpEmTCOh2qaKUstNGIADs2rWLLrzwwpBa1HVd6H6WwkpJ5DGEfyOPIclkkpYvXy46V5bEjo6OEmm0bZtyuRwVCoUSCZSl1XVdchyHcrkcua5Ltm1TR0dHSG1ns1nK5XKUz+fp17/+tfDr5Aeuks6v1F8+bQQSEa1cuZIMwxA3ww1NJBKnNIjruh4aC1mS+f38+fPp2WefFUTIEZLekMvlyLZtcl23IrfEdV3K5/OCyFWrVtH8+fOF1PHDGYvFKpJA7peBkBg5gUziT37yEwK6rS6+sXQ6LaSqksbJUiq/lsmUIxqLFi2if//733TixAnhl3meJ0hiOI5DHR0dfRLGD4JsqNi2TY8//jjNmDGDVFUtaRe/l9tYCYGnSuSgEej7Pt1www0EdMc1ixvXH2uVHX3+nWVZoc6SAwiaptG1115Lzz33HLW2tobUKjvcxdLGajKfz1OhUAjFMIMgIM/zaN++fbRs2TJauHAhpVIpMgwj9CAmEgnhKlR6qKoqLO5TJXFQCGQS9+7dS/Pnzw+pk/Hjx/ergaZp9ho31DRNPAy6rlNjY2Pot4sXL6Ynn3ySDhw4IBxuti5lomQwafv376cnnniCrr32WhF81jStpJMTiURI4tgfrpTAciRWSmRvBA44Z+GzQR7nn38+Dh48CMuykM1mRbnJvqaEilftcg4NT1eZpolcLie+x3ORvu8jHo/DcZzQUq50Oo2Wlhace+65aG5uFtue8lRVe3s7Dh06hIMHD+LEiRNixxp5NZGczsHtkPOAOIWwEhSnnVDRFFLx+3KQ5xa5Hx555BHceeed0eSc+L5PW7ZsoQsuuICAUgOEpYufnng8PmDLbLgcsi/MkisbcaNGjaJ169bRz372s5CP3J/hZUCzEZVA0zTlnHPOwcsvv4y5c+eGamHKKYS6rovcESKKfK/eoUChUIBpmkin0yVr/mKxGO655x7MmTMHc+fOBXByVoYnhQeKyNY4W5alWJaFF154AU1NTbBtG42NjWIGn/MleaHjsJpuGQBM00QqlRLpIY2NjWIHnKVLl+KWW25BMplUeBs+TgwjadpsIIh0kXp9fb2STqexY8cOTJ8+HcePH0csFhP7JfHWO7quR/YEDjUSiQSOHz8OoHt11/Hjx6EoCi699FL89Kc/xdixYwFAfAc4OS4OyuKWgSKVSimmaeKZZ57BtGnTYNu2eErZsMnlcpEt4R5qdHR0QNM0WJYFz/PQ0NCAMWPGYPXq1Vx7TgG6NxfjDHdOtYwi52dQykRYlqXMmDED77zzDpYsWQLf95HJZEBEomamZVnDJmlpIOClYjwcTJ06Fa+//jpSqRTq6+uFlVgoFBCLxUJ7KUaBQavzoWmaEovFsHLlSlxzzTX8GVKpFIDhky4xUPAQYZompk2bhkcffRTTpk2DYRghE1/evZrHvki3nxsMJBIJRdM0rF69Gg8//DAKhYJYAMJPZLWDyRszZgxeeuklXHjhhdA0rcQ/SyaTwsfkUp6DsrwsasTjcUVRFOXOO+/Eu+++iy9/+cuiiIK86AUIL5Yplzgci8VCdUxN06xofWJvkM9XydK5RCJR8pu77roLb7/9NiZPnizGvGLw0gIiEiJ00a0AAALmSURBVFYql9zs7eBr8BqMId3Klufdfvvb34oUCkjhsnLTT5qmlTj+pmmK75YLT/U3VFUcyjNNk1KplPhcVVVKJBKh8Jmu69TU1ERPPfUU7dmzh6iPkMqqVatCgY1Kp9oMwxDOu67rpOs6KYpCy5Yt6zuEM1ggItqzZw/dfPPNlEgkRKCaG1pMrqIoZFkW1dfXh4LLnAE2EAItyxIREp7T7GkmJZlMiv9dfPHF9M4775DruhV15F/+8pdQJIVf93Xwd2OxGKVSKXFPDz300NARCACcNtja2krf//73Q0+n3PDiyVOZFH4aByqB8rVlyaivrxfSxxI6efJkevDBB0X2eKX3u3z5ctI0jdLptGhbJfOJ5WY/kskk/eEPfxhaAhmdnZ0UBAF98skndO+999LEiROF6mCVFYvFRMq6qqohiY1CAnnqiD/j/B45S6C5uZmWLl1Khw8f7hdxjOeeey7Unv4mhslTW+l0evgQyLBtmxzHoQ0bNtDdd99N5557bonK4YPJiYJAPnisLVafZ599Nt122220adMmMQ11Kve3YcMGWrhwITU2NlIsFqO6ujpKJpNkWVavB8+NWpYl2jZz5kz6+9//TkAE00lRg5/utrY27N+/H8899xz++9//Yv369WI7b9d1hSXXl6XZl7AkEglxLj7fxIkT8ZWvfAVf/epXMXv2bBEO68nCrPS+OJDBleyTyWSfIcVkMgnbtuG6LhKJRPFWRsN7DXM+n6d4PI6jR49i+/bt2LhxIzZu3Ijt27fj0KFDyGazoRhjOfRF4Pjx42FZFs466yzMnj0bX/rSlzBnzhy0tLTAsqwBkXY6MKwbVwyWzs7OTuzevRu7d+/Ghg0bcOzYMezZswd79+7F0aNHxaITjvpz5D+VSqGpqQmTJk3CWWedhcbGRsybNw/nnXcePve5z8llQqqmX6qmoeWwdu1a4oWUsqCw1HHkQy4wB5zcWkhVVZx//vlV3Qc1VDn+HxTLPp5YSspGAAAAAElFTkSuQmCC","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.14,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3131,"perimeter_to_area_ratio":0.3466},"image_base64":"data:image/png;base64,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"},{"id":"0c2ea5cb-3c30-4598-b515-3f237dee0129","height":22.78,"width":19.97,"perimeter":108,"area":283.61,"image":"data:image/png;base64,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"},{"id":"5a450e48-cad1-4e2b-9b41-b834f15bd008","height":29.61,"width":10.69,"perimeter":83.59,"area":127.01,"image"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"},{"id":"64f8e365-8b57-4bb0-93c1-6a23c5b39731","height":30.66,"width":18.92,"perimeter":98.57,"area":399.34,"image":"data:image/png;base64,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"},{"id":"d8898f38-01c6-4440-b777-f844d4d11dc3","height":30.66,"width":18.92,"perimeter":98.57,"area":397.78,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHAAAACzCAYAAABRnJhRAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1de2wc1fX+5rmPWXsdJ7HzMEmAklcDedKWZwCRChQpLaW0BVW0FKkU0aKohZb+UVCrIlWtoMCPSpCmVUsjEihtgVAElBIBIQECISElTwXIO7GTOLb3MTuv8/vDnJs7u2t7HY9jr7OfNPLuenfmzv3mnHvOueeeC9RQ1VCGugFnAjZu3EipVAqdnZ0wDAOKosAwDNi2DU3Tev2t4ziwLAsAUCgUkM/nkUgkkEwmMXXqVEU/HTdwJoOI6Pe//z1efPFFbNq0CY7jIJlMIp1OI5fLwTCMPs9hWRZs28axY8egaRouv/xy3HXXXaeh9TUgl8vRVVddRQAIANXX11N9fT1ZliU+q+SIxWIUi8UIANXV1dHDDz9MAFCTwEGGaZrIZrPifWdnJwBAURRomgYi6vX3DQ0NOH78OAqFglC3tm1DVVUANQIHHZ2dndA0DalUCkEQIJ/PAwB0XYfrun3+/vjx4+K1qqoIggCu68L3/e7zDE6za2Doug7HcZDJZMRnpmkiCAIAEJLUE4IggGma0DQNnucJiWXDpkbgICMWiwlp0TQNmqbB9334vg/DMOB5Xq+/V1UVjuOI9/x7lt4agYMM27ah693d7Ps+giAQUlSJCiUiKIoifsN/mfje5beGYY8agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY4agVWOGoFVjhqBVY6qq1LheR65rotsNouuri60tbXBcRy0t7ejra0NuVwOuq5D13UEQQDf96FpGurr69HY2AjLspBIJNDc3Ixx48YBADRNq9qif8OaQCKiIAigqiq6urrw8ccfY9WqVdi0aRM++OAD7N69G/v27YNhGCAiFAoFABAF5FzXhWEYoXIeiqKgvr4es2bNwgUXXIAFCxZg7dq1NHPmTIwaNYq/UzWEDjsCPc8jTdOQy+Xw3nvvYfXq1VizZg3efvvtEkK49BQX0mHIhHmeh2I+Ojs7sW7dOqxbtw6JREJI7UUXXYSvf/3r2Lp1K02ZMgXxeByqqg5rMocNgUEQkKIo+OCDD/D000/jlVdewe7du+G6LnK5nPgeEQniokAul0MsFoOu63jzzTfx5ptvYty4cViyZAkWLVqE9vZ2amhoqCqpPK3I5XJUKBTo3XffpVtvvZUaGhpI1/VQOUbDMCiVSlEsFiNFUfpVplFRlF4P/p6u6xSPx0nXdQJAqqpSIpGgiy++mB599FGybZuor9KCZdDR0UEXXnhhqD39aX/xb1RVJQD0yCOP9LstkeL48eNERPTHP/6RLrvssh4bbpomxeNx0jQtdBOGYVTUGX0RmE6nRafgs4fFNM3QuUeNGkXz58+nFStWUD6fJ8dxKu68EUcgfYaXX345RJxhGBSPxykWi1EqlaJkMln2Zpg8udN7OyqVQH5Qij8zDCN0viVLltC6desok8lU1IEjhkAmbu3atbR48WJRhVYmQpYyRVGENKiqSpqmUSKREFVr+3PzvR1yGxRFIU3TxPWYPL6maZoEdFfM/dWvfkVtbW3k+36vHTkiCCQi2rp1K/34xz+mMWPGCImD1DkAKB6PC9VYyY0WS0dPN1+JBKqqSvF4XJDEB7cvmUySYRikaZoYL88//3zavHkzua7bY2dWNYFERL7v07/+9S+68sorS9SlLH1sPHCD5Y6UO5ulpNKO6IvAnh4CTdMoHo+XPGSqqpKqqqTrOhmGQel0mpYtW9ajJA42gYPmRvAN3X333Vi1ahUOHjyIWCyGQqEg/DnZFZALnxJRqMipbPwRUYnf1xPkOps9/b+nmp1clBWACBAAEG3mv11dXfjBD36AbDaLzs5OqqurC7kcjuPAdV1R+JX9Uj4qvZeeMCgE5vN5AoCrr74au3fvxsGDBwF0V691HAdE1Gel2oGC+1B234rJPAWvoARBECAWi+Gee+7BRx99hAcffBBERExiXV0ddF0PlUvmSJH8kJ4qIicwk8mQ4zhYuHAhNmzYIBptmqYgD+i+8agc8nI+Nl+Ha1IXV76NCg0NDThx4gQAYPny5Uin07jvvvsQBAGpqqowWb7vi/hsEAR9bvgxJMhms3To0CGaOnWqGNN0XadYLFbix1VqqFR6lDNMTtehKAqlUinx/rbbbqMjR44QEZHneWIMlN0Uecyv5Pxy30EaAyObTjp69CjZto1rrrkGO3fuhKZpZcvkJxIJsV9ClNLA54tawipFJpMR0v7Xv/4V999/v9gyIJFIAOjWOnL97L4q1leCSAjMZDLk+z6uuOIKbNmyBaqqwnVd0UBWk4qiwPO8kxXX9cELxbKRMNhIJpMgIjGuxeNx+L6Pxx57DI899hh27dolvus4Tuieoxg+BtyDHR0dRES46qqrsG3bNmFZ6bouboyrtbM0MngvhIFAVdUSyVNVVRws+XLV9yilNJfLiXHQNE3Ytg2g+wH63e9+hyNHjuDAgQNiuwB5v4iBWqADBhGR4zg0b948AhAKfyUSiRI9zuMgO8OocAzo7eDIiXwdHneTyaQIz5mmSbqui/E3imvz9YpDbmPHjhXjHF+Pg/N838Xt7usa/DpyP3DhwoX4+OOPAUDsxhUEgXgSGbL/VvzkmaYJoFvFqKoKTdOEr1i8T4IMTdNQV1eHuXPnYu7cuZgwYQImTJiAyZMno76+Xki7oihiPM5kMti/f79wb95++23s378fra2tALpVYqFQEGNULBZDEAQoFArCimWLmqWq2B1oa2sraTPvn8SfRSV9p0xgZ2cn/fKXv8SuXbvQ1dUFoJsI13VDJnwlep4JA4DGxkYcPXoUTU1NaG1tFc4/0O1TdXV1IR6PY968eZg9eza++c1v4qyzzsK4ceNgGAZ0XS8Z+3izjWLT3fd9dHZ2YvPmzXj11Vfx/PPPY8uWLQBObvnGex2xI64oChzHCbkPVQciotWrV1N9fX1IlRWHvypREQ0NDQRAnMuyrNDvVFUVJrppmnTLLbfQ2rVryXEcIiIxT8cIgoB83yfXdSmfz4vPPc8jz/PI9/3QYds2ZTIZ8d3t27fTzTffLNT96NGjCTgZTlNVVbS1rq4ucpek3BFpLNT3fTp+/DhdeumlBJQPKMuR/EoO7hD5N4lEQnRePB6nO+64g/bt20dERIVCgWzbJtu2KQiCsuT0hiAIyHGcEvJd16VMJkNBEIgJZpk87kBN00J+bVUR6Hke3X333eLEiUSiRNJ4GqjSBjY1NYWkWDaG5s2bR0899RRls1kqFAqhzvY8jzhg7jiOINFxHHJdN/Q9z/PIcRwqFArif0REnZ2d4nUulxPnY4lctWoVtbS0UGNjo2hjVAbYaSewUCjQW2+9RQBKCDIMIyRBlT6hbK1y5J/Poes63XjjjdTZ2SmIIiJqb28XEiYTGgRBiRotB9/3BdGMz8J/4v8yoXzt2267TbQtnU5XpwRms1m65JJLSk7KHc4k8P8rNdf5YWDJS6fTtGLFCtGRjuNQR0eH6ORcLkft7e1EREKVFgqFkBrl15wCUY5Q+cEIgoBs2ybP8yiXy1EmkyEioq6uLiIiOnLkCL344ouUTqdFR/ZnmBhyAomInnrqKQIQim3K40O5eGd/Gsckvvjii0LCZFXJZMoqUJa8YgmUf1f8XdnYYYL5fbG0Mrq6umjNmjX9zgoYFgS2tbXRrFmzROPZMe1rwpQvyJYkN4Y/ly25ZDJJW7ZsId/3yxIzFGAC2XAiInrjjTeosbExNOnL2oPTNMo9nINBYEWxUCKiFStWYO/evcJfY/+oL7BPFgQBFEURsUD+vKurC6ZpYtSoUXjppZfQ0tKCTCYzKFM/pwJN05DP52GaJgzDQD6fx2WXXYZVq1ZhwoQJsG0b9fX1oj/oswxxTdMq2mL8tODw4cN0wQUXCDXJup9TGypJWWALk5/O4pSK119/vUR99eUOnA4EQUD5fF60JQgCYbmuWbNGWNB8T4qiiFBaVMeAJND3fXrmmWewdetWAN2Sw9EVDoH1BvpsIpVTFOSZiSAIYFkW7r//flx++eXQdV1ENzjqMdRwXRfxeByFQgHZbDaUhnHFFVfggQcewOjRowF0b7dqWZYIpQ2LSVse+3RdL9HpfUkfj4EshRxols/xwx/+kIiIjh07RkQnTXrZRRhKyC4HW6Q8Pn82E0PLly8X6Y98X3KUaqDHKRsxRESvvfZayAjhgy3OStL2+OY4m4vPMXfuXNq/f7/oLO4gIqJsNnt6GKoA7LIwbNsWjn4QBOS6Ln3nO98RfRQleX0R2KsKPXbsGJ588kkAJ6PoPFHanwHa8zyhTjgfpLm5GUuXLsXEiRMBdM9EWJYlrpNMJis2lAYbDQ0N8DwPJ06cEElMsjFGRLjvvvtQV1cHoHv1k2EYSCaTQ9fojo4O+uijj8iyrBIXAOh23CsxYordBgBi0QhRt7HCTjNRd2irnA83VGDXQY7+eJ4nJFA2vB5//PHQvGdUxympUCKiu+66S6g+ORGpvwlEsvrVNI0mT55M27dvHzYkDQQ8HmYyGfI8j771rW8Ji5Q7v6+HeyAE9qpC33333V5JrgSqqor5PM4XWbJkCcaPHz88rLQBQs731DQNt99+O8aOHRtJzmclKEsgEdG2bduwcePGAV+AJ3mB7htMp9O46aabUF9fP+BzDwfQZ24Sj3eXXXYZvva1rwE4PW5EWQILhQL+9re/IZPJDPgCchJTNpvF4sWLMX/+fAAoSbuoRrAvrCgKstksiAjf+973Tpt26VGFrly5siJHvS/4vo94PC6c8ltuuUVYsFGcfziAl4BblgVVVTFnzhzMmjXrtGSdlSXw2LFj+PTTTyOLRXLq37nnnotLLrkE+Xw+lDdazfB9X6hPdoEMw8Add9xxWq5f0oNERK+99ppoXBTg4O6NN96IRCIhFnuMBMgPeTabFUld3/jGNzBlypRBv35ZEfjPf/4D0zQjiUVyYm9dXR1uuOEGFAoFoUKjkvChhK7ryGQy8DwP6XQahmFAVVXU1dVhxowZg379EgJ37NiBjRs3wnEcEXDmg6T1B1RhhjOryZaWFsyaNQumaSKbzSKRSITW3VUriEhUhgJOTrMVCgXceuutALrdJ+6vqB/eEgL379+Po0ePAogmd5/V8Ny5c8VYGIvFAGD4zJcNAJw0LL8HuvNIZ82ahfPOOy80s8Klv6Ia/0NncV2XtmzZgtbWVmiaFgmBnudB13UsWrRIfMZj4Ehw5AGE+kpevDJt2jQsXLgQruuKe/V9XyQZRyGFIQJ1XcemTZsiq4LEmDRpEhYsWNB9wc+kcDjM9UUBJoMlihdxMjlXXnkliEgsaAUgllpHgRCBvu9j+/bt4nVUmD17NsaPHy8eDHldQbVDDlSUW3k0e/Zs8T9d14UkDsoYuGfPHhw4cADxeDySkzMWLFggBnLg5MMRtaQPBeSxTJYqXl43btw4uQpi6LdR2AAhAt9//310dnaWbdxAMG3aNBiGIW6Ab24wF3ieLsj3wOpTRjqdxnnnnQfgZOUL/k2kYyAR0Y4dO0RZjKigqirGjBkDTdNCy7Ns2x4x4yBrFHlRqVxsdsqUKbAsS3yP1WgU46Ag0HVd7Ny5E7ZtC7O3EhVXTAKb1aqqinPMmDFDrK9jsIM/ElBsTbNRo+s6bNvGjTfeKKRO07RI/d+Qjjx8+LDo/HLr7CoBO6xsiU2aNAkNDQ1C33PjeSHnSEc8Hsf48eNFcQfg5EMfxf0LAj3Pw86dO0OViCrR0eW+I382evTo0PuRMO71F5MmTUIymSypLhzpGOj7Pvbv3y9O3F/11lNViPHjx4fOFXWVhmpAc3Nz2QnsSAl0HAe+74esxSis0Dlz5iCZTIpzua4rnNqRMJ3UF/hem5qaxLDEw0mkdWKOHDkiLsiSUekTUk76eB1Ec3MzPM8rG2o6E8DaZ8yYMSX9GoUGEgTu2bMHpmkOSEfL39c0DbquI51OC6kDwmSPFCu0NyiKgkKhgFGjRokEqCiHDkHg0aNHxSwBm8GVini5sY+tzHPOOUdYYFySQ05yGunQdR2+74fGQDmgMVAIhmKxmJjLkisrVQL5e0y64zhobm7GtGnTAEBsF2CaZuTxwOEO0zQxZcoUISBcMzQKDaQC3fU9OW0cKC9RNZw6imPAcgnMgUIFurOqDhw4UEJgjchowFNOxetLIiPQtm3s27ev+4MzwLQfCrD6BPouBd0fqEC3b3b48OHQP2rSFx0URRErl6KGEDdeGSuH0M4UI2Mwwepz1KhRME2zbHnMgUAFus15Oc29Rlx08DwPqqqioaEB8Xg8lD8TWSSGTyr7ZTUVGg2YrGQyKXJGWUAiDaXJyTn9ObFcRgSAmLjlUBo3Vh645eSekQ42XnK5HNLpdGiTyshKLvNaNrnW56mieAwt95pxpkg5JzTJfqDrupHcvwp0d24qlSpJ9+uPJBYXOGeUIzFKFTLcIZdkYQKjDOirfMKxY8eWzCpUEqtk0vl3ssqUD06xOBPB986OPBMY2RhomiYmTJhQEimvNOlGJrB4LrGcRJ+JVm42my3JhYksEpNKpTBlypQBibasFjltXJ5GAkrnDc8EIlkojhw5IhaCss0R2XygZVnKhAkThMrUNE1Yk32hWHXKk5X5fF5UgC++qTMF7Da0traKdZJRro0USjiZTIYypiudeCx2I+TXvNUcz8hXmig1ksDjP1f253SKqFZmhZKaOB+Gk28rQfG8IZeV1DQNXV1deOutt4QvxCVHZP9wpIPn/li78WR2VEvMxRnGjBkT8gMHIuayOuWBm6WbnzwOMY10sF3B/Rn1PYuzTZ48OZS3P1CwvyfPcnC0B4gmrbya0NHRIV5H6U4JApuamsr6bn2hXEaa7LBv27YttAnWYNzEcAYPMby1D/dLVPcvGNJ1HYlEQqhRuThrb+hp9p4bunnzZqFGZcNI3hdpJINtCi4CKw8vkaYVapqGs88+W7zuL8qRoSgKPv30U1HxSd5LKaol3MMdrMna29sH5fwhCZw1a1ZoZVElKrQnKWKJtG0bmUxGTFfJq57OFDXquq4gUA41RoEQQy0tLUJ9VqpC5UYxZLWqqiry+byYMJaXVp8JVmihUIBt22LhrKyBokDID5w0aZKYE6z0Aj2tTpKXmK1fv17syweMXMnje5YDFrquY/PmzcKI4f10gWj6QVahykUXXYSJEyfC8zzh2A8URIStW7eKwkEyRsIYKD/AxYtb+f+bNm0SG0CyI8/lRgaKkA77/Oc/jwkTJoj3UcyYK4qCdevW4dChQ2U3RR7J4DoAb7zxRsgS72kp3qkgRKBhGBg3bpzYdSSSKX9dx9atW7Fr1y6x5HgkJQ6XuwdZlQLdxSM4xMhLDHr6bX8RIpCIMHPmzMj2OAe6G9nR0SG2Ni3n1I8EyISxKtU0Da2trdi7d2/oe2wgRq5CDcPAF7/4RRF0jsJSYp3/3nvvgYhCg/hIGANllJOo999/X1SrKF4jHwVCBCqKosydOxfTp08HEE0Hc/xz/fr1+Oijj0KfjRQpLOfb8YQ2115l8CrdqArelZyhpaUFX/jCF2BZVjQi/plV9sknnwgCOTIzEsZAhnwvPJmdyWTw3nvvAYCYF5XHx0hDaYxcLoebb745tJLGMIwSl0I2RHo7uPHxeByPPPIIgO4UDq5iCISD3/JRDSqWa+pw0hK7B8lkEq+99hreeOONkro5URpxJQRalqXMnDkThmHANE2hCrihXEOmUnBOpG3b2LZtG/bs2ROaVupNyqtBQuX5Uy61xcPDP//5z0G/flkl3NzcjOnTp4d0e7HV1J/O5Rhoe3s7XnnlFZHYOlLAWQZcTtrzPHR1deHVV18d9GuXJdDzPFx//fVwXVds9CQ74axeK7FSTdNEoVAQ1ufKlSvF5GY1qMi+IGskfsh1Xcfzzz8/aDMQoeuX+9AwDOW6665DS0uLSEgqXjMhO6SVgFXMW2+9hX/84x9CPRdnawMoGUOHM9jfy2QySCQSsG0bnufhgQceOC0PaI8MnHPOObj66qtDMxOyL1NpNSf+DsdCHcfBn/70J+Tz+RFTpcLzPFiWhSAIkEgk8Oabb+LDDz8cWgJVVcV1110Hy7LE4CwbMkBlKtD3fZGVxplYmzZtwkMPPYRCoVD1s/JyvziOg4MHD+L//u//hn7rHZ6daG5uhmVZJY3tz1oHeWaDz/GLX/xCrAquZhLZTmhvb0c8HsfTTz+NZ599NtJ18L2h10Fs9OjRuPfee9HR0SGkiAdpdg968uGKxzW2OjlMV19fj9tvv11YqLz1uLx+YLhYqp2dncJwc11XpMbLWXwc93z44YehaZoo7DPQfTcGjEOHDtGoUaMIgNjMOJ1Oi9eVHPK+uYlEQryuq6ujZcuWiQ2PeUNI3rN2OGyELO+VK+/xWygUyHEccl1X7O65aNEiSiaT4n6L9x0+1UM51U2Qge5SzLfeeisBJzf3NQyDYrFYxTtQyqQZhhEiPxaL0Y4dO6irqytEpLy16VAjk8mE2sMPGpPneR6tWLFCdDYTyLt4DiaBffoBQRDgRz/6EdLptMhrcV1XOK+Voji13DRNkWZx+eWXw3EcoZKHW/IvF+4Duqt58NhfKBSgqipeeukl/PznP4eu68I9YpdiWICI6Nvf/jYB3VuKm6bZ7yeIN02WNwg2DENI9U033URtbW3iKc9ms2J/2uEAx3HEhsjyNuT/+9//aMGCBeKeTNOMfCPkAalQoHtLng8//JDmzJkjNu+ttIHy94r3keejoaGBANB1111H+Xw+NNYMB/i+T47jkOM44jPXdam1tZWuv/76knGeH/CoSBwwgUC3FP75z38my7LESSsxZHqSVh5H+SZN06REIkFLliyhQ4cODRsST5w4IV53dXVRa2srERF98skn9N3vfle0XVVVqqurKxnzhw2BAJDL5Wj69OkUi8X63YhYLBYik7c11zQttMe8oii0dOlSOnLkSOiJH0p4nhfa637nzp3CsONDljbTNMtqmiEnkIjohRdeECdlInmMkyUKRWqlt4O/Z5omJZNJAkDXXHMNbdmyRVh82WxWdKBsEQZBICxBz/PI9/3Q0RccxxHnsG07tLc9awE+LxHR+vXrafHixZFK2GkjEADa29vpN7/5TegCo0ePLlGNlfqJuq4L0opJnzp1Kq1Zs4Y6OztD5HV0dJQYOL7vl3zGZARBIEgqZxjJpBF1q01+YAqFAuXzecpms/TEE0/QpEmTCOh2qaKUstNGIADs2rWLLrzwwpBa1HVd6H6WwkpJ5DGEfyOPIclkkpYvXy46V5bEjo6OEmm0bZtyuRwVCoUSCZSl1XVdchyHcrkcua5Ltm1TR0dHSG1ns1nK5XKUz+fp17/+tfDr5Aeuks6v1F8+bQQSEa1cuZIMwxA3ww1NJBKnNIjruh4aC1mS+f38+fPp2WefFUTIEZLekMvlyLZtcl23IrfEdV3K5/OCyFWrVtH8+fOF1PHDGYvFKpJA7peBkBg5gUziT37yEwK6rS6+sXQ6LaSqksbJUiq/lsmUIxqLFi2if//733TixAnhl3meJ0hiOI5DHR0dfRLGD4JsqNi2TY8//jjNmDGDVFUtaRe/l9tYCYGnSuSgEej7Pt1www0EdMc1ixvXH2uVHX3+nWVZoc6SAwiaptG1115Lzz33HLW2tobUKjvcxdLGajKfz1OhUAjFMIMgIM/zaN++fbRs2TJauHAhpVIpMgwj9CAmEgnhKlR6qKoqLO5TJXFQCGQS9+7dS/Pnzw+pk/Hjx/ergaZp9ho31DRNPAy6rlNjY2Pot4sXL6Ynn3ySDhw4IBxuti5lomQwafv376cnnniCrr32WhF81jStpJMTiURI4tgfrpTAciRWSmRvBA44Z+GzQR7nn38+Dh48CMuykM1mRbnJvqaEilftcg4NT1eZpolcLie+x3ORvu8jHo/DcZzQUq50Oo2Wlhace+65aG5uFtue8lRVe3s7Dh06hIMHD+LEiRNixxp5NZGczsHtkPOAOIWwEhSnnVDRFFLx+3KQ5xa5Hx555BHceeed0eSc+L5PW7ZsoQsuuICAUgOEpYufnng8PmDLbLgcsi/MkisbcaNGjaJ169bRz372s5CP3J/hZUCzEZVA0zTlnHPOwcsvv4y5c+eGamHKKYS6rovcESKKfK/eoUChUIBpmkin0yVr/mKxGO655x7MmTMHc+fOBXByVoYnhQeKyNY4W5alWJaFF154AU1NTbBtG42NjWIGn/MleaHjsJpuGQBM00QqlRLpIY2NjWIHnKVLl+KWW25BMplUeBs+TgwjadpsIIh0kXp9fb2STqexY8cOTJ8+HcePH0csFhP7JfHWO7quR/YEDjUSiQSOHz8OoHt11/Hjx6EoCi699FL89Kc/xdixYwFAfAc4OS4OyuKWgSKVSimmaeKZZ57BtGnTYNu2eErZsMnlcpEt4R5qdHR0QNM0WJYFz/PQ0NCAMWPGYPXq1Vx7TgG6NxfjDHdOtYwi52dQykRYlqXMmDED77zzDpYsWQLf95HJZEBEomamZVnDJmlpIOClYjwcTJ06Fa+//jpSqRTq6+uFlVgoFBCLxUJ7KUaBQavzoWmaEovFsHLlSlxzzTX8GVKpFIDhky4xUPAQYZompk2bhkcffRTTpk2DYRghE1/evZrHvki3nxsMJBIJRdM0rF69Gg8//DAKhYJYAMJPZLWDyRszZgxeeuklXHjhhdA0rcQ/SyaTwsfkUp6DsrwsasTjcUVRFOXOO+/Eu+++iy9/+cuiiIK86AUIL5Yplzgci8VCdUxN06xofWJvkM9XydK5RCJR8pu77roLb7/9NiZPnizGvGLw0gIiEiJ00a0AAALmSURBVFYql9zs7eBr8BqMId3Klufdfvvb34oUCkjhsnLTT5qmlTj+pmmK75YLT/U3VFUcyjNNk1KplPhcVVVKJBKh8Jmu69TU1ERPPfUU7dmzh6iPkMqqVatCgY1Kp9oMwxDOu67rpOs6KYpCy5Yt6zuEM1ggItqzZw/dfPPNlEgkRKCaG1pMrqIoZFkW1dfXh4LLnAE2EAItyxIREp7T7GkmJZlMiv9dfPHF9M4775DruhV15F/+8pdQJIVf93Xwd2OxGKVSKXFPDz300NARCACcNtja2krf//73Q0+n3PDiyVOZFH4aByqB8rVlyaivrxfSxxI6efJkevDBB0X2eKX3u3z5ctI0jdLptGhbJfOJ5WY/kskk/eEPfxhaAhmdnZ0UBAF98skndO+999LEiROF6mCVFYvFRMq6qqohiY1CAnnqiD/j/B45S6C5uZmWLl1Khw8f7hdxjOeeey7Unv4mhslTW+l0evgQyLBtmxzHoQ0bNtDdd99N5557bonK4YPJiYJAPnisLVafZ599Nt122220adMmMQ11Kve3YcMGWrhwITU2NlIsFqO6ujpKJpNkWVavB8+NWpYl2jZz5kz6+9//TkAE00lRg5/utrY27N+/H8899xz++9//Yv369WI7b9d1hSXXl6XZl7AkEglxLj7fxIkT8ZWvfAVf/epXMXv2bBEO68nCrPS+OJDBleyTyWSfIcVkMgnbtuG6LhKJRPFWRsN7DXM+n6d4PI6jR49i+/bt2LhxIzZu3Ijt27fj0KFDyGazoRhjOfRF4Pjx42FZFs466yzMnj0bX/rSlzBnzhy0tLTAsqwBkXY6MKwbVwyWzs7OTuzevRu7d+/Ghg0bcOzYMezZswd79+7F0aNHxaITjvpz5D+VSqGpqQmTJk3CWWedhcbGRsybNw/nnXcePve5z8llQqqmX6qmoeWwdu1a4oWUsqCw1HHkQy4wB5zcWkhVVZx//vlV3Qc1VDn+HxTLPp5YSspGAAAAAElFTkSuQmCC"},{"id":"7531cf65-e76d-4ace-98f4-4168edeaf01d","height":30.14,"width":28.03,"perimeter":115.8,"area":334.14,"image":"data:image/png;base64,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"}],"no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":27.98428571428571,"widthOfSign":"164","otherDimensionOfSign":31.36,"width_of_smaller_line":20},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1426,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":"Greater than 24 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RcVrPnmjEbR3quuu6pOs63XTTTeS6LhmGIQQmd5OxoYg1G88iHMehbDZLAwMD9NxzzxHgN699wGazWTp8+DDpuk62bYveMVqKRqO0YMEC8VyiU+MSJuhapHKSvNXfxz72MSEs5eLv1q1bRcI6k+\\/J7e3tdODAAfHCcr24qamJLrnkEiIa7KHc+wCMbB42BeiSSy4h13XJ87whJX2k9Nprr+X5AwRyjuNgx44ddOjQIcH4cjH9vPPOo0WLFhGRX215nle2zjPRiXl52WWXic88No+W0uk09fX1+a4JrmqaRtu3b6d0Oi2ALddUZOHChRSLxYho0BhjMLnXTnXCye36iIiWL19O9fX1Ze3QhmHQe++957vme\\/rbb78txr1AIFC28e\\/8888nosGOwkYDW5FnA7EhSkQ0b948am5uLmvbHceh119\\/3WdAiae7rksdHR3kuq6wZMtF8+bNG3yZJKkAyjZHnizkeR5FIhGaM2eOmOuWQ2MBoDfeeIOSyaS4JoBNpVL00UcfDV5UVbFMsBwvbmhoEOOp67pkWZZ47lRyUBQjXppZWVlZVsExTZM6OzvpxIkT4poA9s033yTLssT+vyOJPsgvICLhLgNALS0tFAqFfHsK5+70PdUpnU4T0SnHTG1treBVOYY7z\\/Ooo6OD3n33XXFNuJW6urqERI30hbkLkuWFz\\/PmzSPTNEWjWBuwGnJdd9KDW4xXoVCIiE5pp0WLFlE2m6VIJELZbLZkJ8VQZNs2pVIpOnr0qLimnqwY2trahJRxZUsFdyi1GgqFqLa2VsQfiQaBZYlmo4KnQJO1yC7EQoWZz+2dM2cOEVFZQGWyLIsOHjwoDCidX7Bnz568gHGpJAMqbx\\/Anqx4PE6maQr1zgYav2eqT3l4lpFMJikWi9GRI0eorq6uoPP+dIj5KPuMdSKi3t5e2r9\\/vwCIreJSwZUNAdna9TyP3nnnHVqzZg3puk6apglNUC6vy0SgYu3IZDIUCoVIURSKxWK0Y8cOYaiGQiExBp8uMU5yRxHAHj9+XAA0UoazOmJXGVvUrutSV1cXdXV15Xmccn8\\/malY\\/dkgDYfDwvUXDAYpk8mUJebN\\/E8kEqfeSUSUTCaF1crjLPeCUtRyrjplw4glP3cynvvMqR4IYN6ycRkOh338GS3xsMahQKKTwPKYxzfJL5Mt5eGIfyOrcZZS+Xm5vXuyS2upZBgGWZYl\\/jLIgUBg1MfLMD7JZFJoBJ2IqL+\\/X+h5lrCR9iS+X\\/5doWfkSudUl1YmlqRcK7gcZwaxBkylUkJQVKLBwX0o1Xi2hdWmCqlEgyLMkirHSOV57TRNLsoDlig\\/v2aaJh+pRKdcgLIhM5XmmWcjqUT+cBpTuaL703RmSCU6FXVgs5kldRrYyUsqUX7usAzstDqenKQTDS+ZQ30nBwzkfGHDMCiVSpHneb69fuXfFHv2NPmpmHDJETn2R4w+zZ8GMwISiQRls1mf7zN3LctQQE5b38NTMV8Cb9JdUVFBNTU1g9fK8WI+fdkwDBFz1HWdXNf1HeQ7lMROO0GGp2KJCJzkcPz4ceHJKguwiqKQaZrkOM5pBY4newbFWFMxX300GiUAVFlZSYFAgIjKCKxlWULyIpEI2bZN2WxWxGD5Ppn4+tmU0HY6VKzj27ZNmUyGjhw5IhLaygYsG1GKolAymSQAFI1G6eKLLxZhJb6XyD\\/gcy+bpsJULHG\\/q6uLGhsb6aKLLqLKykoiKhOwctiPaBC8+vp6+spXvkI\\/+clPfPmzhYCdto6Hp2ISa1mWOGGET\\/4oC7C6rgtwDMMg27apv7+f+vv7uWLTk+FxJpWIaMaMGaJXABAOi+EWTbGkcSoMr\\/ssFEyepvEnlWhwHqqqasHV66WoyaFckF1dXdNTmTNEKtGgFSu7D2WASnEp5q6e478n81zHot7TVISEr1hebT6alXCcU6yqKh0\\/fnx6jnqGSCUaTIWcOXOmuCgDW4oq5XtyV6inUqlpiT1DpBIRVVdX0wUXXODLoBhtVAcAZTIZ6uzsHH0tp2nEpBIRxWIxWrJkCSmKQrqun5bBI+cKc5ZjOp2m3bt3l7fG01QSqUSDE+DZs2fnZVAQlRZ5kT1LRP7A\\/YEDB6jQlnDTNE60fft2sU8f7\\/eXe2DSUEXeuFGR9vyrqqrCsmXL0N\\/fPw3sOJMQx1mzZlEgECBFUcSeQaVGamSXIe9GRkQUj8eps7Nz1IuOpmkUxFvZ8q7X\\/LfU467lDZXlzasVRcHOnTunJXacSUisqqrU3NwsxlnZrViMeIERE89j+btdu3blbQk3TWNLPsvoggsuEPv+jcTPO1SEht2UW7duHX1Np2lE5AN2+fLlYgNL3tK2VA9UbmiOt7uxbZt27drl2\\/jibCdg8NAl+S9Tud4hvP6Koijvvvsumpub6cCBA0REQnpH4n0iIrF168lGUGdnJz3zzDPkeR5UVT2rQ3jxeBxPPvkkbdiwgRobG6mhoYFmzpxJDQ0NNG\\/ePNq2bRuamprE3h28WfXJ\\/Y1L5p3vRsdxcO2119LLL788og0sc7cO4t2vOTvCsiy6\\/PLLacuWLaSc5YnKlmVh5cqVtH37dqHlmG+maVI0GqXa2lqqr6+n2tpaqqiooFmzZlFdXR3NnTuX6uvrqaqqiqqqqqimpoai0SgvpB6ar9lsFj\\/+8Y+FJVzqSVjFCs+H29vby6puJhul02ls3bpVnANQ6HCloYp8XyAQQHNzM9asWYM77rgDGzduxDPPPIOBgYGhefv888+P6ozYQoWBXb9+\\/VkNLABcf\\/31IBo8yaPUqaSiKNA0DYZh5P2Grzc3N+Oll14amrednZ1oaGgY8Ty2WNE0Dbquo7Oz86wE1rZtvPPOO4jFYgKs3BM9ihXl5JGjpmkiEAj4sGlpacGBAwcEb\\/NM3qqqKrryyitHFRAoRJx3\\/OKLL1I2mz3rwNV1nR5\\/\\/HFKJpNiZ1lOzy3ltzwW27ZNtm2LtCVN0ygSidBVV11FjY2NQz8knU5jy5Yted6k0RQeU8LhMJYtW4a2tjbYtn3WgNvX14djx45h7ty5IBr0xY\\/kaDk+7JAPVCo0Lj\\/66KPo7e0dnqee52HGjBk+UEZbZENs3bp1Z9VYCwAbNmzwDW3yKc6lFh7OdF0XR7+Gw2FomuZTw8NW5J577hEVGMnLhyp8xjufO\\/vf\\/\\/73rAAXAN58803Rsevq6gRPSj3jns+gLfSdpmm4+uqrS+MlAOzbt0+AMdoiN4APtr300kvPGmBvvfVWHx\\/4\\/F06DcFhK1g+Fu2Pf\\/xj6by0LAs33ngjQqGQUKWF5rdKCUdRc+UDgYAYW2bMmIFf\\/vKXUxpcAPj3v\\/895InPXKgImHwPgypH4JYtWwbP80rnIQA8\\/fTT0HUdwWDQd24pv4xBLwasruviXiLC7NmzQURoaGjAU089NSXBBQZPfF65cuWogWUg2R9gmqY4RfpnP\\/vZyIAlIkomk1i5cqXv4SxxqqqKFxUDlmgwm4IlXT7WurGxEX19fVMuy6Krqwt33nmn0HSjAZYkLck4mKaJ5uZmHDx4cOR8A4DnnntOAMoWMkshv7QUieXK8VHWhmGIyfrq1avR39+PVCo1JcAFgD\\/84Q+i45cDWOaVrPm+853vnL62AyCklgd\\/NoDopPQVA1aeMmma5qsc98QrrrgC8Xh80ktuf38\\/duzYgZaWFp92Gy2wJKlinvLs27ev4NmxJREA\\/PnPfxZjrAySPN4WU8W1tbU+o0sGlzvMihUrkM1mkclkJiW46XQaruviE5\\/4hGhbJBIZNbDMc5lnd999N9Lp9Oj4NDAwgFtuuSVP+mTVPFzhTqEoig\\/cQCDgO9JaURRcfPHFOHr06KTzTDmOgyNHjmDdunWifZWVlWWRWHlKZBgG5s+fj\\/37949+6AKArVu3YsaMGcLwYaOglOmO3NNy1Tj\\/ZelXVRXXX3893n\\/\\/\\/UljLTuOA8uy8NnPftbXgculivl3\\/Lxvf\\/vb5eONZVl45JFHQESorq4WL+SG5B4Mr+v6sL5mbhT\\/Jvc8+I9\\/\\/OP4y1\\/+UvaUkXKTbdt49dVXcf755\\/tsBo7elNLx+XfcGWRNRieFgbXjJz\\/5SfT29o5eDcsEAIsXLxb6Xn4590huFE+kh+qRMrByYnosFhOqp6mpCffccw+6u7snHLgA8P777+NXv\\/oVGhoa8oYnmTfFgB3O+8T849nEtm3bRj5vLUaWZeGNN95Aa2uraASDJ6saVVVhGEbJEsv319fX+8ZfOtlhrrrqKmzatAkAyt+oEVI2m0U2m8Wrr76KW265xee4kV2nfJ35M1yR5\\/fsfFBVVfiIGdx169aNXfvZI8WN4QrJTgdZeocqMrA8dsgdIRQK+QwvTdOwdu1avPnmm2dEPZ84cQIAEI\\/H8d3vfleAyG2VMyJCodCI3K4kdYZCifeqqmLx4sX44IMPxnY66DgO1q9fL8ZGnstyI0rJ5ZGBlVVROBz2jbe6rgvrkr+\\/\\/PLL8eSTTyIej4+5BMfjcbiui7fffhtf\\/epXRWfmkFluWNM0zTyjqZRZQ66NIgcKampq8Kc\\/\\/WnsO7PjOEgkEli9enWepHGDcqc6uSXXeOJ5LkctFEVBVVWVTzVzB2BLe82aNXj88cexb98+dHd3w3XdsjQeAJLJJD744AO88cYb+MY3voGWlhbfEEGSREWjUYRCobzhhztkKWMsq2DDMBAOh31x2wceeGD8NBSH9hoaGhAOhwUguUbUUJkCMrDDGViBQEBYmHy9oqLCN\\/\\/VdR1Lly7Ft771Lfz9739He3s7BgYGBNC2bYv\\/ZXJdF7Zti88DAwPYv38\\/nnzySdx2220iWMEMLyRZNTU1eZ2aDcdSgyS57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\"},{\"id\":\"7531cf65-e76d-4ace-98f4-4168edeaf01d\",\"height\":30.14,\"width\":28.03,\"perimeter\":115.8,\"area\":334.14,\"image\":\"data:image\\/png;base64,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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":167.76,"other_dimension_of_sign":31.36,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1426}},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"8.2399"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"120.9348924"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"1.90323"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"13.4005518"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":11.4625},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":106.5098076},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"2.1896"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"104.58077"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"0.945"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"4.8755"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.006009397851599999},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":6.009397851599999},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00047728599749999995},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.47728599749999995},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.00455257413},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":4.55257413},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.00935664444"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"9.35664444"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00454107654"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"4.54107654"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0060803028"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"6.0803028"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00048514752"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.48514752"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":6.300485855820001},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":20.5275},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"20.8012"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"5.2316345438113"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":460.27193693491995,"totalDenseWeight_before_formula":52.2825669730904},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":506.299130628412},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":7,"totalDenseWeight":57.51082367039944},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":7,"sign_depth":"1"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":20.15,"height":21.9,"depth":"1"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":10.69,"height":29.61,"depth":"1"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":24,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:19] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":28.03,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 11:48:19"} 
[2026-04-07 11:48:20] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775562500_f14af947d2b64edd65a3aea0dc741a22","bins_packed":[{"bin_data":{"w":28.33,"h":30.96,"d":9.1,"id":"unique","used_space":65.8453,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":30.96,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/8095716ba9a8d5262d810489b82306e8/1775562500-4679-2477862.svg","items":[{"id":"item-7","w":28.33,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/8095716ba9a8d5262d810489b82306e8/1775562500-4673-7408771.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":24.3,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/8095716ba9a8d5262d810489b82306e8/1775562500-4675-9154492.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":10.99,"h":29.91,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/8095716ba9a8d5262d810489b82306e8/1775562500-4676-7622467.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":20.27,"h":23.08,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/8095716ba9a8d5262d810489b82306e8/1775562500-4676-8225567.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":20.45,"h":22.2,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/8095716ba9a8d5262d810489b82306e8/1775562500-4677-7361149.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/8095716ba9a8d5262d810489b82306e8/1775562500-4678-8283522.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/8095716ba9a8d5262d810489b82306e8/1775562500-4678-2713901.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-07 11:48:20"} 
[2026-04-07 11:48:20] local.INFO: Box added from packed bin {"data":{"length":9.1,"width":28.33,"height":30.96,"denseWeight":57.51082367039944},"timestamp":"2026-04-07 11:48:20"} 
[2026-04-07 11:48:20] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":11.1,"width":30.33,"height":33.21},"quantity":1,"denseWeight":57.51082367039944}],"cheapestShippingCost":564.9262884433225,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":744.8077642125686,"tariffAndDS":744.8077642125686,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1200.9280390163456,"totalShipmentCostFormula":"((tariffAndDS (744.80776421257) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1200.93","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":421.0892292673239,"tariffAndDS":421.0892292673239,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":678.964273270633,"totalShipmentCostFormula":"((tariffAndDS (421.08922926732) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 678.96","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":564.9262884433225,"tariffAndDS":564.9262884433225,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":564.9262884433225,"totalShipmentCostFormula":"(((tariffAndDS (564.92628844332) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 564.92628844332","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":373.82035385759633,"tariffAndDS":373.82035385759633,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":602.7479385599884,"totalShipmentCostFormula":"((tariffAndDS (373.8203538576) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 602.75","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":585.4601849646663,"tariffAndDS":585.4601849646663,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":998.3267074017489,"totalShipmentCostFormula":"(( tariffAndDS (585.46018496467) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 998.32670740175","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":57.51082367039944,"rate":453.21999999999997,"tariffAndDS":510.7308236703994,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":871.5638618870197,"totalShipmentCostFormula":"(((tariffAndDS (510.7308236704) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 871.56386188702","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":1025.1082367039944,"tariffAndDS":1025.1082367039944,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1025.1082367039944,"totalShipmentCostFormula":"((tariffAndDS (1025.108236704) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1025.108236704","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 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[2026-04-07 11:48:20] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 11:48:20"} 
[2026-04-07 11:48:20] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 11:48:20"} 
[2026-04-07 11:48:20] local.INFO: Final API Response {"data":{"sign_width":"164","sign_height":31.36,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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Certified","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.006009397851599999,"result":6.009397851599999,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.00047728599749999995,"result":0.47728599749999995,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.00455257413,"result":4.55257413,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":28,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":29,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":30,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":31,"dense_weight_expression":0.00935664444,"result":"9.35664444","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00454107654,"result":"4.54107654","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.0060803028,"result":"6.0803028","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00048514752,"result":"0.48514752","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":6.300485855820001,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":20.5275,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":20.8012,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":5.2316345438113,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":57.51082367039944,"result":506.299130628412,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"164","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":167.76,"other_dimension_of_sign":31.36,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1426},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1426},"timestamp":"2026-04-07 11:48:20"} 
[2026-04-07 11:48:20] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 11:48:20"} 
[2026-04-07 11:48:22] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.36,"sign_width":"164","dimensions":[{"id":"20fa57a6-03ff-4575-aa5b-26fa8435972a","height":21.9,"width":20.15},{"id":"0c2ea5cb-3c30-4598-b515-3f237dee0129","height":22.78,"width":19.97},{"id":"5a450e48-cad1-4e2b-9b41-b834f15bd008","height":29.61,"width":10.69},{"id":"ace3c527-b2a8-4a0a-beb9-888930a28d88","height":30.14,"width":24},{"id":"64f8e365-8b57-4bb0-93c1-6a23c5b39731","height":30.66,"width":18.92},{"id":"d8898f38-01c6-4440-b777-f844d4d11dc3","height":30.66,"width":18.92},{"id":"7531cf65-e76d-4ace-98f4-4168edeaf01d","height":30.14,"width":28.03}]},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.36,"sign_width":"164","dimensions":[{"id":"20fa57a6-03ff-4575-aa5b-26fa8435972a","height":21.9,"width":20.15},{"id":"0c2ea5cb-3c30-4598-b515-3f237dee0129","height":22.78,"width":19.97},{"id":"5a450e48-cad1-4e2b-9b41-b834f15bd008","height":29.61,"width":10.69},{"id":"ace3c527-b2a8-4a0a-beb9-888930a28d88","height":30.14,"width":24},{"id":"64f8e365-8b57-4bb0-93c1-6a23c5b39731","height":30.66,"width":18.92},{"id":"d8898f38-01c6-4440-b777-f844d4d11dc3","height":30.66,"width":18.92},{"id":"7531cf65-e76d-4ace-98f4-4168edeaf01d","height":30.14,"width":28.03}]}},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"20fa57a6-03ff-4575-aa5b-26fa8435972a","height":21.9,"width":20.15},{"id":"0c2ea5cb-3c30-4598-b515-3f237dee0129","height":22.78,"width":19.97},{"id":"5a450e48-cad1-4e2b-9b41-b834f15bd008","height":29.61,"width":10.69},{"id":"ace3c527-b2a8-4a0a-beb9-888930a28d88","height":30.14,"width":24},{"id":"64f8e365-8b57-4bb0-93c1-6a23c5b39731","height":30.66,"width":18.92},{"id":"d8898f38-01c6-4440-b777-f844d4d11dc3","height":30.66,"width":18.92},{"id":"7531cf65-e76d-4ace-98f4-4168edeaf01d","height":30.14,"width":28.03}],"sign_height_raw":31.36,"sign_width_raw":"164"},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":32.0,"sign_width":164.0,"tax_factor":0.0887},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Dimension Calculation {"data":{"dim_id":"20fa57a6-03ff-4575-aa5b-26fa8435972a","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Dimension Calculation {"data":{"dim_id":"0c2ea5cb-3c30-4598-b515-3f237dee0129","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Dimension Calculation {"data":{"dim_id":"5a450e48-cad1-4e2b-9b41-b834f15bd008","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":53,"sign_type_id":1,"heightOrWidth":"30.00","return":2,"price":361,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Dimension Calculation {"data":{"dim_id":"ace3c527-b2a8-4a0a-beb9-888930a28d88","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Dimension Calculation {"data":{"dim_id":"64f8e365-8b57-4bb0-93c1-6a23c5b39731","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Dimension Calculation {"data":{"dim_id":"d8898f38-01c6-4440-b777-f844d4d11dc3","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Dimension Calculation {"data":{"dim_id":"7531cf65-e76d-4ace-98f4-4168edeaf01d","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":7,"baseProductionCost":2415,"result":[{"id":"20fa57a6-03ff-4575-aa5b-26fa8435972a","height":21.9,"width":20.15,"depth":2,"price":236},{"id":"0c2ea5cb-3c30-4598-b515-3f237dee0129","height":22.78,"width":19.97,"depth":2,"price":250},{"id":"5a450e48-cad1-4e2b-9b41-b834f15bd008","height":29.61,"width":10.69,"depth":2,"price":361},{"id":"ace3c527-b2a8-4a0a-beb9-888930a28d88","height":30.14,"width":24,"depth":2,"price":392},{"id":"64f8e365-8b57-4bb0-93c1-6a23c5b39731","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"d8898f38-01c6-4440-b777-f844d4d11dc3","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"7531cf65-e76d-4ace-98f4-4168edeaf01d","height":30.14,"width":28.03,"depth":2,"price":392}]},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2563.47,"taxFactor":0.0887,"tax":227.379789},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":3.0,"noOfFullBoxes":2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":30.0},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":398.04316546762584,"shippingWeightInKG":180.51844238894594},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":180.51844238894594,"shippingRateFound":false,"shippingRateRow":null},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2415,"PSUCost":148.47,"tax":227.379789,"shippingRate":null,"miscellaenous":0,"signPrice":2790.849789},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"164","sign_height":31.36,"sign_depth":2,"totalCost":2790.849789,"TATDays":7,"baseProductionCost":2415,"productionCost":2563.47,"PSUCost":148.47,"tax":227.379789,"shippingCost":null,"uniqueReturns_count":2,"objects_count":7},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"20fa57a6-03ff-4575-aa5b-26fa8435972a","height":21.9,"width":20.15},{"id":"0c2ea5cb-3c30-4598-b515-3f237dee0129","height":22.78,"width":19.97},{"id":"5a450e48-cad1-4e2b-9b41-b834f15bd008","height":29.61,"width":10.69},{"id":"ace3c527-b2a8-4a0a-beb9-888930a28d88","height":30.14,"width":24},{"id":"64f8e365-8b57-4bb0-93c1-6a23c5b39731","height":30.66,"width":18.92},{"id":"d8898f38-01c6-4440-b777-f844d4d11dc3","height":30.66,"width":18.92},{"id":"7531cf65-e76d-4ace-98f4-4168edeaf01d","height":30.14,"width":28.03}],"sign_height_raw":31.36,"sign_width_raw":"164"},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":32.0,"sign_width":164.0,"tax_factor":0.0887},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Dimension Calculation {"data":{"dim_id":"20fa57a6-03ff-4575-aa5b-26fa8435972a","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Dimension Calculation {"data":{"dim_id":"0c2ea5cb-3c30-4598-b515-3f237dee0129","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Dimension Calculation {"data":{"dim_id":"5a450e48-cad1-4e2b-9b41-b834f15bd008","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":54,"sign_type_id":1,"heightOrWidth":"30.00","return":3,"price":379,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Dimension Calculation {"data":{"dim_id":"ace3c527-b2a8-4a0a-beb9-888930a28d88","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Dimension Calculation {"data":{"dim_id":"64f8e365-8b57-4bb0-93c1-6a23c5b39731","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Dimension Calculation {"data":{"dim_id":"d8898f38-01c6-4440-b777-f844d4d11dc3","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Dimension Calculation {"data":{"dim_id":"7531cf65-e76d-4ace-98f4-4168edeaf01d","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":7,"baseProductionCost":2537,"result":[{"id":"20fa57a6-03ff-4575-aa5b-26fa8435972a","height":21.9,"width":20.15,"depth":3,"price":248},{"id":"0c2ea5cb-3c30-4598-b515-3f237dee0129","height":22.78,"width":19.97,"depth":3,"price":262},{"id":"5a450e48-cad1-4e2b-9b41-b834f15bd008","height":29.61,"width":10.69,"depth":3,"price":379},{"id":"ace3c527-b2a8-4a0a-beb9-888930a28d88","height":30.14,"width":24,"depth":3,"price":412},{"id":"64f8e365-8b57-4bb0-93c1-6a23c5b39731","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"d8898f38-01c6-4440-b777-f844d4d11dc3","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"7531cf65-e76d-4ace-98f4-4168edeaf01d","height":30.14,"width":28.03,"depth":3,"price":412}]},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2685.47,"taxFactor":0.0887,"tax":238.20118899999997},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":3.0,"noOfFullBoxes":2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":30.0},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":398.04316546762584,"shippingWeightInKG":180.51844238894594},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":180.51844238894594,"shippingRateFound":false,"shippingRateRow":null},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2537,"PSUCost":148.47,"tax":238.20118899999997,"shippingRate":null,"miscellaenous":0,"signPrice":2923.6711889999997},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"164","sign_height":31.36,"sign_depth":3,"totalCost":2923.6711889999997,"TATDays":7,"baseProductionCost":2537,"productionCost":2685.47,"PSUCost":148.47,"tax":238.20118899999997,"shippingCost":null,"uniqueReturns_count":2,"objects_count":7},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.36,"sign_width":"164","shipping_weight":57.51082367039944,"shape":"rectangular","dimensions":[{"id":"20fa57a6-03ff-4575-aa5b-26fa8435972a","height":21.9,"width":20.15},{"id":"0c2ea5cb-3c30-4598-b515-3f237dee0129","height":22.78,"width":19.97},{"id":"5a450e48-cad1-4e2b-9b41-b834f15bd008","height":29.61,"width":10.69},{"id":"ace3c527-b2a8-4a0a-beb9-888930a28d88","height":30.14,"width":24},{"id":"64f8e365-8b57-4bb0-93c1-6a23c5b39731","height":30.66,"width":18.92},{"id":"d8898f38-01c6-4440-b777-f844d4d11dc3","height":30.66,"width":18.92},{"id":"7531cf65-e76d-4ace-98f4-4168edeaf01d","height":30.14,"width":28.03}]}},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:22] local.INFO: Input Parameters {"data":{"dimensions_count":7,"shape":"rectangular"},"timestamp":"2026-04-07 11:48:22"} 
[2026-04-07 11:48:23] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 11:48:23"} 
[2026-04-07 11:48:23] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 11:48:23"} 
[2026-04-07 11:48:23] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 11:48:23"} 
[2026-04-07 11:48:23] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 11:48:23"} 
[2026-04-07 11:48:23] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 11:48:23"} 
[2026-04-07 11:48:23] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 11:48:23"} 
[2026-04-07 11:48:23] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1371.23,"dimensions_count":7},"timestamp":"2026-04-07 11:48:23"} 
[2026-04-07 11:50:12] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"166.34","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpE119.tmp"}},"file_present":true},"timestamp":"2026-04-07 11:50:12"} 
[2026-04-07 11:50:12] local.INFO: Validation Passed {"data":{"sign_width_or_height":"166.34","user_input_dimension":"width"},"timestamp":"2026-04-07 11:50:12"} 
[2026-04-07 11:50:14] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":11},"timestamp":"2026-04-07 11:50:14"} 
[2026-04-07 11:50:14] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":11},"timestamp":"2026-04-07 11:50:14"} 
[2026-04-07 11:50:14] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":11},"timestamp":"2026-04-07 11:50:14"} 
[2026-04-07 11:50:14] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":11},"timestamp":"2026-04-07 11:50:14"} 
[2026-04-07 11:50:14] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"166.34"},"timestamp":"2026-04-07 11:50:14"} 
[2026-04-07 11:50:14] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"166.34","file_size":39719},"timestamp":"2026-04-07 11:50:14"} 
[2026-04-07 11:50:14] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":545,"y":283,"width":115,"height":130},"scaled_width":20.59,"scaled_height":23.28,"actual_filled_area":306.43,"bounding_box_area":479,"exact_perimeter":113.57,"approximate_perimeter":100.54,"convex_hull_perimeter":75.98,"perimeter_pixels":634.2741699796964,"original_contour_points":234,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.13,"compactness":0.2985,"perimeter_to_area_ratio":0.3706},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":426,"y":283,"width":108,"height":130},"scaled_width":19.34,"scaled_height":23.28,"actual_filled_area":169.77,"bounding_box_area":450,"exact_perimeter":113.78,"approximate_perimeter":100.32,"convex_hull_perimeter":68.99,"perimeter_pixels":635.4284989122469,"original_contour_points":264,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.2,"compactness":0.1648,"perimeter_to_area_ratio":0.6702},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":304,"y":283,"width":104,"height":130},"scaled_width":18.62,"scaled_height":23.28,"actual_filled_area":197.18,"bounding_box_area":433,"exact_perimeter":130.11,"approximate_perimeter":112.11,"convex_hull_perimeter":69.37,"perimeter_pixels":726.6833329081865,"original_contour_points":327,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.25,"compactness":0.1464,"perimeter_to_area_ratio":0.6599},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":172,"y":283,"width":114,"height":130},"scaled_width":20.41,"scaled_height":23.28,"actual_filled_area":305.32,"bounding_box_area":475,"exact_perimeter":113.67,"approximate_perimeter":100.48,"convex_hull_perimeter":75.87,"perimeter_pixels":634.8599564173229,"original_contour_points":239,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.2969,"perimeter_to_area_ratio":0.3723},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":678,"y":238,"width":109,"height":175},"scaled_width":19.52,"scaled_height":31.33,"actual_filled_area":420.24,"bounding_box_area":611,"exact_perimeter":100.88,"approximate_perimeter":94.46,"convex_hull_perimeter":86.9,"perimeter_pixels":563.42135623731,"original_contour_points":126,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.61,"compactness":0.5189,"perimeter_to_area_ratio":0.2401},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":235,"width":151,"height":178},"scaled_width":27.04,"scaled_height":31.87,"actual_filled_area":262.76,"bounding_box_area":861,"exact_perimeter":159.11,"approximate_perimeter":140.4,"convex_hull_perimeter":95.24,"perimeter_pixels":888.6072144624379,"original_contour_points":385,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.18,"compactness":0.1304,"perimeter_to_area_ratio":0.6055},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":351,"y":47,"width":115,"height":130},"scaled_width":20.59,"scaled_height":23.28,"actual_filled_area":296.27,"bounding_box_area":479,"exact_perimeter":111.24,"approximate_perimeter":101.92,"convex_hull_perimeter":70.52,"perimeter_pixels":621.2447327281733,"original_contour_points":227,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.13,"compactness":0.3009,"perimeter_to_area_ratio":0.3755},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-07 11:50:14"} 
[2026-04-07 11:50:14] local.INFO: Nested area calculated {"data":{"nestedArea":5509.9664},"timestamp":"2026-04-07 11:50:14"} 
[2026-04-07 11:50:14] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"ccb3f789-9073-4420-9424-725a51583bf1","height":23.28,"width":20.59,"perimeter":113.57,"area":306.43,"image":"data:image/png;base64,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"},{"id":"e926988d-0183-4dc5-b3af-688d3ee0e7bc","height":23.28,"width":19.34,"perimeter":113.78,"area":169.77,"image":"data:image/png;base64,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"},{"id":"9f151e1b-212a-41c8-8124-cf9c765c133d","height":23.28,"width":18.62,"perimeter":130.11,"area":197.18,"image":"data:image/png;base64,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"},{"id":"1db6fe1d-37f4-4221-aaa0-42e51dcb5349","height":23.28,"width":20.41,"perimeter":113.67,"area":305.32,"image":"data:image/png;base64,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"},{"id":"6054854f-d759-435c-82bf-8f840c4c14a2","height":31.33,"width":19.52,"perimeter":100.88,"area":420.24,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHEAAACzCAYAAAC+XvNvAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1dfWxb1fl+7ve9tuOkSWlTStu1zVrWUVrBmAZ0wKCjwEB8bKNFCAEb4mMrg7IhhjQhpLENfkARQmxCgsEY6mAaDJWNjcHabhplBQFr+gU03ULbfDRtmjq2r+1r3/v+/kjew72OkzqJnTquH+kqdnzte855zvtx3vOec4AaJj2kY12A4wFERCX8LUjSAG3S4Au1VD9eQ2EQEf35z3/GY489hi1btmDKlCkAIIhg5L/P550/7+npwZlnnom7774bRERS/hdrKD1isRitXr2aZFkmTdMIQOCSJClwKYpCiqKQLMuBi//P9/3gBz+gRCJBQE0Sy45oNIre3l4QEbLZ7JDP8yXOdd3AexY0vo+IIMsycrmcuFcuR8FrmFjUSKwC1EisAtRIrALUSKwC1EisAtRIrALUSKwC1EisAtRIrALUSKwC1EisAtRIrALUSKwC1EisAtRIrALUSKwC1EisAtRIrALUSKwC1EisAtRIrALUSKwC1EisAtRIrALUSKwC1EisAtRIrALUSKwC1EisAtRIrALUSKwC1EisAtRIrALUSKwC1EisAtRIrALUSKwC1EisAtRIrALUSKwCTLodpRzHIcdxkE6n4TgOUqkUDh8+jO7ubvT29iKRSEBRFGiaBkmS4LouXNeFYRiwLAstLS2wLAtNTU2YOnUqVFXFZN8freJJ5B0KbdtGLBbDiy++iD179uD999/Hjh070N3djXQ6XXBDO0mS4HmeeG8YBtLpNCzLwuc//3l86UtfwmmnnYYNGzbQKaecghNOOAEAkMlkYJrmpCG2IkkkIvI8Dx999BEeeughvPrqq9i2bRtSqRQMw0A2m0UulxP3+wXJNE1ks1m4rgtJkiDLstheMpfLIRwOI51Oo7W1Fbt27cILL7wASZIQjUbR2NiISy65BFdffTXS6TQRESzLmjRkHnPkcjnyPI8++eQTevTRR2nZsmXU3NxMjY2NFAqFhuxOiMEdCv27EvL7/HsKfRcAqaoauF/TNKqrq6NoNErnnXcerVu3jgbJHPN+pURE11xzzYjlGOnK34URAMmyTN/73vcoFotVxi6LuVyOFEXB+++/j1deeQXPPfccjhw5Atu2h9yr6zoAwPM8uK4LIhISx1InyzI8zwMRQVGUwHtZllFXV4dsNot0Oh2QZlke8PHi8ThkWcaWLVuwadMmTJ8+HXfffTeSySSFQqFJbz9LCiIi13Vp/fr1dN5555GiKKSqqpAoDPZE3u+T3+dLmizLQqL4XkmSxP/9v1VIGhRFIV3XSVVVIY38mWmaZBgGAaDFixfTT3/6U0qlUuQ4TtGSORGSOOFg9fTOO+/Qt7/9bQqFQqRpGoXD4WELPZGXf4NY/6WqKqmqSieffDK9/PLLlMvlyLbtozYiEdHVV18tOsho61dxJBIRdXd302233SYkqq6uThTYMIyKILHQjr988T2rV68uyl4SEd1www0jkjLSVQyJEzLYJyJqb2+nBx54AM3NzfjNb34DwzAADNggy7JgGAYymcxEFGdEEFHgYnvKF9veJ598EnPnzsW6desQj8dHJDKVSsE0zbKVueyODRHR5s2b8bOf/QybN2+GruvCadF1HYqiIJVKAQAsy0I6nS53kUZEofGm/3+RSATxeBwAkEwmccMNN+CBBx5APB6nSCQyxPHh7+ZvCz0pQIN45plnaNq0acJBkCSJwuEwRaPRojY2z//8WF1cHlmWSdd1ikajgc/vuOOOgurVtm26+eabC9atom1iPB4nIqL777+fAAjPT1XVIWM+SZJIVVXSdZ0sy6pIEvPLw05YJBIhTdNEZzzjjDOotbU1QCQR0bXXXis87ElBYiwWI9d16cYbbxQFURSFTjjhBPGevVHTNAPDh7FUslxXIamRZVk4Yn7NAoAsyyJd1+nSSy+lvr4+yuVyBAyQeOWVV1IkEikbiSV1bFzXJdM0cfnll+PZZ5+FoijQdR1EhIMHD8IwDEiShGw2i2QyiXQ6Dc/zoKoqFEUpZVHGDA4c5L/n/7E99DwPpmkKm5fJZOA4Dv7yl79gxYoVyGQyICKybRsnnHCCCEqUAyUj0XVdymazOPPMM/HPf/4TAIQ3x0Fo9vTy4T/jQVGUgDdomiY0TfuswLIMRVFENCZQGd979iKHA0d38uH3QlVVDUR7PM8ThOZyOWQyGfGev+O6Lj7++GMsX74cfX19GIzyBKJDpUZJSMxms3TgwAHceOONaG9vD4TM/GcbFTrcIx+5XA66rsM0TciyDMdxAt/jkJvruvA8D7IsQ9M00ciqqoqgNze6qqrQdR2GYcAwDKiqKjqTpmnCSwYgnq3runguP6MYGIaBWCyGHTt24NZbb8XBgwfR09MjNFI5MO4hhud5lMvlcMstt+D1118XakNRFLiuC8dxRKMV42YzGY7jfFbIQWJ4KimbzUKWZZimGSCZG97fWEQ0JEbKmoGJBj6TXE3TkEwmxb0srTwMOhqICLquo7+/H7///e8xd+5cfPLJJ0gmk2VTp+OCbdvkui7ddNNNgeGCqqqB9+yBFmvI/b9TaAYjFAqRZVnivWmawmPk7/Ewpq6ujsLhMFmWRaZpCsfKsiwRIfJ/z/+b7Izwpet6QYcn3/HgyI5hGKRpmvgdboNSOzbjkkTLsnDvvffi6aefRjgcRjabha7r8Dwv0PtZGljNjQSefWDJ8EtvKBRCOp0WtsgwDNTV1WHOnDn4whe+gDlz5uDLX/4ywuEw6urqYBgGPM8TalWWZcRiMRw5cgR79+7Fxx9/jJ07d6KtrQ2dnZ2BMnP2ADCgcg3DKEoaNU1DNpuFZVnI5XLIZrPwPA91dXWIx+NlkcYxk0hE9NJLL+HBBx+EZVmign4CVXXg5/k9q66RwCrNH7nRdR2O48C2baiqCtd1MWfOHFx88cX4xje+gVNPPRUzZsyAqqqwbRuGYQS8Xb9ddl0XsiyL94cOHUJrayv+9a9/YefOndiwYQMOHjwIz/MQjUbheR4SiYRQ2UcjgTspZxtwmkihqbVjikwmQ1u3bqXZs2cLtckRjHz15J86Gsu4z//9aDRKV1xxBb388ssiOuI4DgeHyLZt8sN1XRrMyaFsNku5XI4GswbIcRzyPE/cm81mKRaL0aeffkpr1qwJqOdwOEyRSKRggL6QuuOxJM988Fh4LAH+sg32XdcV0ytcOK4sz8+x/eB7hjs/cCTS2IbJskzf+ta3aNOmTYIcJsDzPDHHl08ek8bI5XLkuq54z2T6CeXf6ezspPvuu49OOumkQAccjU3kECMG7XAhm3pMSEylUrR+/XpBCE/XYNDwH61QTIxpmuI3DMMQk7pcYUmSyDAMamlpoUcffVQ0MhPhJ7LU8Ev0X//6VzrvvPMCdeBOC5/UcUSn1BGnkpNIRPTf//6XZs+eLYhgj47JKebyS5tf5UqSRKZpioZZtmwZffTRR0RE1NXVNWEk5pOZyWTokUceoXA4LDqe3wPnxh3LpO8xIfGWW24JSF1+usRoLp4x59f19fXiswceeECoNj9Z5SbRr24zmQxls1kiIurv76c9e/bQ3LlzhTTyMMc/5KloEomI3nvvPQJAU6ZMCdgIfmAx0ujPZeGOYJqm+K5lWbR27VrRkNyItm1TLpcrO4mpVGqILSUa6Dy9vb300Ucf0ezZswMZCWwGxmLzSkFi0WG3ZDKJxx57DADEeC8ajYrPFUUpakKXhxs8bAAghhSmaeK3v/0tvvOd7wAYCCrz/RM1YWyaphieZDIZxGIxZDIZKIqCxsZGLFy4ENu3b0dzczOAgbbgoVQxYcVjBiKiN998kwzDoEgkEpg+8ht0FNmz/G43q+OGhgZ64oknRM/nIQQRUW9vb0Aiym0T4/E4JZPJIZLoL8uhQ4do4cKFVFdXR7quk6ZpgdO3K04S4/E41q1bh0wmg0QiAVmWEYlE8okWPfJoUBQFnueJgXAkEsFdd92F1atXC2kzDAOu6yKRSKCxsREAEIvFivr98SCXyyESiSAUCoGIRKwWGJC0xsZG9PT0oKmpCe+++y7C4TAcxxEzKxWJWCxGW7ZsoWg0SrquBxyZ/PfFXjx24lji9ddfH5A+27bJ87yApPX19U2YJA4G9YU9ZjiOQz09PUREFIvFiIho27ZtNG/ePGHrK9KxISK69NJLx2y4h7ufHZmLL75YqC4edOcTWKngIciHH34onDI2E/4oDQbNxlhILYk63bVrF/7zn/8AQGB6aKywLAvAgGNTX1+Pu+66C6FQCIlEoug5u2MNVq9cl1mzZuHhhx+G67oIh8PCTGiaJhyzYoL/Y8WIJHqeR+vXr8f+/fuLtndHQzqdRiQSQX9/P2677TYsX768JL87kfDPrGQyGTQ1NeGOO+7A0qVLRfoGEYnVWaqqijnQcmDEXz1w4AB+97vfDdxYogJw5ZYsWYIf/vCHYpY+31GaDLBtW8xqaJqGNWvWoKmpCdlsVnR6/8QyLwgqNYZlxnEceu+997B161Yx/VMK6LqOTCaDBx98EFOnToXjOJU54z0MaHDmHhiYluLXmUwGq1atwurVq8VnDDZD5RpHDkuipmn4+9//DmDA7S6V++w4Ds466yyce+65AAbsCg0mJ02GLGkaTJpKJpPCJjqOI8hcs2YN5syZg0wmg7q6OjGHappm2eo3LIldXV3YtGlToNeVQqWGw2Hcc889okI88w5UeMRjENwGLGmcqSdJEhKJBOrr63HzzTcDQGBtSTm1TUFWcrkcbdmyBdu3bxepDblcriTe1cKFC3HWWWchEokgmUwim82KlIZyLjopFTiFMRQKiew6TsUIhUJwHAc/+tGP0NzcLCRUVdWiE63GgoIkKoqCJ598UjQqqzppML/SfxWC36gTEcLhsEiRWLVqlejNqqrCMIwhdoavSoQ/tYPrQb68IE5/vOiiiwAgkHOq63qgfqWqY0ES0+m0SLPL5XLiYcXkyAAYsilCIpEAADQ1NeFrX/uaCKOxnWUPtVzjqImE67pQFAVXXXUVmpubhUpVFKUk4+xCKEjivn37sH//fgAQybejdWw4v5O/ZxgGli1bhiVLlgDAkFzQco2hJhpcjxUrVuD0008HgJKNsYd9Zv4/UqkUbdy4UQSoAYiE3GKIzDf8/v+vWrVK2L9sNit+j1VUNUiiJElIpVLQdR3nn3++qNuErsXwPA+vvPJKYI0B/78YF3k4smVZxgUXXCBeW5YVWKcBTNKFmAVgGAaSySTOPfdcTJ8+XdSxXBI5hETbtvHee++JyIq4sUh1V8jpkSQJ8+fPR1NTk3jP97LNoFFMZVUybNsW0nfyySfj1FNPFVJYrE8xWgxhZteuXWLejonTNK1odQpgyBoHALjsssvEIhjuHLlcLpBgXKke6WjAbWaaJsLhMC655BIAKGnUa8gz/W+IiD744APRmP4GHmlI4Qe72vm46KKLRCo/Q9O0gN2tBpimGXDaODJVTgyRxB07dgxZisZkFqMOeKjA5ORyOXzxi1/E5z73OdERCi3zCoVC46vJMYR/3McBAG6rBQsWoLGxsaydNEDiwYMHsX//ftGT/LbL//5oIN9yMkVRMHv2bDQ0NIhtT6oZ+d65qqqYPXt24LOSP9P/pq2tDbt37xZBXr9nWmwh2G6yo0JEWLhwIQa3Byl1+SsW3HaKomDp0qUAyhc/DbDS3t6Ojo4O8UCOmzKKLQTfxwtN582bBwBlXfJcafBrrzPOOCOwvr/UECQSEXV2diKVSg3Z7DVfrY6EQoPaWbNmFf39agG3gSRJWLJkCRobGycmPaO9vX3gn3n5IPlqtVgQEQzDwEknnQQAkyaHphTwj3nnzZuHmTNnTow63bZtWyBKk7+BQbHwz7VFo1GxBcjxCM/z0NTUhObm5glRp2hrawsM1P27TBTrWfknjz3Pg2VZsCwLjuOULWJRSfC3HzBgXnRdR11dXflJ5MlZ/5jHP7YpdqqIw3UsjYsXLxax0mqZqRgJ3IlZ87BmO/vss4e9f7zzi6JVk8lkWea7pk2bVhUx0fFi8OiGsvy2IDGRSJRlv9GWlpaybsRT6WDieNamHBAkplKpkjsfsixj/vz5xx2J+TM4kiQhHA6Xn0TeRalU4FmP5uZmERQ/nohkMHHljA0LEg8cOFAySWQHRlEUkZt5PIXc/E7KhJGYzWapvb29ZDbRH/ytlgSo8YCDHmUdYti2jc7OzpJ5p/6UvlLlq0425Gse/5i71JD5gUeOHCk4cz+WcYw/o9swjEB+ZqXnlY4X/sA3twOfGleuqTiZH1zszH0NI6NQ55QkCaFQCFOnTi3LMwMkHg9hsYkA+wF+5yYSieDEE08sy/MCJNZQWvgz5zVNQ0NDQ1meU/3BzGOAfJvPklmu3TWEY1OtjsaxQH5blttcBUg8HmYZJhqcr8SnDJQDARJr0jh+5M8l8qKi4fJxSwEVGFi9O1yUfTy9h4868J82mh8crkbk5ySpqoojR47gyJEjZXmeDAxEVpYuXVqywah/Zp/f+xdnVjP8JonVKDCwtVp3d3dZnqkCgCRJ0o4dO6hUNpHJchynrMucKxn+02yAgX3purq6yvIswZppmiXznliNOI6Dnp6eUa3lqFZks9nyrxROJpMlG8f4ydq7d+9xlemWn+rJQws+/KwcECSqqlry3SsURUFbW1vAsal2+APgTKD/zKpyQJA4c+bMkiT3+s9i0jQNe/bsEVlzx5M65XE3k5nNZsu2c7IgkU9jGS/8tk+SpIBNPB4C7PlrVzgBO5PJlH+lMO+G5D+/0J9SUKwqYGnmY/NaW1vR3t4OSZLE0TtAdY8R/RPhvPy7ra1t2HH4eKcCBYnhcBhLly4VZxICwVVMxfYi9sB4owb+yykKxwP8QzVVVcVgv2zP4xeSJGHx4sUBsvyLTf3kHg0stRxqisfjSKVSx00Scf6SdgBiyWBZnscvJEmSmpubA0uV/anoxUKSpMAWX7zGYzIv5x4NWCX6zUYymRQrzsqBgGjNnj0bU6ZMCd7g61WjWYsBfDaP9v777wMozfbTkwncXvv27cOnn346MUvbFi1ahPnz5wdu8AetizW8vFUy379r165AukI1o9DK6h07dqC7u3tiSGxubsaiRYvE4g/ezmo0HqV/qTcwYB87Ojrw73//+7haZMogIuzcuRNHjhyZGBIlScKsWbPElo5+FDsflj+DQUTo6+vD5s2bj6vBPsPzPHR0dJQ19DjE3VyxYgXS6bTYnJWdFH/4aKSL7+FjX13XRTwex+bNm4VqZq83v2KTNRjgH+dxFj3vxC/LMl5//XUAE7S3myzLUkNDA+rr6wEM3XC1GHBl/F4uEeF///sfUqmUULPcSfjg5GqxmUwUJ013dHTg8OHDAFD+sBtj5syZWLJkiZiVZyJGO8PBleF94Xbv3o3W1lbxW0y0PzezGkj0b04rSRI2bNggdiQpF4aQGI1GcdlllwnpYIxW1eVvg5VIJLB+/XqhYvz7AlRbghbv6ep5Hl588UVIkjQxU1EMSZKkiy++OKAOgeLHeNzjeMMBJlOWZfzxj38UKQrcQcYS2qtk8H4Fsixj27ZteOedd8RU3IRuH71w4UK0tLQAQMBhKUal+lMf/esUNU3Drl27sHXrVgCFN/2rBon0D7H+9re/CTtYzpBjwVbjXYLzSStmiODf84alUNM04bW99tpr6O/vH0J0NUgh8BlZhw4dwhtvvDHEfJQDBUn0PA9nn332kJn+0RRE0zQxhOCKhcNhvPHGG+jo6Biyk2Mmk6mKcSQPoT7++GNs3bpVbC2TyWTKdu7HcOdiSOeccw4WLFggNpYbTtUVmg9zXVdIIQeAJUmCbdvYu3cvnnrqKUEsf4cDDJNhmV3+iTpscvr7+0UdnnvuORw6dAi6rosOy/Oppa7jsEaoubkZ1113nSgAb8Y6Xriui9deew3bt28H8Nlwg4+onQzIP3ovm83i8OHDqK+vRy6XQyqVwrp161BXVwfHccTxe2VdUFMIkiRJV111VWAKqRSho3A4jL1792Lt2rUBby2VSk2arTQ1TYNt28JkyLKMxsZGMaN/3333wbbtwB4I5Tzwa0Q4jkNXXnklaZpGmqaN6czcQvfzsbbr1q0jooFzgvn07Eo/jpbPGfb/5bLatk0bN24kADR16lTRBoqijOns5eHab1TH0WqahtWrVyMcDiOXy5XMMLMKfeaZZ0RKo6IoZQtLlRLsaaqqikQiIerS19cHx3Hwf//3f5BlGYcOHQIwoHkACIktS5lG+lCSJOn8889HS0tLyQwxqxVZlvHuu+/i4YcfnlQ78vO6Es/zxEFmsixjypQpePjhh/HWW2+J+rDaZTV6TEhkXHPNNVBVtST73HDkwvM8xONxvPDCC3j55ZfFoZGVDu7IfAKrLMuwbRubN2/GI488glwuh0wmg1AoJI5nAgY2IzqmNv/w4cN0yimnlMQmsm1tamoSdkLTNNqwYcOkOaI9nU4TEdHhw4eJiKi9vZ1mzJghjp1vamoS9Y9EImOyhcO1H8ZyRDswoAbuuece8ZoGVas/KarQ+YcjrXfs7e2FJEkiWHzvvfdi586dIs7IqtVxHGErHceZsHGk/4RVBs+zGoaBeDyOKVOmoLu7Gz/+8Y/R3d0t4qaHDx8W9edjBysCu3fvpuuvv36ItyVJEoXD4YDXOdLF32GJ5L8A6JxzzqH+/n5KJBJERJTJZIiIKBaLUTweJ9d1yy6pjuOQ67pENOApO45DmUxGeM9ERP39/URElEql6Pbbbw9opNFqqqNdxUhi0SAi2rx5MymKQqqqBh6kKArJslzwocNVil9rmibUEABasGABtbW1UTabJcdxhOpiTJS69TyPbNsWHYlooFP19fUR0YBKXbNmjSh3fX195ZMIAPF4nL75zW+KB/gbv66urigS/ZIHgFRVJdM0yTAMMgyDNE2jFStWUFtbm5CIWCxGtm1PCImZTEY8l5FOpymZTJLjOEREdODAAfrJT34i6m9ZlqhLxZNIRPT222/TokWLAqqQ1amiKEcl0T/o9XcCWZYDlT7xxBNp48aNoiFZxU6EJGYyGTpy5IjQAqzGiYh27dpF1157rSCOO5+/DhVNIhP5/PPPB2wjq9dClShUCCaSVTAG7SkACoVCQj01NjbSE088IaRwIkiMxWLidSKRoGQySUREyWSS3nnnHTrjjDMC5eYy19fXj2g+KopEALBtmy677DKKRCKCwOHCcoUK4ZdAls5oNEqqqgqp9l/333+/cCbKTSKr0nQ6LTpPNpulxx9/nKZPnx6w56z+uZyTRhIBoL+/n/bs2SPig0zK0Qj0V57/5qtUDNoWvicSiZAkSXTSSSfRL3/5ywlRp6lUSrx+88036YILLiBFUYS28Hc0dupYg0waEoEBtfrggw+K3skEsKpkm5FPzngrcdppp9FTTz0lbGQymRQeZDabpVwuN8QxYQnLZDIBb5NoYEjB38vlcmJY8ac//YnOOeccoWV40F6spuG6hsPhwJCMSS+W4LKSyESuWrVKSAwX3D+GbGhoKGgDx0oiq69TTjmFHnvsMero6BCE+MdyuVyOMplMYNzH8DyPEomE6AhMcl9fH61fv55WrlwpJMuvKQzDOCqJ/ghNNBoVr/n/FUkiEdGFF14YKHwkEiFd1wOeqL9C4yGRG8EwDAqHwxSNRun000+ntWvXUkdHByUSiSHS5rquGHemUikxjURE1NvbS6+++iqtXLlSmAdd1ykUCg3pdMV433wvq15ug/r6etEmpSZx3Bmt6XSaDMPAV7/6VWzZsgWyLItAOe97PZ7JUKnAjoWapgWOjNc0DYZhwPM8RKNRNDY2YubMmZg+fTqi0Sh0XRdrSXp7e3HgwAG0t7ejq6sLyWRShNgKZRaEQiHoug7btkXQeySEw2Ekk0kxu8HTVv6TXWkUocNC9ZdlGbfeeit+8YtfoL6+vjRZyUREnZ2ddMUVV4iewmrI78GVQp36PzNNM6Du+GJJ9dum/Ofz0Mj/m/w9lpR8G85OVjGSCAwMPQzDoJdeeokeeughOvHEEytPnfph2zZ1dXXR17/+dVIUhSzLCthIv6MzHhJVVRUE+N17tkfsRAzXYVRVFY043D2KogSGTJZljXoIxXVfuXIlERF98sknlWkT80FE1NXVRcuXLxdSyA3FNmK8JPqJ8BOTn/4gyzJpmiYiKnz5G48/93/Xf4//OZIkUSgUOiqJ/npeddVVYrpq37591NjYWPkkMpE9PT10+eWXE4CARPLYbzwk5lc+/3/5KnI0F5ePHSj/M0YqT37Zpk2bRrNmzaLW1laiQcO3e/fuskliyXPLJUmSiIh+9atfIZ1O44033gAQ3ACQ5xCBzxbUcOabf5l4McY///PxzJ6zQ+Z3xtix4L9EhClTpqCvrw/hcBie54mdJPkgbNd18eyzz2Lx4sWQBr948OBBAKXJGMxHWZI+JEmSZsyYgVdeeQV33303dF1HOp0WRPHaDFmWoWma+P9kWA4eCoXQ19eHuro64dnqug5d1+F5HhYtWoRf//rXWLZsmSAQGNjvdDKknwwB0UAa3/e//33SdZ1kWaaGhgahVvg18Nmg2h9/RBHqptxXoXEql98fftM0jZqamkQaZn5b/OMf/xgyDTeW53MbldUm5oOnczZu3ChIy/cqLcsSDkSlk5j/GQftm5ub6c033yxIIAB88MEHJXv+mHJsxgPTNCVJkqSvfOUr2LlzJ2666SaRv9rU1ARZlsVuU5NhxynLsoTap8E9Dc466yx8+OGHWL58eUCF+pFKpSaFuTgqONT19NNPU0tLCwEDAeL8AXmlSyL/bWhooJ///OfU1dU1rAQy3nrrrZJ459xGE6pOC4FoIMXhzjvvFIHmhoYGYTcrnUTTNGnGjBn0hz/84ajkMTZt2lQ2dXrMwEHo/v5+uv/++wNTWpVM4owZM+j222+nnp4eymQyRd7pgkEAAAHLSURBVDfi22+/PaY6VTSJDFaxH374Ia1du5YWLFgQUDv+CIg/Bqvr+pDYZqFEpaMFC2RZFqE6f7gNCM6Jzp07l6677jrat2+fmMIaTT23b99OAALPKnThKETyPXfeeSelUqnKINEPx3Gos7OTHnnkEZGMBWDYysFXSX9Ae6TL32DDRU6i0WggEWrlypW0YcMGoTnGUrfe3l767ne/K4L2xV6WZQUuSZJo3rx59Pzzz4+6I00oPM+jVCpF27dvp8cff5wuvPBCMddnWdaQkNhYZ0f8JLJE8v/OPfdcevXVVymdTlM2m6VEIjGuBuP4qeM4I16cfeC/0um0uHgO1LZtUZ6K3/3HdV06ePAgdu/ejU8//RSbNm1CZ2cn2trasH//fti2DUmSYJomNE1Df3//iL8XDocDZ1SYpomZM2di7ty5aG5uxvnnn4+zzz4bCxYsAIBhhwyVhIovoB+pVIpM00QqlUJHRwd2796NHTt2YOfOndizZw8OHTqEAwcOjPgbU6dOxbRp09DS0oKTTz4ZCxcuxPz58zFr1izU19fzVi+Tql0mVWELobW1lWRZhq7rYj3gSLAsC57nIZfLIZvNYvHixZO+DWqoAvw/mqSE3rcJVQUAAAAASUVORK5CYII="},{"id":"da1b5420-d939-4dc2-ace9-c5f16bdd72bf","height":31.87,"width":27.04,"perimeter":159.11,"area":262.76,"image":"data:image/png;base64,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"},{"id":"625364b9-3f68-4005-a5ab-1bf5ab8bba95","height":22.74,"width":18.08,"perimeter":117.83,"area":187.12,"image":"data:image/png;base64,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"},{"id":"a61c5065-4810-4003-8da7-2408508ff312","height":23.28,"width":20.59,"perimeter":111.24,"area":296.27,"image":"data:image/png;base64,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"},{"id":"811e1723-2194-4043-8631-46b7de96bbae","height":30.8,"width":3.76,"perimeter":68.29,"area":109.63,"image":"data:image/png;base64,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"},{"id":"341650cd-17d3-416d-a2e8-1471fd043989","height":30.8,"width":23.28,"perimeter":105.24,"area":633.7,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-07 11:50:14"} 
[2026-04-07 11:50:14] local.INFO: Number of letters detected {"data":{"noOfLetters":11},"timestamp":"2026-04-07 11:50:14"} 
[2026-04-07 11:50:14] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1244.45,"perimeter_in_feet":103.7},"timestamp":"2026-04-07 11:50:14"} 
[2026-04-07 11:50:14] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[296.23,306.43,169.77,197.18,305.32,420.24,262.76,187.12,296.27,109.63,633.7],"actualFilledAreaSum":3184.6500000000005},"timestamp":"2026-04-07 11:50:14"} 
[2026-04-07 11:50:14] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":22.12},"timestamp":"2026-04-07 11:50:14"} 
[2026-04-07 11:50:14] local.INFO: Average character height calculated {"data":{"avgCharHeight":26.110909090909093},"timestamp":"2026-04-07 11:50:14"} 
[2026-04-07 11:50:14] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":929.0,"originalHeight":415.0,"ratio":2.23855421686747},"timestamp":"2026-04-07 11:50:14"} 
[2026-04-07 11:50:14] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"166.34","otherDimensionOfSign":74.31},"timestamp":"2026-04-07 11:50:14"} 
[2026-04-07 11:50:15] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"15969\" height=\"7133.622174381056\" viewBox=\"0 0 929 415\">
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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":545,"y":283,"width":115,"height":130},"scaled_width":20.59,"scaled_height":23.28,"actual_filled_area":306.43,"bounding_box_area":479,"exact_perimeter":113.57,"approximate_perimeter":100.54,"convex_hull_perimeter":75.98,"perimeter_pixels":634.2741699796964,"original_contour_points":234,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.13,"compactness":0.2985,"perimeter_to_area_ratio":0.3706},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":426,"y":283,"width":108,"height":130},"scaled_width":19.34,"scaled_height":23.28,"actual_filled_area":169.77,"bounding_box_area":450,"exact_perimeter":113.78,"approximate_perimeter":100.32,"convex_hull_perimeter":68.99,"perimeter_pixels":635.4284989122469,"original_contour_points":264,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.2,"compactness":0.1648,"perimeter_to_area_ratio":0.6702},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":304,"y":283,"width":104,"height":130},"scaled_width":18.62,"scaled_height":23.28,"actual_filled_area":197.18,"bounding_box_area":433,"exact_perimeter":130.11,"approximate_perimeter":112.11,"convex_hull_perimeter":69.37,"perimeter_pixels":726.6833329081865,"original_contour_points":327,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.25,"compactness":0.1464,"perimeter_to_area_ratio":0.6599},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":172,"y":283,"width":114,"height":130},"scaled_width":20.41,"scaled_height":23.28,"actual_filled_area":305.32,"bounding_box_area":475,"exact_perimeter":113.67,"approximate_perimeter":100.48,"convex_hull_perimeter":75.87,"perimeter_pixels":634.8599564173229,"original_contour_points":239,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.2969,"perimeter_to_area_ratio":0.3723},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":678,"y":238,"width":109,"height":175},"scaled_width":19.52,"scaled_height":31.33,"actual_filled_area":420.24,"bounding_box_area":611,"exact_perimeter":100.88,"approximate_perimeter":94.46,"convex_hull_perimeter":86.9,"perimeter_pixels":563.42135623731,"original_contour_points":126,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.61,"compactness":0.5189,"perimeter_to_area_ratio":0.2401},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":235,"width":151,"height":178},"scaled_width":27.04,"scaled_height":31.87,"actual_filled_area":262.76,"bounding_box_area":861,"exact_perimeter":159.11,"approximate_perimeter":140.4,"convex_hull_perimeter":95.24,"perimeter_pixels":888.6072144624379,"original_contour_points":385,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.18,"compactness":0.1304,"perimeter_to_area_ratio":0.6055},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":224,"y":50,"width":101,"height":127},"scaled_width":18.08,"scaled_height":22.74,"actual_filled_area":187.12,"bounding_box_area":411,"exact_perimeter":117.83,"approximate_perimeter":112.56,"convex_hull_perimeter":77.5,"perimeter_pixels":658.0660171779825,"original_contour_points":107,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.26,"compactness":0.1694,"perimeter_to_area_ratio":0.6297},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":351,"y":47,"width":115,"height":130},"scaled_width":20.59,"scaled_height":23.28,"actual_filled_area":296.27,"bounding_box_area":479,"exact_perimeter":111.24,"approximate_perimeter":101.92,"convex_hull_perimeter":70.52,"perimeter_pixels":621.2447327281733,"original_contour_points":227,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.13,"compactness":0.3009,"perimeter_to_area_ratio":0.3755},"image_base64":"data:image/png;base64,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"},{"id":"ccb3f789-9073-4420-9424-725a51583bf1","height":23.28,"width":20.59,"perimeter":113.57,"area":306.43,"image":"data:image/png;base64,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"},{"id":"e926988d-0183-4dc5-b3af-688d3ee0e7bc","height":23.28,"width":19.34,"perimeter":113.78,"area":169.77,"image":"data:image/png;base64,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"},{"id":"9f151e1b-212a-41c8-8124-cf9c765c133d","height":23.28,"width":18.62,"perimeter":130.11,"area":197.18,"image":"data:image/png;base64,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"},{"id":"1db6fe1d-37f4-4221-aaa0-42e51dcb5349","height":23.28,"width":20.41,"perimeter":113.67,"area":305.32,"image":"data:image/png;base64,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"},{"id":"6054854f-d759-435c-82bf-8f840c4c14a2","height":31.33,"width":19.52,"perimeter":100.88,"area":420.24,"image":"data:image/png;base64,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"},{"id":"da1b5420-d939-4dc2-ace9-c5f16bdd72bf","height":31.87,"width":27.04,"perimeter":159.11,"area":262.76,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJsAAAC2CAYAAADOU/9kAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1de5BU1Z3+7rMf0z0zPTAw6AwjIBAQKBRUND6hjBIlhjxqNVtZ3Fo3VtTNrtlXEsvSzSa+WDcmxiSrpansZnHZJKtlNCVo1DIIoskirkELBgYQB2ZgGGa6p3v6ce+3f8A5nNvT8+w7wzzuV3Wqn/fce8/57u91fuccIECAUYJ2pi9gPCCdTpMkbNuGaZpwHAckYRgGNK3/JiwUCgAg/6dpGgzDmJTtPilvui+4rstCoYBkMom2tjZ0dHTg0KFDOHr0KI4ePYrOzk60tbXh4MGDaGtrQz6fh2VZ/dZ5zjnnoKqqClOmTEE8Hkc8HkddXR1mzZqFs846C3PnzkWhUABJRKPRCd0fE/rm+kM+n2dXVxey2SyOHDmCvXv3Yv/+/Th06BCam5vR1NSEw4cPI5VKIZ/PAwAMw4BlWcjn83BdV77vDySh67qUiI7jIBKJoK6uDrW1taitrcX06dNx7rnnYv78+Zg1axZmzJiBRCKBUCgEbSDROY4wYW6kP5AkADiOg2Qyib179+J3v/sd3n77bWzevBnJZBK5XA4AYFmWJFE+n0c4HEY2m5VqU9d1D8EG4oJpmnBdF47jeL43DAOGYSCXy8G2bYRCIaTTaTiOg7q6Olx22WVYvnw5Vq9ejfr6etTU1Ijzjds+G7cXPhj09PSwvb0db731FjZt2oQdO3bg8OHD6OjoQHd3NwAgFApJiQOcJAFJ+VnXdZziqkTx5/6g6zpc15WfTdOEpmmSsJqmScKSBElomgbbtmFZFlKpFBobG7Fs2TJcccUVuOKKK7Bo0SJYljWuiTch4DgO29rauGnTJq5fv54XXXQRa2trCYCaptEwDAIgAFZUVMj3atE0jZZlMRKJEAANw/AcpxZd1/st4j+madI0TfldX+fVNK3X97Zty/PX1dXxlltu4aZNm5hKpei67uCZH6B88BT27t3L7373u5w7d26vDuyrI8dLUUmq6zrj8TinT5/Ob3/723z//fdJkvl8PiDeSIEkDx06xMcee4wrVqxgOBzuJREmAtmERFYJZ1kWo9GovKfrrruOL774Ijs6Osih6PkA/YMkW1pauGHDBi5cuJC1tbWyI4o7ZaKQTajl4ntQTYFIJMIrr7ySP//5z9nV1RWo2OEinU6zUCiwvb2djzzyCGfPnk0AJW0hXddpWRYty5oQZBNFJZ34LhqN0jRNapombUwAvOaaa7h161aSZDabDUg3WJBkU1MT77zzTpqmSQCsra2V5DEMg5ZlyY4Q/8EEkWxq0XVdOizq/QupV1lZKc0J0zS5evVq/vGPfwxU60DI5/P86KOP+NRTT/HCCy8s2fDiNRQKyc+apjEcDjMWi417shVLbVW66brO6upq6rpO27Zp27b8n+o9V1dX84EHHmAmkwlUazFIct++fdy8eTOXLFnCaDTq6YBIJMJ4PE5d1xmLxWhZVkkSYgJINtVWU69fkE4lmJDotm0zHo/L9+K4yy67jK+//jodxwkIR5LJZJIvvvgi16xZ06thLctiOBwuSRrLsmjbdi9pN97JVtwG6r0I6RWNRuV9h0IhSUBVzYZCIQLgtGnT+OijjzKVSjGTyUxO0pFkR0cH77nnHs6aNeuMSKZS5yh2PEzTLBngLfYYiw15tQ7huIzW/Ym6hZQzDIM333wz9+zZM/lsOZJ89913edVVV7Gqqko+raPhTUYiEY9ExKnOMU1TSoNSRRBPeL2WZZUcIYhEIh57Uq1feJEjeX+hUMjjMAmTwzRNLlu2jC+99NLkIJyI/N9///0e20t4U8UdMZpqUEgnACWllGEYHnup+DjDMDydLI4prmc07k+9jmg0Kh8iES75wQ9+QJIT13kQw0u33347q6urCYCxWEw2hGmajMfjI94ZghTC5rNtu2TcTqjP4utQJVqpaxS/CQKK70VHjwbZwuFwL09V2HHiAb/99ttJcuLZcZ2dnWxpaeEll1xC4KSqEU9fOBxmRUWF/HymJJuI3ZX6rS+7TZRS1ylsJdVWG62gs3reYtJHIhGpSW677TaSZE9Pz8QgHEk+++yzjEQiMqQhpFksFvN01miMbQ4k1Wzblh2ieneiw1TyCDtPSBLxP1FvqfOP5sNkmiZt2/bYmQBYVVUl237dunUkyXQ67TvhRjUfiiS/853v4J577oFlWTAMA9FoFMePH0dFRQUymYzM/Zo6dSqOHTvWKznRb1tW07RedRqGAdM0YRgG4vE4pk2bhrq6OlRVVSGRSGDatGmoqalBKBSSGbiFQgGO48B1XeRyOWQyGWSzWRw8eBC5XA5tbW346KOP0NHRAcdxkM/nkcvlRvz+RD6dyNNTc+t0XUcikUB7ezuAk7l9ruti7dq12LhxI3p6ehCJRHzjyKiRzXEcPvroo/i7v/s7hMNh5HI5T8Ki4zgwTROFQkESwLIsOWFEwO/OEOcGgEgkgsbGRixevBiLFi1CfX09Fi5ciPr6etTV1cE0TeTzeTFpBbqul2w/4d3l83kUCgVEIhH09PRg//792L17Nz744AO88847+L//+z/s2bNn1O7PMAwAkPMmenp6AJwkmWhnQcwvfvGL2LBhg/g8PpI0s9ksSfJ73/ueVE9VVVXDUhmlvFOR9aBpmidUoY4Pqser9VVUVPDSSy/lfffdx507d7JQKLAYI9EmruvScRw6jkPXdfnyyy9z3bp1bGhokPZgcahEVcXFyZzCgVFV+lDbFqfMGVW1rlu3jt3d3eMnNEKS//RP/8T6+vo+7ZbBlr5CIaIjhIcXjUZlhwlvUxjojY2N/NM//VM+/fTT3L59O1tbW5nJZM5og+bzeWazWba1tfGll17iV7/6VZ577rm9wiTF2b/CjlTJKRyPobS16gjFYjH5oEYiEd5xxx3jg2yu6/KRRx6RoQ1V8pSKUQ1USpFNGOZqxxR7fYZhcMGCBbz77rv5hz/8gZlMZsyODwqJunPnTt57772cM2eOJ2ctHA5LIqlhFaA0KQdT1LFn0zQ954tGo/zhD384tglHkj/4wQ88T5ggQbH7PdjSF9nULAh13NCyLC5atIgbNmyQarGjo2PsNpqCfD7PQqHA3bt38/HHH+eKFStKjk4IlToUchWX4uEznCJsIpGgpmmMRqN87bXXmMvlxl7bnfI6WVlZ2etpVG9sqA3UlxoVGQ7q+6VLl/KFF15gJpNhKpUae400BJDknj17eNttt3HatGkyvAKcttdESEO11wbTvur/DcPwhHhUO/Caa67hxx9/PLZGGRzH4X//939z2rRpUgwXx6SGW/qSbMDpSH5tbS0feOABdnV1jc0ncZgQkvmVV17h2rVrZVwMfRAHwJC0h3pssVki1KoYZRjN++4T3d3d3L17N2tqauQANJQbUEnX3yB3X6UU0YS9Yds2v/rVr7KtrW3sNMgIQKR5P/HEE6ysrPRMehluMU3TM1lItKtI0VL/+7Of/YydnZ1ntn3z+TyPHTvGVatWSe9GPB2q3aZmQPQ1HNRX6UuqLV68mP/xH/9B13UnNNFUFAoFvvzyy5w5c6bHjFC9bwyiTdVhQZEhogoGtS+Fmn3nnXfObDv39PTwb//2b6WXqXpK/Q3FDGTwi7rEzYv6xSD2l770Jb799tuThmQqHMdha2srzz//fA85hK3sV1q8iPPhlLBYuXIljx49embaO5fLccOGDdJ7UYOO5ZItHA7Lp0uVhLZt85FHHuGp5awmHdEEkskkSfK6666jYRieWfwo0b4YItHUNhdScMqUKfzud7/LQqEwuu3uui737NnTay6AeBL8kGzA6UF6Xdc5bdo0vvnmmxMvHWaYIMnm5mauWbNG9oGwZcslm+pkqE7J7NmzuWPHjtElXDKZ5I033uixydQkyHLJFovFpDdUU1PDqqoquc7FqN3kOABJnjhxgitXruyVN1euGhUPvZoxAoB//dd/PXpaJZPJ8JFHHqFhGB7Wi1RrcaHlkE21RWbPns3m5uZJrTb7A0m2tbXx6quv9izPUC7ZhH2MIvt5ypQp3Lp168iPxpDk1q1bPd6QMEwBMJFI+EI2MTfyggsu4MGDBwOiDQARAJ4/f75vkk2VlOqMLgD8/Oc/PyK5bx589NFH/PKXvywNUnFylXBiilm5NtvZZ5/NnTt3BkQbJNLpNDdu3OhLJnDxCINQoZWVlVJ6PvnkkyPXN47jcNOmTVKsioCgIJplWb55o3V1dfzf//3fgGhDRE9PD//5n//ZVweheNkHUefChQtHpn9SqRRPnDjB8847zxcxrR4nxuXE6EIkEuGuXbvY1tYWEG0YyGazXLt2rWxr27Z7LYA4kDAYTJk6dSo3btzof3SAJP/xH/9Rzrz2K2ioOhjCuXjqqaeC8EYZyOVyfPXVVzljxgxpQ6uSSizGU67zAICrVq3y13YrFArcsWMHZ8yY0acaHM4Fq0NYQqqtW7duzOacjSeQ5Pr163u1uZo1Mpy+E8eI/jIMg6+99pp/WSEkuW7dOs8s63LJJsbigNNBw0suuYQtLS2BneYTUqkUzznnHNq2LR058TocshX3t8i4+Yu/+At/1oJzHIf79+9nbW2tFMV+LB+gGpvxeJyJRIIvvvhiQDQfQZK//OUvGQ6HPblwwhkbbN+VcubEb5ZlsaGhgUeOHCm/30jyzjvv7LWua7lkU3PqAfB73/teoD5HACSlsyDiooNJlEAfRFOPVf/3X//1X+UJCpJ877335Jpo4uSlLqK/Cy5V1DDJsmXLRn9wd5Ign8/z9ddfZ319vacP/YiDqmvArV69urx8t0KhwHvuuacXOfzwRsUxkUiEP//5z4Pl1UcQPT09/NrXvibbfjhB9+LRHTVXsaKighUVFXzjjTeGL90OHz7M2bNnMxQKSe9jsLOjVCMS8K41odZx3XXXja389gkI8uTSZOjHDCouahAXQL/EFEtN3HrrrcMjm+M4fPzxxz0rUQMYdDZocQRarIOhaZoc1I3FYty4cWPgFIwCSHLJkiWeyd39FRTZ10LgFDsHalTh7LPPZmtr69D7MpvN8uqrr/YY8UOZAFscRFQ9WfH9TTfdFARvRwkk+fTTT/eZ71ZcxGI5pRY0FLPm1BipEEpvvvnm0PqTJLds2cKqqirJagC9powNVIRdoKpNdR3Ybdu2BY7BKKJQKHDevHmDlmwieCtSx4r7XnyuqKiQffzMM8/06k99oAt74okn0NnZCZJym8RCoQDTNId0g4ZhwHVd6LouFzYhiUsvvRQrVqyAaZrjY/GSCQDDMHDTTTcN6r+hUAgkkc1mkclkkMvlYJqm7P9QKATbtgEA3d3dIInLLrsM4XB4aBfV1NTEmpoajwoVanCwcxIF61VRqw5x/Pu//3vgGIwyOjo6+Mc//pHTp08flGQzTZORSMST9q/rOqPRKMPhMOfNm8fPfe5z/M53vsP/+Z//YVtbG5PJ5OD7lCT/7d/+rZetNdTpd0KsiuNUkn7yk58cniEZoGxkMhnedtttgyJbcYijrq6Oq1ev5l133cVXX32Ve/fupVitqr9z9qkLHcfB1q1bAUDuYQ7As37YYLatFut+2baNfD4vj49Go/jc5z6H6urqARsmgP/QdR2f/vSn8cQTT/T7v6qqKsyePRsrVqzA5ZdfjgsuuAD19fWIRqMAIHaYHpQJ1CfZmpqasGXLFrkyonhVF+cbiGjAycXlTNNEOp2Gpmly5cNCoYCVK1ciFAoFttoZQCgU0rq7uzljxgy0tbWhUCiguroaU6ZMQW1tLRYvXoylS5fi8ssvRyKRQG1tbdl71pckWz6f509/+lPs27dv+HejwHVdkPRsgf3JT35S7nse4MxA13Xcdddd2L9/PxzHwfnnn4/LL78cjY2NsG0buq77uupkSbKZponXX39d7ldeDvSiPdLF5y984QuYNm1aWXUHKA+RSEQjSaGhzsi+86lUigsXLhwwojyYUsprDYfD3L17d+AYTHZks1lu2bKlV8pwuSlE6rELFiwI0ogmIXoFdQ3DwCuvvCJXxS4Xrut66jEMA1deeSV0fcB4coAJhl497rouNm3aJJdf9+UkpxwDTdNQXV2NNWvWeOy4AJMUJ06c6JXBWY4ahTLobhgGZ82aFUzNm6ToJdnef/99OY7pB1QV6jgOli5ding87kvdAcYXPGQjyX379skdQfxIL9M0DYVCQdpoCxcuDOy1SQpPr+dyOfz+978HSZim6YuDIOowTRO6ruPSSy/1zRYMML7gIVt7ezu2b98ujXk/JJs6ptrQ0ICFCxcG6USTFB6y7d+/H7t27QIAqUrLhToWunz5ckyZMsWXegOMP3jI1tzcjGQyKT/7NXJhmiZI4vLLL5eJdgEmHyTZSPLgwYMATpNjqNm4fUFIt2XLliEcDgcqdJJCks1xHBw+fFi+J9lrr8/hQuxh2dDQ4Et9AcYnpOgyDAM7duwAUHp3YYFi1Vr8v75+tywLM2bMKP+KA4xbSLKRlDvrqgmT5XqkIuQxe/Zs39RygPEJ2fvpdBpdXV0A/HMMAMhtuOfPn+/7ltQBxhekzXb06FF0dnYCQK9U8HJBEvPmzQtGDiY5pGRrbm5Gd3c3AH+GqQSi0SgKhQLmz5/vq8QMMP6gA8CuXbv4wQcfyEnIfqb/5PN5hMNh1NfXj37KcYAxBR04acTv2bNHksxvstXU1ARhjwAnyWYYBlpbW0fmBLqOhoYGzJw5c0TqDzB+YAInsz2ampqQz+dhGIZMCxrM+OhAmpGkXOMjwOSGDvSOp/mdsh2LxQKyBThNNjE0JSSR+N4PJBKJIKAb4DTZstlsLwnnhzQiiUQiEUi2ACfJRnJEYmwCFRUVvtcZYPxBB07aaGIhNxV+EU/Xdd+SMQOMX3jIVgy/HAXHcXxLVwowfiHJJkYPAH8H4oGTZAsmJQeQIwhqLMxPsglPNxKJ+FZngPGJwEUMMGoIyBZg1BCQLcCoISBbgFFDQLYAo4aAbAFGDQHZAowadOBkPtvcuXPlkqRiGXk/QBIVFRXBzKoAJ8kmNi4Ty5EKYvgV3BXT+QJMbnjIJl79hKZpyGQyvtcbYPxB5rOJxWQE/FqfTdd1pFKpsusJMP4hB+KrqqqQz+d9T3LUNE1Ofg4wuSHJ1tDQIFec9EuqAScdhK6uriDrI8DJ2VW6rmPOnDnyS9VJKBckkUqlArIFOCnZdF2Xy1mNxByEbDYbkC3ASbKde+65WiQSgWEYnpW8VbUqSjGEFOxLGgqyffjhhyN4GwHGA6ToamhoQDwe90gzv5aQP3HiBNra2nypK8D4hWTWvHnzUFVVJZck9RMnTpzAgQMH4LpuMIwwiSHJVldXh1gs5tmK249JKoZhIJfLYf/+/cEowiSHJFskEkF1dTUAf+cg2LYNkr5tAR5g/EKSTdM0nHXWWfK9X8FdMV9UXZIrwOSEh1ENDQ2evUH9gFDFhw4dQjqd9qXOAOMTHrJNnTpVTuvzi3AiHJJMJj1zUwNMPqhqVJs/fz4sy4LrunBdd1grDxXH3YQ6zmazaG5u9u/KA4w7eCTb3LlzMXfuXITDYQD+rPUhbLZCoYBDhw6hUCgE4Y9JCg/ZzjnnHCxatEhKNL8WgxED+zt27JAbewSYfPCQLRqNYsGCBXKRGT/3QdA0Ddu2bQvINonhIZtpmtrixYul+vRjJEHdSXnnzp1ob28vu84A4xO9PIB58+YhFAohn88jn8+XLd3UtdlaW1vxwQcfgCSDPRHGFkjywQcfRF1dHaqqqjBv3jwsWLBA7GMxMn11/PhxNjY20jRNAqCmaZ4CYEil+JhvfvObZDDVaszh3XffZTgcpqZpbGho4LXXXsvbb7+dzz33HH//+9/z2LFjdBzH377LZDK8+OKLGYlEaBhG2WQDIIlrGAbXrl0bkG2M4ZRUk/0UiUTkq2EYDIfDbGxs5Be+8AU+/fTT3LdvH/P5fPnk6+7u5sMPPyxPrOt6WUQThAVAy7K4YMECdnV1BWQbQ3Ach1/5yld6aSTDMCQH1H40TZMLFizgZz7zGT700EP83e9+x2QyyVwux56enqH17bZt21hZWUnDMMomm7hY8b6yspK/+MUvhn5RAUYMH3/8MZctW0YADIVCJfsNp4SFZVnUNI2WZTEej1PTNMbjcV500UX81re+xc2bN/PAgQPs6upiLpcbWPJls1nOnDnTF8kminhKAPCWW24JVOkYwssvvyxJFg6HS5pAOCXt1M/iO03TGA6HPURdvnw5v/GNb/Dll19me3t7331NkjfccIOvZBMXpus6Fy9eTMdxArKNAaTTaX7729/u1UeCOH31u2EYjMVivYhp2zZN06RhGLQsi9FolD/5yU8I9LOwzKc+9SnYtl32zaiz7IUw27dvH5qamsquO0D5iEQieP311+WeZcVj2qLPTNP09KXjOHKlA3W/s1wuJzN9HMdBOp2Wk6n6xNatWzlt2jTfJFtxHU8++WSgSscA2tvbmUgk+tVE6mdhx4vvbNuWHLEsi5FIhKFQSP7HNE3u2bOn/34+fPgw165d6wvZxEWrDse1117Ljz/+OCDbGYTrunzsscdK9hdOmVC2bXv6XpDKtm2PHS7+r362LIsNDQ1MJpP99zNJPvXUU76QzbIsqefVC3zuuecYTII5c3Bdl0uXLpUSSvRxsb0mCGZZlicEIoppmh6iWZYlHYkvfelLg9NgpxhJANIYNE3TE2/BIMimjkYI4iUSCa5Zs4a5XC4g2xlCR0eHR9tgmMJEEE1oMFEMw+AzzzzDbDbbv4MAnDTuzz//fABAKpVCJBJBoVAASdi2PejZV4LYavZvZ2cnmpubg+zdM4RCocCf/vSnvtQlEjbE9qG2bcN1XcydOxeLFi1CKBTSgAHIZts2br75ZvlZ9UaGO44uvBzXdbFv3z4888wzCAK8o49UKoWf/exnvtRVzAXRx1dddRU+8YlPDL6i5uZmVldXy/Ey9BN76auo+jwcDnvstkWLFgV22yiDJP/zP/+ToVDIFzUqzCTxalkWdV3nr371q6FFHEjyT/7kTzzEEWQp9kb6KqpRaRiGx+4zDIPbt29nkC4+eigUCrzwwgtl+5dDNvU4dfRh4cKFPHTo0ND6NJ/P84UXXuhFLnWgtr+iGoylvgfAL3/5y0HMbZRAki+88IL0LP0km/BodV3n17/+9eH1aXt7O5cuXeoh12ClmuqJqoRTyVZdXc1XX301INwoIJfLceXKlayoqOgV+8Qw1SjgDW8lEglu2bJleP2ZzWb5zW9+U5JnKBemklLo8lKR6M9+9rNBJsgIgyR/85vfEDgdS/ODbJqmSZveNE02NjYO3ywiyXfffVeKSnESQbxykiuFntc0jb/4xS+Yz+cDwo0QCoUCr7/+eo9BP9Sgfan+FkQTBL7vvvvK01KZTIaf+cxn5IWqUeZyM3mFhLvkkkuYTqcDso0Akskkn3vuOalpRP+VSzY1uzcUCrG+vp4tLS3lBetJ8o033pAVq0MZ5ZBNDG0Inf/ggw8GowojgGw2y7lz50qyVVVV+UK2Yk135513+mN7k+RFF10kiREKhXyRbFCIV11dzbfeeitwFnwEST766KOSXGoeWrlkU1PHbdvmb3/7W3Z0dJTfd/l8ns8//7zU0SJFuFyyFSfh3XTTTXQch8eOHQsIVyZI8vjx44xGo7Kd1f4ql2yijqqqKl5xxRVsaWnxr89c15VZvKVOPpgLVotpmoxEIlJaVlZW0rZt3nXXXYF0KxMkeeTIEf7Zn/2ZbG915hR8kGzA6bDHr3/9a39Hg0jypZdeYmVlpS9kU20/4LR3Go1G+eGHHzKVSgWEGyaSySS//vWve7SHbdusqKiQJPGLbLNnzx4Z4eC6LpcvXy4ntZZDNjWwWDyMFY/HefTo0SD+NgwcPXqU7733Xq+JLMIxME3Tl9CHqPepp54amXklJPn222/LJ0VcvPhsmqYnfjaUUnxzy5cv59GjRwOVOgSQ5N69e5lIJHyxqePxuHwvNJpqZ99www0j2z8tLS288cYbPaMA6kWVMkaHQ7ZQKMRrrrmG+/btC2ZkDQIdHR10HIdf/OIXfTFzRFGlmJCOlZWVrK6u5m9+85uRJZuw3WKxmJyiD6BXRshQyVaqcTRN4/XXX88TJ04EEq4fOI7DQqHAK6+8klOmTPGVbCJzp3h8+8///M9Hp09SqRRvueUWjzoVxmdfQd+Bbr7U79OnTycAXn311UwmkzLNOMBp5PN5iuEonGpLP2xqNTwCgFOnTpVmU21tLd9///3RIRtJ7tq1i42NjQROepDFBmm5ZBMkFrbCeeedx0wmE0g4BdlslqlUip///Odl24twRLlkUzWVGsw3TZMPPPDA6PaD67p87rnnGI1GPRenToIYDtlECpIaEolGo9Q0jStWrGBLS0swaI+TD3xLSwtvvvlmAifDEOFwuM/2xzAkm3hVJzgJs+aM3PDf/M3fSPE6FOeg1M2pZAO8mSbCOI3FYvztb3878JzECYyOjg7u37+fq1atomEYrK6ulm1YanRnuDZbcdLsjBkz+Nprr50Z7dLd3c333nuPM2fO9EikUuu7DYZsanavIK6acizqj8fjfOCBB3jgwIFJp1ZbW1v5xhtv8LzzzpOEKJ4LoMbQypVs6rzSf/3Xfz2z7U2S3//+9+UF6brumSQjvhOvg51zWlxKNd7q1atlpu9EJ53ruuzq6uKjjz7K2trasskk7DDLsqRzp/6mfheNRrlkyRK2tbWd+TbO5XK8++67PTch8pxEzjv6EM+DLX01bk1NDf/+7/+e3d3dE5ZwJPnhhx9K+ww+2GTFC/2J7A11YpMI1Ou6PnYyclzXZS6X4w033EBN00ouu6QSrHgSzGBKceMK9VpRUcFYLMYZM2bw4YcfZjqdnjDDXI7jsLW1levXr2dNTY1si4qKCl9sMlUDRSKRXlqntraWAPjjH/94bBBNIJPJcM+ePTzrrLNKEkxNlG4LRGsAAAieSURBVBxOKRUaUUlbUVFBy7J4/fXXc+fOnSQ5bkceMpkMHcfhO++8w5tvvlnas4lEwrcFtkUdOKWN1Axey7KkzXzfffeNzaTWbDbLX//615w+fbpMIVI9ynJKceOK+FuxfSEM5muvvZYvvfSStOc6OzvHXoMVwXVdHj16lH/4wx/46U9/WrZd8UMrjPZyyFacaSvei5EhALzuuutIcuzO7SXJDRs2eKSYemPlPIV9Na6QcIZhyCxi8ds555zDb33rW3z//feZyWTG5ChEoVBgS0sLn332WRmgNQzD8xCJUQHxmx82m6hXkEv1/K+88koeOHBgbEo1FSR56623sq6uTpJNXSQOPpBN13XG43HZCWoiphizVRtvzpw5/Mu//Es+++yzPHz4MNPp9Bld/oEkU6kUd+zYwfXr1/PCCy+UpFHXqDUMwzNdTrz3Q40Cp5Mo1OWuLrjgAr711ltjV6KpEKrr1ltv7TU3cbhqtb/GFflwwt5Qv1dtHPEajUa5cuVK/uQnP2FbW5tUFa7rjoghLOoV6nzPnj18+OGHedVVV8nrFddePN9WBGnVdvQjjiYIXRyjq6io4MaNG32d7TbiW/oUCgVms1ncfffdePzxx6FpGhzHgeM4sCxLblkkdnD2e2tvbYDVlnhq/dhIJIIZM2Zg4cKFWLZsGZYsWYKzzz4bn/jEJxCJRGCaplzySxugUiEJNE2TqzU1NzfjyJEj2L17N7Zv34733nsP7e3tvbbZHAlnT9M02LaNfD4P13U9a+Dqui6vU5y7trYW9957L+64444B73VI1+FXRf2BJLPZLP7qr/4KTz75JCzLAkkUCgXE43Hkcjlks1kAQCgUku91XS+bfIMhWzFCoRBisRjC4TCWLFmC6upqTJ06FYlEAtOnT0ddXR1isRg0TUMul4Nt2wiFQiCJrq4uHD58GC0tLejo6MChQ4dw4MAB7N+/H11dXcjn857zFK9P5zfZTNPstY6eZVkwDAOFQkFuZAwANTU1yGazuP/++/G1r33NV6KNKvL5PNPpNP/hH/5Bims12TISiXgMfDGwX24ZaLhMhE9E8Lk4JijiheFw2LPkevFAd/E5RVBUvS/1t8EO35Vb1HOL61d/F2ozFovRNE0+9thjYyuWNlwUCgWq6+6LKWDwuYHVMhDR+juur3igeqwg6UAOj+rQqBH7kSabKMIWVO9JOFDRaJT19fV8/vnnJwbRVLiuy2eeeYYNDQ0E4Fl5utQq1OWUgcgmcvD6OqcgR/HIR/Hoh5CQwvtVN5+wbdvTySINyO9J3n0V9drFtaijLytWrOBbb73FTCYzsYgmQJKvvPIK58yZIxtCqE5d12Vac7llqJJtsMtIqWQtHsUo9d9Sq2yXuj4/7rnUucVnNZxiWRYvu+wyHjlyZOzH0coFSba2tvKzn/0sAW/sbbhxuOIyWLIJFVdchHQqTuYUx6CoU4uXae9LYoZCIbnR2GhJNnVwfebMmfzKV77CdDrN7u7uiU00AZJMJpO84447CJzOyAXQK0VpOGUwZCtFEgADjuFqmlbyOPGb2rnC0SiOL44G2YqvLxaL8Rvf+MakSMnqhWw2S/Lk8puzZs0icHrijNo56pCKukRn8cKC4ne/pOOZLGoOoPq96hGLcVLxW7HXKR4KAFy2bBnfeOMNkux/t7yJjlwux48//ph33nknTdOUhKusrJTGrGmarKysLClNTNNkNBotK6tkrJVSGTMqmdSUI9M0PTaZGj6qrKzkv/zLv5BksAaeQDKZJElu3bpVThsT3hOKGj+RSHi2Fy8moNrw47UMJj1L13VWVFR4tkcXGSFTp07lVVddNXaSHsciOjs7mUql+NBDD8mNdquqquQ4Z3EKc6niZwjlTJbi5fxFCYfDMslBFDWsMX36dN5///3l7+U+WZDP55lMJnnvvfdKu0RIsKqqKkYiEc/UNQADhiLGW1HjdCJt27Ztj5pUt10899xz+aMf/WhyOgDlIpPJMJfLsaWlhQ899BDnzZs3YAf5sdz6WCnFsTHVGRDS27IsLlu2jOvXr2dzc3NAMj/gOA6bm5v54IMPcu7cuZ5cNXXWNjC8OQ5jrYiRCfFZfS/miS5dupTr16/nwYMHA5KNBPL5PPP5PLds2cLbb79dOhNqvGoikA3wLoEgHq7Kykp+6lOf4tatW3nkyJFxQbLxmUKigCRzuRwOHTqE7du3Y/PmzXjzzTdx4MABmf4j0njEVoWO4wDwpjP1B5FvB0Dmfem6Dl3XB70NpmEYnnw9TdNgmiYcxymZRiWye3Rdl9cbiUQwf/58rFq1CmvWrMGFF16ISCQCXdfHRT+Oi4scLMTT3dTUhM2bN2Pbtm14/vnn0dPTIxMF1fytUomDgkSis0VHkyyZa6butami+Hj1/yrpivPN1MRGgTlz5uDaa6/F9ddfj4svvhhTpkwR5xhX/TeuLnYoKBQKLBQKCIVCaG1txdtvv41t27Zh+/bt2LVrF9ra2uC6rpRYKvpL2NQ0DYZhwDAM6LqOXC4niSgIp53M5pXSy3VdjwQTv4lzRSIRhMNhdHV1wXEcNDY24sYbb8SqVatw8cUXIxwOy2xhwzDGbZ+N2wsfKoTU6+zsxIEDB3Dw4EF0dHTg3XffRUdHB1paWtDS0oL29nak02m5Y3Qmk/GoUFUqGoYBx3FKSj1BqFLEDYVCqK2tRU1NDWpra1FZWYnGxkYsXrwY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"},{"id":"a61c5065-4810-4003-8da7-2408508ff312","height":23.28,"width":20.59,"perimeter":111.24,"area":296.27,"image":"data:image/png;base64,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"},{"id":"811e1723-2194-4043-8631-46b7de96bbae","height":30.8,"width":3.76,"perimeter":68.29,"area":109.63,"image":"data:image/png;base64,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"},{"id":"341650cd-17d3-416d-a2e8-1471fd043989","height":30.8,"width":23.28,"perimeter":105.24,"area":633.7,"image":"data:image/png;base64,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"}],"no_of_letters":11,"perimeter_of_sign":103.7,"nested_area":38.26,"occupied_area":22.12,"avg_char_height":26.110909090909093,"widthOfSign":"166.34","otherDimensionOfSign":74.31,"width_of_smaller_line":20},"timestamp":"2026-04-07 11:50:15"} 
[2026-04-07 11:50:16] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"166.34","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1427,"no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":81.54,"width_of_line_2":166.5,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":11,"perimeter_of_sign":103.7,"nested_area":38.26,"occupied_area":22.12,"avg_char_height":"Greater than 24 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\"},{\"id\":\"ccb3f789-9073-4420-9424-725a51583bf1\",\"height\":23.28,\"width\":20.59,\"perimeter\":113.57,\"area\":306.43,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"6054854f-d759-435c-82bf-8f840c4c14a2\",\"height\":31.33,\"width\":19.52,\"perimeter\":100.88,\"area\":420.24,\"image\":\"data:image\\/png;base64,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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"166.34","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":81.54,"width_of_line_2":166.5,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":11,"perimeter_of_sign":103.7,"nested_area":38.26,"occupied_area":22.12,"avg_char_height":"Greater than 24 inches","width_of_sign":"166.34","width_of_smaller_line":81.54,"other_dimension_of_sign":74.31,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1427}},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"13.91348"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"169.0525752"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"3.26655"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"22.999623"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":19.355},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":148.88802479999998},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"3.0608"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"146.19146"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"1.485"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"7.6615"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0101934984052},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":10.1934984052},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0008096009241666668},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.8096009241666667},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.007722347276666667},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":7.7223472766666665},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.015871297346667"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"15.871297346667"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00770284438"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"7.70284438"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0103137716"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"10.3137716"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00082293610666667"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.82293610666667"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":10.687259207873403},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":28.695},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"29.0776"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"6.1854668376768"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":639.2517382472406,"totalDenseWeight_before_formula":77.87533313371617},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":703.1769120719647},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":11,"totalDenseWeight":85.6628664470878},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":11,"sign_depth":"1"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":20.41,"height":23.28,"depth":"1"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":20.59,"height":23.28,"depth":"1"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":19.34,"height":23.28,"depth":"1"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":18.62,"height":23.28,"depth":"1"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":20.41,"height":23.28,"depth":"1"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":19.52,"height":31.33,"depth":"1"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":27.04,"height":31.87,"depth":"1"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":18.08,"height":22.74,"depth":"1"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":20.59,"height":23.28,"depth":"1"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":3.76,"height":30.8,"depth":"1"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:16] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":23.28,"height":30.8,"depth":"1"},"timestamp":"2026-04-07 11:50:16"} 
[2026-04-07 11:50:17] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775562617_29dac8eb3d77dc04ce9bac93d88476a3","bins_packed":[{"bin_data":{"w":27.34,"h":32.17,"d":13,"id":"unique","used_space":64.3597,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":32.17,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/d1a63c2474ee28e10c05e6bb6a633881/1775562617-2964-9171205.svg","items":[{"id":"item-8","w":18.38,"h":23.04,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/d1a63c2474ee28e10c05e6bb6a633881/1775562617-2956-7691505.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":20.89,"h":23.58,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/d1a63c2474ee28e10c05e6bb6a633881/1775562617-2958-2773286.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-10","w":4.06,"h":31.1,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/d1a63c2474ee28e10c05e6bb6a633881/1775562617-2958-8117887.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-11","w":23.58,"h":31.1,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/d1a63c2474ee28e10c05e6bb6a633881/1775562617-2959-1355444.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-9","w":20.89,"h":23.58,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/d1a63c2474ee28e10c05e6bb6a633881/1775562617-2959-4541696.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":20.71,"h":23.58,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/d1a63c2474ee28e10c05e6bb6a633881/1775562617-296-6099285.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":20.71,"h":23.58,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/d1a63c2474ee28e10c05e6bb6a633881/1775562617-2961-8289990.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":19.64,"h":23.58,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/d1a63c2474ee28e10c05e6bb6a633881/1775562617-2961-4166288.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":18.92,"h":23.58,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/d1a63c2474ee28e10c05e6bb6a633881/1775562617-2962-6738807.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":19.82,"h":31.63,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/d1a63c2474ee28e10c05e6bb6a633881/1775562617-2963-2075232.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":27.34,"h":32.17,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/d1a63c2474ee28e10c05e6bb6a633881/1775562617-2963-4902407.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-07 11:50:17"} 
[2026-04-07 11:50:17] local.INFO: Box added from packed bin {"data":{"length":13,"width":27.34,"height":32.17,"denseWeight":85.6628664470878},"timestamp":"2026-04-07 11:50:17"} 
[2026-04-07 11:50:17] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":15,"width":29.34,"height":34.42},"quantity":1,"denseWeight":85.6628664470878}],"cheapestShippingCost":956.3793485104022,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":15,"width":29.34,"height":34.42},"denseWeight":85.6628664470878,"volumetricWeight":50,"higherWeight":85.6628664470878,"quantity":1}],"totalHigherWeight":85.6628664470878,"DS":0,"rate":1116.133208437088,"tariffAndDS":1116.133208437088,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1985.0791852839607,"totalShipmentCostFormula":"((tariffAndDS (1116.1332084371) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1985.08","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":15,"width":29.34,"height":34.42},"denseWeight":85.6628664470878,"volumetricWeight":50,"higherWeight":85.6628664470878,"quantity":1}],"totalHigherWeight":85.6628664470878,"DS":0,"rate":647.7574429781051,"tariffAndDS":647.7574429781051,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1229.8701010578968,"totalShipmentCostFormula":"((tariffAndDS (647.75744297811) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1229.87","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":15,"width":29.34,"height":34.42},"denseWeight":85.6628664470878,"volumetricWeight":50,"higherWeight":85.6628664470878,"quantity":1}],"totalHigherWeight":85.6628664470878,"DS":0,"rate":841.3793485104022,"tariffAndDS":841.3793485104022,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":956.3793485104022,"totalShipmentCostFormula":"(((tariffAndDS (841.3793485104) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 956.3793485104","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":15,"width":29.34,"height":34.42},"denseWeight":85.6628664470878,"volumetricWeight":50,"higherWeight":85.6628664470878,"quantity":1}],"totalHigherWeight":85.6628664470878,"DS":0,"rate":556.8086319060707,"tariffAndDS":556.8086319060707,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1083.2242380853484,"totalShipmentCostFormula":"((tariffAndDS (556.80863190607) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1083.22","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":15,"width":29.34,"height":34.42},"denseWeight":85.6628664470878,"volumetricWeight":50,"higherWeight":85.6628664470878,"quantity":1}],"totalHigherWeight":85.6628664470878,"DS":0,"rate":872.0479804313537,"tariffAndDS":872.0479804313537,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1487.0162162315444,"totalShipmentCostFormula":"(( tariffAndDS (872.04798043135) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1487.0162162315","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":15,"width":29.34,"height":34.42},"denseWeight":85.6628664470878,"volumetricWeight":50,"higherWeight":85.6628664470878,"quantity":1}],"totalHigherWeight":85.6628664470878,"DS":0,"rate":1306.628664470878,"tariffAndDS":1306.628664470878,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1306.628664470878,"totalShipmentCostFormula":"((tariffAndDS (1306.6286644709) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1306.6286644709","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-04-07 11:50:17"} 
[2026-04-07 11:50:17] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 11:50:17"} 
[2026-04-07 11:50:17] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 11:50:17"} 
[2026-04-07 11:50:17] local.INFO: Final API Response {"data":{"sign_width":"166.34","sign_height":74.31,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud mounted","combined_production_cost_usd":710.0,"total_production_cost":1170.0,"totalDenseWeight":85.6628664470878,"totalVolumetricWeight":50,"bin_packing_result":{"response":{"id":"1775562617_29dac8eb3d77dc04ce9bac93d88476a3","bins_packed":[{"bin_data":{"w":27.34,"h":32.17,"d":13,"id":"unique","used_space":64.3597,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":32.17,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/d1a63c2474ee28e10c05e6bb6a633881/1775562617-2964-9171205.svg","items":[{"id":"item-8","w":18.38,"h":23.04,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/d1a63c2474ee28e10c05e6bb6a633881/1775562617-2956-7691505.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting 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Light","boxWeights":[{"size":{"length":15,"width":29.34,"height":34.42},"denseWeight":85.6628664470878,"volumetricWeight":50,"higherWeight":85.6628664470878,"quantity":1}],"totalHigherWeight":85.6628664470878,"DS":0,"rate":1116.133208437088,"tariffAndDS":1116.133208437088,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1985.0791852839607,"totalShipmentCostFormula":"((tariffAndDS (1116.1332084371) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1985.08","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":15,"width":29.34,"height":34.42},"denseWeight":85.6628664470878,"volumetricWeight":50,"higherWeight":85.6628664470878,"quantity":1}],"totalHigherWeight":85.6628664470878,"DS":0,"rate":647.7574429781051,"tariffAndDS":647.7574429781051,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1229.8701010578968,"totalShipmentCostFormula":"((tariffAndDS (647.75744297811) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1229.87","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL 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Pakistan","description":null,"sequence_no":2},{"material_id":3,"dense_weight_expression":3.26655,"result":"22.999623","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"0.074 inch Aluminium - Durable for Sign Returns.","sequence_no":3},{"material_id":4,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":5,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":6,"dense_weight_expression":19.355,"result":148.88802479999998,"sign_material":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","description":"0.315 inch Frosted Acrylic - for Ideally Diffiused Halo Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":3.0608,"result":"146.19146","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC & IP65.","sequence_no":7},{"material_id":8,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":9,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":10,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":10},{"variable_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":13,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":13},{"material_id":14,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":14},{"variable_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":15},{"variable_id":22,"dense_weight_expression":1.478,"result":"50.64","sign_material":"Power Supply 20A-(10A+10A)","description":"Power Supply 20A–(10A+10A) UL Certified","sequence_no":16},{"material_id":17,"dense_weight_expression":1.485,"result":"7.6615","sign_material":"Wire 18g UL UL Certified Red & White China","description":"18 AWG Wire Gauge (Red & White) - UL Certified","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.0101934984052,"result":10.1934984052,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.0008096009241666668,"result":0.8096009241666667,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.007722347276666667,"result":7.7223472766666665,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":28,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":29,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":30,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":31,"dense_weight_expression":0.015871297346667,"result":"15.871297346667","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00770284438,"result":"7.70284438","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.0103137716,"result":"10.3137716","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00082293610666667,"result":"0.82293610666667","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":10.687259207873403,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":28.695,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":29.0776,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":6.1854668376768,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":85.6628664470878,"result":703.1769120719647,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"166.34","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":81.54,"width_of_line_2":166.5,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":11,"perimeter_of_sign":103.7,"nested_area":38.26,"occupied_area":22.12,"avg_char_height":"Greater than 24 inches","width_of_sign":"166.34","width_of_smaller_line":81.54,"other_dimension_of_sign":74.31,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1427},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1427},"timestamp":"2026-04-07 11:50:17"} 
[2026-04-07 11:50:17] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 11:50:17"} 
[2026-04-07 11:50:19] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":74.31,"sign_width":"166.34","dimensions":[{"id":"e63982d4-38f0-4cbe-8ca9-60cd24d7c20c","height":23.28,"width":20.41},{"id":"ccb3f789-9073-4420-9424-725a51583bf1","height":23.28,"width":20.59},{"id":"e926988d-0183-4dc5-b3af-688d3ee0e7bc","height":23.28,"width":19.34},{"id":"9f151e1b-212a-41c8-8124-cf9c765c133d","height":23.28,"width":18.62},{"id":"1db6fe1d-37f4-4221-aaa0-42e51dcb5349","height":23.28,"width":20.41},{"id":"6054854f-d759-435c-82bf-8f840c4c14a2","height":31.33,"width":19.52},{"id":"da1b5420-d939-4dc2-ace9-c5f16bdd72bf","height":31.87,"width":27.04},{"id":"625364b9-3f68-4005-a5ab-1bf5ab8bba95","height":22.74,"width":18.08},{"id":"a61c5065-4810-4003-8da7-2408508ff312","height":23.28,"width":20.59},{"id":"811e1723-2194-4043-8631-46b7de96bbae","height":30.8,"width":3.76},{"id":"341650cd-17d3-416d-a2e8-1471fd043989","height":30.8,"width":23.28}]},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":74.31,"sign_width":"166.34","dimensions":[{"id":"e63982d4-38f0-4cbe-8ca9-60cd24d7c20c","height":23.28,"width":20.41},{"id":"ccb3f789-9073-4420-9424-725a51583bf1","height":23.28,"width":20.59},{"id":"e926988d-0183-4dc5-b3af-688d3ee0e7bc","height":23.28,"width":19.34},{"id":"9f151e1b-212a-41c8-8124-cf9c765c133d","height":23.28,"width":18.62},{"id":"1db6fe1d-37f4-4221-aaa0-42e51dcb5349","height":23.28,"width":20.41},{"id":"6054854f-d759-435c-82bf-8f840c4c14a2","height":31.33,"width":19.52},{"id":"da1b5420-d939-4dc2-ace9-c5f16bdd72bf","height":31.87,"width":27.04},{"id":"625364b9-3f68-4005-a5ab-1bf5ab8bba95","height":22.74,"width":18.08},{"id":"a61c5065-4810-4003-8da7-2408508ff312","height":23.28,"width":20.59},{"id":"811e1723-2194-4043-8631-46b7de96bbae","height":30.8,"width":3.76},{"id":"341650cd-17d3-416d-a2e8-1471fd043989","height":30.8,"width":23.28}]}},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"e63982d4-38f0-4cbe-8ca9-60cd24d7c20c","height":23.28,"width":20.41},{"id":"ccb3f789-9073-4420-9424-725a51583bf1","height":23.28,"width":20.59},{"id":"e926988d-0183-4dc5-b3af-688d3ee0e7bc","height":23.28,"width":19.34},{"id":"9f151e1b-212a-41c8-8124-cf9c765c133d","height":23.28,"width":18.62},{"id":"1db6fe1d-37f4-4221-aaa0-42e51dcb5349","height":23.28,"width":20.41},{"id":"6054854f-d759-435c-82bf-8f840c4c14a2","height":31.33,"width":19.52},{"id":"da1b5420-d939-4dc2-ace9-c5f16bdd72bf","height":31.87,"width":27.04},{"id":"625364b9-3f68-4005-a5ab-1bf5ab8bba95","height":22.74,"width":18.08},{"id":"a61c5065-4810-4003-8da7-2408508ff312","height":23.28,"width":20.59},{"id":"811e1723-2194-4043-8631-46b7de96bbae","height":30.8,"width":3.76},{"id":"341650cd-17d3-416d-a2e8-1471fd043989","height":30.8,"width":23.28}],"sign_height_raw":74.31,"sign_width_raw":"166.34"},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":75.0,"sign_width":167.0,"tax_factor":0.0887},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Dimension Calculation {"data":{"dim_id":"e63982d4-38f0-4cbe-8ca9-60cd24d7c20c","height":23.28,"width":20.41,"ceilHeight":24.0,"ceilWidth":21.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Dimension Calculation {"data":{"dim_id":"ccb3f789-9073-4420-9424-725a51583bf1","height":23.28,"width":20.59,"ceilHeight":24.0,"ceilWidth":21.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Dimension Calculation {"data":{"dim_id":"e926988d-0183-4dc5-b3af-688d3ee0e7bc","height":23.28,"width":19.34,"ceilHeight":24.0,"ceilWidth":20.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Dimension Calculation {"data":{"dim_id":"9f151e1b-212a-41c8-8124-cf9c765c133d","height":23.28,"width":18.62,"ceilHeight":24.0,"ceilWidth":19.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Dimension Calculation {"data":{"dim_id":"1db6fe1d-37f4-4221-aaa0-42e51dcb5349","height":23.28,"width":20.41,"ceilHeight":24.0,"ceilWidth":21.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Dimension Calculation {"data":{"dim_id":"6054854f-d759-435c-82bf-8f840c4c14a2","height":31.33,"width":19.52,"ceilHeight":32.0,"ceilWidth":20.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Dimension Calculation {"data":{"dim_id":"da1b5420-d939-4dc2-ace9-c5f16bdd72bf","height":31.87,"width":27.04,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Dimension Calculation {"data":{"dim_id":"625364b9-3f68-4005-a5ab-1bf5ab8bba95","height":22.74,"width":18.08,"ceilHeight":23.0,"ceilWidth":19.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Dimension Calculation {"data":{"dim_id":"a61c5065-4810-4003-8da7-2408508ff312","height":23.28,"width":20.59,"ceilHeight":24.0,"ceilWidth":21.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Dimension Calculation {"data":{"dim_id":"811e1723-2194-4043-8631-46b7de96bbae","height":30.8,"width":3.76,"ceilHeight":31.0,"ceilWidth":4.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Dimension Calculation {"data":{"dim_id":"341650cd-17d3-416d-a2e8-1471fd043989","height":30.8,"width":23.28,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":11,"baseProductionCost":3436,"result":[{"id":"e63982d4-38f0-4cbe-8ca9-60cd24d7c20c","height":23.28,"width":20.41,"depth":2,"price":264},{"id":"ccb3f789-9073-4420-9424-725a51583bf1","height":23.28,"width":20.59,"depth":2,"price":264},{"id":"e926988d-0183-4dc5-b3af-688d3ee0e7bc","height":23.28,"width":19.34,"depth":2,"price":264},{"id":"9f151e1b-212a-41c8-8124-cf9c765c133d","height":23.28,"width":18.62,"depth":2,"price":264},{"id":"1db6fe1d-37f4-4221-aaa0-42e51dcb5349","height":23.28,"width":20.41,"depth":2,"price":264},{"id":"6054854f-d759-435c-82bf-8f840c4c14a2","height":31.33,"width":19.52,"depth":2,"price":409},{"id":"da1b5420-d939-4dc2-ace9-c5f16bdd72bf","height":31.87,"width":27.04,"depth":2,"price":409},{"id":"625364b9-3f68-4005-a5ab-1bf5ab8bba95","height":22.74,"width":18.08,"depth":2,"price":250},{"id":"a61c5065-4810-4003-8da7-2408508ff312","height":23.28,"width":20.59,"depth":2,"price":264},{"id":"811e1723-2194-4043-8631-46b7de96bbae","height":30.8,"width":3.76,"depth":2,"price":392},{"id":"341650cd-17d3-416d-a2e8-1471fd043989","height":30.8,"width":23.28,"depth":2,"price":392}]},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":75.0},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Total Production Cost and Tax {"data":{"productionCost":3584.47,"taxFactor":0.0887,"tax":317.94248899999997},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Box Calculation Details {"data":{"breadth":81.0,"boxDepth":8,"oneBoxCapacity":-19.0,"noOfBoxes":-8.0,"noOfFullBoxes":-9.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-19.0,"widthOfHalfBox":-4.0},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":554.7625899280575,"shippingWeightInKG":251.5930113052415},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":251.5930113052415,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":11,"min":"241","max":"280","rate":"220","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":220,"defaultShippingRate":null},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":3436,"PSUCost":148.47,"tax":317.94248899999997,"shippingRate":220,"miscellaenous":0,"signPrice":4122.412489},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"166.34","sign_height":74.31,"sign_depth":2,"totalCost":4122.412489,"TATDays":7,"baseProductionCost":3436,"productionCost":3584.47,"PSUCost":148.47,"tax":317.94248899999997,"shippingCost":220,"uniqueReturns_count":2,"objects_count":11},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"e63982d4-38f0-4cbe-8ca9-60cd24d7c20c","height":23.28,"width":20.41},{"id":"ccb3f789-9073-4420-9424-725a51583bf1","height":23.28,"width":20.59},{"id":"e926988d-0183-4dc5-b3af-688d3ee0e7bc","height":23.28,"width":19.34},{"id":"9f151e1b-212a-41c8-8124-cf9c765c133d","height":23.28,"width":18.62},{"id":"1db6fe1d-37f4-4221-aaa0-42e51dcb5349","height":23.28,"width":20.41},{"id":"6054854f-d759-435c-82bf-8f840c4c14a2","height":31.33,"width":19.52},{"id":"da1b5420-d939-4dc2-ace9-c5f16bdd72bf","height":31.87,"width":27.04},{"id":"625364b9-3f68-4005-a5ab-1bf5ab8bba95","height":22.74,"width":18.08},{"id":"a61c5065-4810-4003-8da7-2408508ff312","height":23.28,"width":20.59},{"id":"811e1723-2194-4043-8631-46b7de96bbae","height":30.8,"width":3.76},{"id":"341650cd-17d3-416d-a2e8-1471fd043989","height":30.8,"width":23.28}],"sign_height_raw":74.31,"sign_width_raw":"166.34"},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":75.0,"sign_width":167.0,"tax_factor":0.0887},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Dimension Calculation {"data":{"dim_id":"e63982d4-38f0-4cbe-8ca9-60cd24d7c20c","height":23.28,"width":20.41,"ceilHeight":24.0,"ceilWidth":21.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Dimension Calculation {"data":{"dim_id":"ccb3f789-9073-4420-9424-725a51583bf1","height":23.28,"width":20.59,"ceilHeight":24.0,"ceilWidth":21.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Dimension Calculation {"data":{"dim_id":"e926988d-0183-4dc5-b3af-688d3ee0e7bc","height":23.28,"width":19.34,"ceilHeight":24.0,"ceilWidth":20.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Dimension Calculation {"data":{"dim_id":"9f151e1b-212a-41c8-8124-cf9c765c133d","height":23.28,"width":18.62,"ceilHeight":24.0,"ceilWidth":19.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Dimension Calculation {"data":{"dim_id":"1db6fe1d-37f4-4221-aaa0-42e51dcb5349","height":23.28,"width":20.41,"ceilHeight":24.0,"ceilWidth":21.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Dimension Calculation {"data":{"dim_id":"6054854f-d759-435c-82bf-8f840c4c14a2","height":31.33,"width":19.52,"ceilHeight":32.0,"ceilWidth":20.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Dimension Calculation {"data":{"dim_id":"da1b5420-d939-4dc2-ace9-c5f16bdd72bf","height":31.87,"width":27.04,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Dimension Calculation {"data":{"dim_id":"625364b9-3f68-4005-a5ab-1bf5ab8bba95","height":22.74,"width":18.08,"ceilHeight":23.0,"ceilWidth":19.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Dimension Calculation {"data":{"dim_id":"a61c5065-4810-4003-8da7-2408508ff312","height":23.28,"width":20.59,"ceilHeight":24.0,"ceilWidth":21.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Dimension Calculation {"data":{"dim_id":"811e1723-2194-4043-8631-46b7de96bbae","height":30.8,"width":3.76,"ceilHeight":31.0,"ceilWidth":4.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Dimension Calculation {"data":{"dim_id":"341650cd-17d3-416d-a2e8-1471fd043989","height":30.8,"width":23.28,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":11,"baseProductionCost":3606,"result":[{"id":"e63982d4-38f0-4cbe-8ca9-60cd24d7c20c","height":23.28,"width":20.41,"depth":3,"price":277},{"id":"ccb3f789-9073-4420-9424-725a51583bf1","height":23.28,"width":20.59,"depth":3,"price":277},{"id":"e926988d-0183-4dc5-b3af-688d3ee0e7bc","height":23.28,"width":19.34,"depth":3,"price":277},{"id":"9f151e1b-212a-41c8-8124-cf9c765c133d","height":23.28,"width":18.62,"depth":3,"price":277},{"id":"1db6fe1d-37f4-4221-aaa0-42e51dcb5349","height":23.28,"width":20.41,"depth":3,"price":277},{"id":"6054854f-d759-435c-82bf-8f840c4c14a2","height":31.33,"width":19.52,"depth":3,"price":429},{"id":"da1b5420-d939-4dc2-ace9-c5f16bdd72bf","height":31.87,"width":27.04,"depth":3,"price":429},{"id":"625364b9-3f68-4005-a5ab-1bf5ab8bba95","height":22.74,"width":18.08,"depth":3,"price":262},{"id":"a61c5065-4810-4003-8da7-2408508ff312","height":23.28,"width":20.59,"depth":3,"price":277},{"id":"811e1723-2194-4043-8631-46b7de96bbae","height":30.8,"width":3.76,"depth":3,"price":412},{"id":"341650cd-17d3-416d-a2e8-1471fd043989","height":30.8,"width":23.28,"depth":3,"price":412}]},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":75.0},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Total Production Cost and Tax {"data":{"productionCost":3754.47,"taxFactor":0.0887,"tax":333.021489},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Box Calculation Details {"data":{"breadth":81.0,"boxDepth":8,"oneBoxCapacity":-19.0,"noOfBoxes":-8.0,"noOfFullBoxes":-9.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-19.0,"widthOfHalfBox":-4.0},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":554.7625899280575,"shippingWeightInKG":251.5930113052415},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":251.5930113052415,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":11,"min":"241","max":"280","rate":"220","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":220,"defaultShippingRate":null},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":3606,"PSUCost":148.47,"tax":333.021489,"shippingRate":220,"miscellaenous":0,"signPrice":4307.491489},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"166.34","sign_height":74.31,"sign_depth":3,"totalCost":4307.491489,"TATDays":7,"baseProductionCost":3606,"productionCost":3754.47,"PSUCost":148.47,"tax":333.021489,"shippingCost":220,"uniqueReturns_count":2,"objects_count":11},"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:19] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 11:50:19"} 
[2026-04-07 11:50:20] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":74.31,"sign_width":"166.34","shipping_weight":85.6628664470878,"shape":"rectangular","dimensions":[{"id":"e63982d4-38f0-4cbe-8ca9-60cd24d7c20c","height":23.28,"width":20.41},{"id":"ccb3f789-9073-4420-9424-725a51583bf1","height":23.28,"width":20.59},{"id":"e926988d-0183-4dc5-b3af-688d3ee0e7bc","height":23.28,"width":19.34},{"id":"9f151e1b-212a-41c8-8124-cf9c765c133d","height":23.28,"width":18.62},{"id":"1db6fe1d-37f4-4221-aaa0-42e51dcb5349","height":23.28,"width":20.41},{"id":"6054854f-d759-435c-82bf-8f840c4c14a2","height":31.33,"width":19.52},{"id":"da1b5420-d939-4dc2-ace9-c5f16bdd72bf","height":31.87,"width":27.04},{"id":"625364b9-3f68-4005-a5ab-1bf5ab8bba95","height":22.74,"width":18.08},{"id":"a61c5065-4810-4003-8da7-2408508ff312","height":23.28,"width":20.59},{"id":"811e1723-2194-4043-8631-46b7de96bbae","height":30.8,"width":3.76},{"id":"341650cd-17d3-416d-a2e8-1471fd043989","height":30.8,"width":23.28}]}},"timestamp":"2026-04-07 11:50:20"} 
[2026-04-07 11:50:20] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 11:50:20"} 
[2026-04-07 11:50:20] local.INFO: Input Parameters {"data":{"dimensions_count":11,"shape":"rectangular"},"timestamp":"2026-04-07 11:50:20"} 
[2026-04-07 11:50:20] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 11:50:20"} 
[2026-04-07 11:50:20] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 11:50:20"} 
[2026-04-07 11:50:20] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 11:50:20"} 
[2026-04-07 11:50:20] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 11:50:20"} 
[2026-04-07 11:50:20] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 11:50:20"} 
[2026-04-07 11:50:20] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 11:50:20"} 
[2026-04-07 11:50:20] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":2010.54,"dimensions_count":11},"timestamp":"2026-04-07 11:50:20"} 
[2026-04-07 11:57:48] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"166.34","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpD65D.tmp"}},"file_present":true},"timestamp":"2026-04-07 11:57:48"} 
[2026-04-07 11:57:48] local.INFO: Validation Passed {"data":{"sign_width_or_height":"166.34","user_input_dimension":"width"},"timestamp":"2026-04-07 11:57:48"} 
[2026-04-07 11:57:50] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":11},"timestamp":"2026-04-07 11:57:50"} 
[2026-04-07 11:57:50] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":11},"timestamp":"2026-04-07 11:57:50"} 
[2026-04-07 11:57:50] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":11},"timestamp":"2026-04-07 11:57:50"} 
[2026-04-07 11:57:50] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":11},"timestamp":"2026-04-07 11:57:50"} 
[2026-04-07 11:57:50] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"166.34"},"timestamp":"2026-04-07 11:57:50"} 
[2026-04-07 11:57:50] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"166.34","file_size":39520},"timestamp":"2026-04-07 11:57:50"} 
[2026-04-07 11:57:50] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":545,"y":285,"width":115,"height":130},"scaled_width":20.59,"scaled_height":23.28,"actual_filled_area":306.43,"bounding_box_area":479,"exact_perimeter":113.57,"approximate_perimeter":100.48,"convex_hull_perimeter":75.99,"perimeter_pixels":634.2741699796964,"original_contour_points":236,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.13,"compactness":0.2985,"perimeter_to_area_ratio":0.3706},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHcAAACGCAYAAADn9xU2AAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1deXBV1f3/3Pvuve++LRuEPQ2LrLJKrTq2rqWMaF0qWmtLW9SOdazj0Fp1qF3G2p+j1r3SwU5Hp9UO1aFYB6tSC0pBNJUihB0TIkkgIfvy1nvf+/7+gO/h3Jv3kpfkhSSU78yZvNz1nPM53+/5budc4CydsaQMdgX6S7FYjCKRCKLRKKLRKGzbRjKZRDgcRlNTE9ra2tDS0gJFOdVU92/LsqAoCgzDQCgUQmFhIUKhEAzDgKIoCAaDCIVC8Pl8ME0TpmkOi34bFpUEACIi/h0Oh3HkyBHs2bMHVVVVKC8vR3V1NQ4cOIBjx46BL/V4PFAUBbZtd3meDLD0aACApmlQVRVEBCLClClTMG7cOEyaNAkzZszAnDlzMGXKFIwZMwahUAhEBEVRoMgPHQI0pCojk23bFI/HYVkWtmzZgn379mHr1q349NNPcezYMSQSCSiKIkBIpVIgIui6Dk3TQESIx+Oi42Vyg+nxeLocz/QbOAG+pmnwer0IBoO49NJLcfHFF+OKK65AaWkpPB4PiGjQOXxIgZtKpai5uRn79+/Hxx9/jLKyMhw+fBiHDx9GJBJBJBIRHa2qKt+T9lkMPHAKHPffdPdkOmcYBlKpFGzbhqqq4r1erxeJRAJerxdFRUWYNm0aLrvsMlxxxRWYMWMGAoEA/H7/kOPqASciItu2iYjo4MGD9NRTT9GiRYto5MiRBEAURVEcRT43lIqmaRQMBsX/CxcupJ/97GdUUVFB0WiUKNPIOZOITtLhw4dp5cqVNHLkSAoEAo6O8ng8ZJomBQKBIQ9uKBQS9dI0jTRNE+dM0yTDMOjKK6+ktWvXUjwePzNBJiJKJpO0Y8cOWrlyJU2bNo00TRMdwB2j6zqpqjrsOJeLpmnk9XoddeXfl1xyCW3YsEFIrAHp6NNJzKm7d++mm266ifLy8sjr9YqGy0BC6gwGejiAq+s6mabp4GCfzyeOyRwdCATouuuuozfeeIM6OzuHL8hERNXV1fTNb36T8vLyHJ3h9XopFAqRYRik67roAE3TyOPxCNCHOrgej0fUTVVVUX/5msLCQvHbMAxx7K677qLKykrq6OgYPgATEdXW1tLf/vY3Gjt2rGhYfn4++Xy+jB3FHSQDOdTBdRd5gLqVLJ/PJzjY4/GQ1+ulCy+8kN5++21KpVJDH2DbtmnHjh20fPly0aiioiJH403TFJzJHeEGTlEUB1cMVXA1TSPDMMgwDEf9VFUVA9nr9QpQZRHOHF5cXEy/+93vKJlMUjgcHnog89z68ssvU2lpKQGntEWcbLCsFctiujvghjq4XEdZd5AHq6xfyPOyYRjk9XrJ7/eL6x588EFqb28fWvMwEVFHRwc99NBDAkxFUcjr9XYRs30tiqKQYRiO+Yzn6r4+W74vnabO17h1AF3Xu8yr/WmXbD7df//9FI1Ghwa4RESpVIpuv/12MTqDwaAYsf0FN502nek6XdeFWeU2RTK9Px2g/DzudPe9qqqmnUr6U5gp8vPz6Te/+Q3Ztj24ABMRhcNhuvbaa8Xo58r6/X5SVbXf4MpzMnMNmxmsvGQyp5i7ZLEu18c9AHg+dNupfI/8fAa4L21y11PuN+DEHPz8888PnngmImpqaqLvfe97olKhUMghwoLBYM7EMlwd4j7GYrWnDncDm+56Bo4Li/90Iru/bdF13fE/6yJjx46lsrKywQGYiOjWW28lAA5/MFeWxUyuwJVNDC6ZnqmqKnm9XuG+BE4pPXyv+3p5UMpF5vhci2K5sJnEeoWqqrRkyRJqb28/veAmEgl6/PHHCXBqwPn5+V1+52LOlcWpfI47w+v1CnNDFt/sn2Yxbpom+Xw+oejx89mpwh4xIL245Ov70o5s2mmapvg/FAoRAHrllVf6NP9qvb0BOMGxf/7zn/HLX/4SABCLxQAABQUFaG1tBQAUFhaipaUFXq8XlmX15TWnKqlpSCQSICJ4PB74/X74fD6MGDECI0aMwLRp01BcXIyJEyeipKQEhYWFIouC7+d4L4cCU6kULMuCZVmora1FS0sLjhw5gkOHDqGiogLV1dVobm6Gbdvw+/2IxWKO8GJ34cG+kNfrRTweRyKRgGmaiMVi6OjoAAC8+OKLuOCCC3r9zF7HGDs7O6m9vR1z585FY2OjCEwrioJkMglN0+Dz+UTF+HxPsdTuiMEwTRNz5szBwoULMX/+fCxcuBAzZsxAMBg81aA+xk15XrNtG7W1tSgvL8eOHTtQVVWFt99+G+3t7QiHw6I+QOZYcm9J0zTYtg2fz4doNAoACAaD6OzsFOfeeecdLF68eGDjwrZt09133+2YW7MRu25RJisnsueGzSf2xZqmSXPnzqUnn3ySjh07RjINWCNPUjKZpGQySbZt07vvvkvLli2jcePGiSnC3SYWqXycHRa9nZbSOW0uvvhiqqurG7g2p1Ip+te//kWapgmvSiAQyKrybl8xa598XvY38/GlS5fS2rVrqba2lizLOr1KhYt4QJWVldE999xDJSUlpKoqBYNBMk2TCgoKRNuAUxov29D9AVdVVRo5ciStWrVq4AZ1NBqluXPndgEh28rzNbJpIT+noKBAaLGPPfYYHT9+fGi54XAK5D179tBtt93WhWvldrGvub/gstXx5S9/eWD6g4jo97//vWiIbE/2Fly3ScGV1zSNzj//fKqrqxtyoLqJiKizs5M++eQTWrRokYNbZTOrL+7XTOAWFBRQQ0ND7vulra2NzjvvPKGey9GO3oCbzpzh/1esWDHs0lCSySRVVlbSvffeK9rj8XiEd47t1f6AK/u2//73v+e2f4iIHn74YfL7/Y4KZus7drvx5HPcAbfccgvFYrGBGZkDTBw0+e53v+vQHfh3LhQq7uvly5dTPB7PXR+Fw2E655xzHODIQPcWXH6Gx+Mhn89H06dPp+PHj1MymRx2wDKFw2EiIvrOd75DPp9PWBK5UKgg9eGkSZOooqIiN/2UTCbpvffeIwAio4A1ZUhgdVd5d5yTRYzX66X8/HzauHHjsBLFmYiIqKGhga688koCTjj/kQPO5TmcfeebN2/OTV/Ztk3XX3+9EDGye0wOPHdXVFV1BOxlG/fll18e1hzrpng8Tv/9739FeznVJpPfujeFwX7hhRey6jO1pwvKy8uxbds24TnxeDxQVVV4pLJhuFQqhUQiAQAwTVNk7S9btgzXXHMNPB7PGZON7/V6lSlTpuCuu+4CkDsvlq7roq8bGhqEl6zPRET09NNPdxGpQGaneroi231878iRI2n79u1nhDh2ExHR/v37hZTrKYKVTZEl5p133plVv3ULfywWw9atW6FpGgKBADweD5LJJDcAqVRKLKLqjuSFVoqiQNM03HzzzZg1a9YZuYZGURRl+vTpmDdvnjjW3zEsB19aW1vR3t7e4z0ZwSUi2rlzJz799FPYto1YLCZEq6ZpUBRFRFp6ong8DtM0YVkWvF4vQqEQfvKTn2TTpmFNN954IwKBQL+BZaZiUdzZ2Yn6+voe7+uWc9evX4/q6moR2WFSulnbmoksy4JhGIjFYli8eDEmT54Mn893xnEtk6IoypIlSzB+/HgA/eNcBlXTTkRoGxoa0NTU1PN93Z38xz/+gXg8Dr/fD13XxXHLsoSIzbbSyWQSuq7D6/Xi9ttvFzHgM5kmTZqE2bNni//T9VU2sxIrZXz/559/LhTc7qhbcPfu3QvDMNDR0YF4PO7Q0DweT1bzLZPX60U4HMZFF12Eiy666IzmWiZd1zFr1qxu1wNnQ6znMMj19fVZaeFpwbVtm3bv3o1EIgHbtsX2A8ytDCq/lLcZSFd5VVXh9/tFZW677TZ4vd6sGnUm0Lhx47qs7pcVTBa12VAymYRpmgCAQCDQ4/VpwU2lUli7di1SqZSwZ1VVha7rYnJnG1dVVdi2LTRnn8+HQCAA0zRFBkUkEoFt21AUBRdffDE0TTvjuRYADMNQSktLoaqqY/DLXMcM0h2luzeb1KW0w0ZRFNTU1KC4uBgNDQ2iEslk0rEdAZPX6xW7yMhzAQ8I/n3ppZdi8uTJPVbqTKJRo0Y5UpHklCMgOyeHzPW8F0hzc3OP96UFV9M03H777Tj//PNx+PBh1NbW4siRIzhw4ADq6uocYoZObizClZDNpGQyCcuykJeXh/b2dsyZMyerSp1JxGDati3yoQA49tXoifg6lppEhNraWqRSKVJVNaMUzMS5ysmKEQC0t7ejubkZ9fX1aGpqQktLC2pra1FRUYHa2lokk0l0dHSgsbERDQ0NaG9vd2wP1N7ejvHjx+PGG29EKBTKrlfOEOJ5lV2ublCzAZk5XXYiHT16tEfR3O1s3p33KJVKEZ+Ox+OIRCJoampCdXU1Dh48iP3796OiogJNTU3Yv38/brnlFkyYMAGGYfxPzLdMhYWFKCoqwtGjR4UOA5wCNVuNmbdkYmpvb+/RDO1T3vLJl2WsFUcsuOKdnZ3/cxzLNGLECJSWluLo0aOOQEtv0mOVExuYwbIskYPN+k931Gdwu6MzKcrTXzJNE2PHjoVhGMJ9C6DLHlk9kdtDmA3H9zNudJZ6IkVR0NLSIqwGtnFjsRgMw8jqGbKGzVYLgB7vPwvuAFNFRQVqamoQiUQAwOG0yFWsNxOdBXeAKRAIoKGhIe0elANNAzLnnqVT1NLSIoImgNOzNNBgn+XcAaR4PE7FxcVIJpPCS8WiuN9pMlnQWXAHgJLJJBER1dfXY/Xq1YhEIrAsSyhC7MLNxq/cHzorlnNAyWSSmBPr6urwpz/9CW+99RY+/fRTfPbZZwDgyFrpTXJhf+gsuH2gVCpFRISWlhYcP34cq1atwj//+U9s2bIF8XgcsVhMhOfYE6VpGpLJJFKplENL1nW934vTM9FZcHugWCxGuq6jpqYGR44cQX19PZ599lns2rULO3fuRG1trdCGAaezQc42yQTgQAELnAVXUCQSId5qoa2tDY2Njaivr8dbb72FDz/8EPv27cOOHTtw7NgxcY+iKPD5fINY6+7pfwrcRCJBqqoKL1E0GkUsFsM777yD5557DgcPHsSBAwdQWVkpIlucQyY7IXRdh23bsCwLkUjktGi+faEzElzLsigWi+H48eNoampCa2srmpub8dxzz6GmpgbHjh1DXV0d6urqxDkWj+lCcBy94bgshzNZ6x2qefXDDtxEIiF6kjs6HA6jsbERNTU1qKurwxNPPIHKykrs3bsX1dXVIiIjE+eFuZ3wDCx/fSSVSonkQOZ6Bpn9vGc5t5fEe5rEYjGoqora2lrs3r0bjz/+OPbv34/PPvsMR44cQXNzs0Nx4XVM0nMcmQxshshg67ouskhUVUU8Hu/CoXJmCRPfM9D2al9pyICbSCSotbUV1dXVqKysxKOPPoo9e/bg8OHDOH78OKLRKDo6OhCLxbrkIMkJaO4PRMnBcb7GnW8tp8LIJH9uRgafBwyDfZZzJSIism0bnZ2dCIfD2LJlC5566ils27YNZWVlQiPltBL+CJQ7uezkswCgS+qKOxnNbV/ydXLqCoto/p/jryyK3WZLumTBoUSnDVw5LWfXrl34y1/+gnXr1uHgwYMZHejcyek+19bDu7K+Tr42031usZtuOQ0HBuQBkUwmxc5wg0EDDi675jZu3IjXXnsNZWVlOHLkCFpaWsSucIPV+FwREQlQVVWFaZpQFAXhcHhQ2zZg4FqWRYqioL6+Hg888ADKy8uxd+9eJBIJh/kQi8VOe5wz18Qr+XgvSbaJAQibGOj/Ms7eUs7B5XTY//znP3jkkUfw5ptvOl+oaWI5J89hQ9VOzJZ4T0gAwnziZDZWuHq7cC4XlFNwY7EYffzxx3j66aexfv16RKNRGIYhnOOWZYEVKaZAIOAY6cORfD4f4vG440OOuq4LrpUT+E8n5QTcZDJJjY2NeOaZZ/DCCy+gurpapGAmEgmxBMIwDKH5MtjhcHjYi+VoNCrayyYScCJnmR0g7mWYp4P6BS4RUSKRwJYtW/Dggw9i27ZtAID8/HzBnby8JJlMIh6PD3vlKR1pmgbDMASXBoNBnH/++bjuuuugqip+/OMfZxTJAymq+wwuEVFVVRUeffRRvPjiizAMQzSwra3NcS2LKrdNefI5/aj+0CDbtlFSUoKZM2diyZIluOCCCzB79myYpolPPvnktM+1TH0C17Is2rNnD370ox/h/fffh8fjgW3baZ0MrCm6bcXuGusW09l2DG+jxB4k2W5lNyGv3eHz7Lhw27jpbFleV2xZFkzTxJQpUzB16lRccsklWLBgAebOnYuCggJYliXs3vz8fPF8efnI6QC71+DGYjE6cOAALrzwwgENNMske4HkASQ7/Ymoi8+YF4qzk5/vk50inMvE7kV2Q8rv4G3pLcvCvHnzcP311+Oaa67BrFmzYJomEomEI0Fcfg/vGD8Y1CtwiYi2bduGm2++WcypPp/PsUxiICiT54iBZjegvP6GzzHYHBxgIHlg8gCR3Yu6rmPChAmYNm0aSkpKcNlll2HWrFmYOXMmTNMUkoGlBAPL1oDszx7MaSdrcImIdu/ejRtvvBHHjh0TH6iIx+MDru2yUnayHl2Sy9JxLRPfl24AapqGYDAIn8+HoqIiTJgwARMnTsTUqVMxZ84czJkzB2PHjhXilMN/iqJA13XxfyqVgs/ng6ZpjijRQK8o6ImyApeIqKysDFdffbXY3KqlpUUoSL3Z+KQvlM63zBzH2zbwsXTcy5uz2LYN0zRRWlqKc889F/PmzcP06dNx5ZVXwufzdUmZ4UwMnsvlTV74uN/v71I32ewZ6L7pjnoEl4iosbERS5YsEf5gACL1JBAIDPi2QywKk8mkw5XH4pEXNzM3jxo1Sig7Y8eOxYUXXogRI0agqKgIhYWFKCgoENJAVsDkbAxVVQUnMiUSCUfsV94bBIBYPS8Derr0knTUI7htbW146KGHHBuNyd8PCofDAz463YOHd6HLy8uD3+8X3xWaPHkypk6diokTJ2LMmDHIz88XjhMm3p3HrZil23qJNVx2wsjTQ7rr3TvTJJPJAddHuqNuwa2rq6P33nsPr776Kjo7O6EoCrxeL1pbWwXArGEONPl8PowZMwbTp0/HggULcMEFF2DBggUoKSlxXOdWsgAIbZaVIHkxc6a1rrKSJoPGucds6sjbIXA/MIdrmobCwsKB6pIeKSO4RET79u3D/fffj0gkIjqAPUzMub2JtXJsMxQKoaOjA4FAAOFw2CFWuSNt28aMGTNw9dVXY9GiRSgpKcGkSZO6zIsMGFM6oFibdQfW5V3xsiU3x8r7XfCA8Xq9oi2RSKTLBjEyDSRjZAQ3kUjg4YcfduTp9pUYRB4YbPsxsBw58fl8GD16NK644gp861vfwvz585FMJuH3+2GapmPLAFZwhkImhDygZIVusOuXFlwiok2bNmHNmjUA+r8iLRwOo6CgAJFIRIgsACJTwbZtjBkzBj/96U/xgx/8AMCJebaoqKjLtr88P3KdToe23hPJ/eMGd7Bcj0AGcFOpFJ566qmcvcQwDCHG2T5kYKPRKFatWoXly5fDNE1EIhH4/X4EAgEBHCs0zK1um3ewwZXr4xa/rE0PBsBdWJKI6N1338X69esdH0DsD9m2LbiVvUQjR45EIpHAq6++irvuugupVAodHR1ib0PecpCVIXm/SfmLmtnuKzHQ5AaPOTgcDqcF93SEObtwbiKRwOrVqwEgZ94nNinYR2uaJkaPHo2DBw8iLy9PcLGs4cocyuT2JQ+1OLBcNx6Mra2tgwIs4OJcIqJ///vf2Lx5s5gLe7OraCZiLw5vHzBt2jRs2rQJhYWFDtHLwLa3twsXXmtrqwjsy1GcwfbbZiLZFCMiAa5c12y3GuovdUFu/fr16OjoEKI0F0nXkUhEaMULFy7EmjVrBOCGYYh51rZtJBIJ5OXlATiR4VBQUAAAwrE/FOZYN7nnWhlIdwrR6ZQ2XVB76623AJwQi5zklW7UpVtnk+kaeV5ctWoVJk6cCL/fL3Z49fl8QpTJvlrZpuXnuDXnoUDcP5xSI0ecKisrxW/3ABhoDnaAy5/35hin7JTvD/G6m3vvvRfz588XftlcfPJ8KJIs6bL5FsGA1YN/WJZFH330EZqamhz+05y8RFUxefJk3HPPPYKL3Zn6w5l4/ndPXx0dHaioqBikWkngRqNRvPPOO44Ad65Wr9m2jVtuuQVTpkwRIUNd1x0prsOd3G7QVCqFw4cPiw1PBoNEbdra2rBx40YoiiKyCWQHeX9IURTccMMNAOD4vgHHWM8EkjmXzbhdu3ahsbFx0OokwG1tbUVlZWUXp0AufKNf/OIXce6558K2bXi9XuFbDgQCg56tkCuSlSMG96OPPhrU9gnkWFzKWQSqquYkHvmNb3wDPp/PkVvEitRQ8TD1h9wZF2y2ffjhh4NqiwtwOWIja6+cAdFfOu+880SQnLM3NE0T/uYziTh7MhaLYe/evYO66l6AK2fxARDbB/C57gpzJEds5Hs8Hg/OO+88MUg4bKcoinBQdGczDzVyt10m1lU8Hg9Wr16d0dro7hnpiD+vylq5+/N7mUg9+TI6dOgQPB6P41MxfRl1coV1XYdpmg6RbBiGOH+mzLfMBB6PR+wg98YbbyASieTEnGSlk/srmy3wAYlz9+3b169svXSZBrxc0+/3O47znDuYsc5cEvcZK4zvv/++WDeVC3DdHkL5b3fEnAvLssSoA07ZuNlUrid3mpyz5K7gcBDFPREv1SQiRCIRPPvsswAgAiK5eof8N+tv+VmWhSlTpjjWxPRVdMpgWZYlNrl0+6h783WO4UCpVAqGYWDt2rXYsGFDFz94rinrjyN7vV5lxowZXdyOvQ2r8bXytkHxeBy1tbUA4ABYzlQY7sTAtrS0CK6VPyadC2Kpx/3V0NDQ4/PFnOv3+0XstrdraOXPqLgHQzKZxJ49e8R13a2mG67E4vj555/H9u3bHdGsXNvxDG5jY2OP3j0BLu/rIK96y5bcPlUOpvMzKioqumh8fC4XyQCDTUSE48eP45FHHoGmaYhGo44Ehf4SS1LuK1VVRfpOdyRQKSwsFNkOwKlENn5Yd8qPewTJu4ITEV5//XWEw2FHLhWLGX7nUNOaZTtUduzIiezJZBKxWAxNTU1Yvny5I5lAFqO9tWvdxDjI+1JyyLQ7EuAWFxc7PonKBnkuAgdlZWU4evQoNE0T8wRrl8NBodJ1XewWYBiGQ5kxDAPXX3893n//fQBdVyHmQiy7mSpbS0aAO2LECIwZM8ahaueKmxKJBDZt2iTMpUgkgmAwKOzC4UChUEiAmpeXh5aWFiiKgpUrV6KsrAwAEAwGhejkv7lQqtzBG542s546o9EoLV26lEzTJACkqqr4q6oqKYpCiqIQgB4LX8vF6/XS9OnTqba2lpj4Cx6xWIySySSd/G7AkKFUKiVKLBZznAuHw0RE9MQTTxAA8vv9ot38V9d1Rz/2p2iaRgDI4/GIY9OnTyeiLLnPtm166aWXxAN8Pp94cH/B5WeuWLGCiIgsy6LOzk7RSUMdXCKitrY2IiKKRCLU2dlJ9913H+m67uhw7h/5GDNLf4rMaHxs6tSpRNQL0bpv3z7yer2O0ZILcFVVpYKCAlIUhT744APRgbZtE9HwALepqYksy6Lm5ma65JJLCAAZhiH6JxgMkt/vJ1VVyePxOADOVWFwdV2nkpIS6ujoyB7ccDhMU6dOTfvQ/oDLxz0eDy1evJgikQglEgkiIjp69OiQB7ehoYGIiCorK2n27NkEgEKhkACYB7DcB7quC0bJRfF4PKIvTdOkoqIiqqqqyh5cIqJrrrmGCgoKHNzbX3ANwyCPxyM64Nvf/jZ1dHRQNBoloqHPudFolF577TUaM2YMAaBAIOBor2EYoo9yIYbTFcMwxG+/309+v5/Ky8uzB9e2bfrwww8FCD6fT4yYdJyYbZEbzJW89dZbBaD817IswdFEp8S2TLZtUywWo1gs1uOASKVSZNs2pVIpisfjaa93K3ZyfTo7O+mDDz6gyy+/nEaPHt1FPDLQcsezqOZBLjOIPPi5f/sCLgDKy8ujnTt3Zg8ucGI1/de+9jUqLCx0iIP+gCs3RFEUoV0uWrSI9u7dS5ZlUTwed3R6PB6nRCJB8XhcAJQOvGQySR0dHRQOhx0Dww2e/L88aCzLIsuyHO8Nh8PU2NhIzzzzDAWDQSGCuT9M0+wyp6qqSl6vN+1cq+s6qaoqmIUHe2/mZb5W0zRSFIXy8/Npy5YtvQPXtm3asGFDWvHaH3B1XRfizO/3U15eHgGgWbNm0erVq6m+vp6IiDo6OroAGY1GKRqNUiwWcwCRSqW6AGrbNlmW1WVAyJzJ/8diMaGxsx7w+eef00MPPUSjRo3qAp4MhjwHytdomkZer5f8fr9D8qXrE03TBGf3VGRliu/94x//SPLXWrIGeOLEiaRpGpmm2W9wg8EgAXBwgHve+vrXv05bt24VoLW2tnbhOua0RCJBtm0LLoxEIhSLxSiRSDgATSaT4no3d8rU1tZGGzZsoB/+8Ic0YcIEAkAFBQU0btw4Mk2TdF0nv9/fRTQy2Nzh8kDmftI0TUgt7st0z+iuyANEftd9991HkUikd+BGo1Fas2aNsFH7Cy7fw6Nfnn+Yg4PBIGmaRnPmzKG//vWvDiBaW1sdgMgAun+zcsa/3WKYOdq2bSorK6NHHnmEFixYIADoSctlzThbkHhg8zXcB9lyrPvZLOI9Hg/ddNNNZNt2RnAz+q8SiQQtXboUb775Zp832pTJ5/OJhV+BQEAkv8diMbFpCJ/jVX9f+tKXMH/+fFx77bUYNWoUxowZg1AoJFykRCe+LcA+Vnc0CjiV+V9XV4eqqirs2rULW7duxd69e9HZ2SkWcwMnfLW88yw7/k3TdHxPiLdskLNK6GRyIe9L5fP5xO5yADBr1iwEgwrrTf8AAAY8SURBVEHs3LlTHOPwZzZf4ZT7R951fdasWdi8eTOKiorS4pgR3Hg8Ttu3b8f3v/99HDp0yHGut+DKwMrfxeOwWDQaRSAQEMtLdF13ZF+GQiFMmDAB55xzDiZOnIjS0lKMHz9eLPUMh8MwDEP4qdvb23H06FEcOXIEjY2NaG1txdatW9Hc3Cw+MMF1MAxD7NPBwQxOFOQoTyAQQCKRSAsCR2h0XXd8xCKVSiEQCGD+/Pn4xS9+gWQyiV/96lfCD82ULsbtJnkrY5l0XceuXbswc+bM3gfFiYj+7//+LycKFRdVVYXoc4smTdOETQxJDPF98rs1TcsoCmUvEU8BiqKQz+dzzFmymeL1entsWzpx7C78HEVR6M477xRTQTgcpquuukq8N5tnZXq/pmmiHb02h2SyLIvuuOMO8YKioqIu8yjPA3LH9ncQDEbh+VQu8oD2+XyOAcG+ZZ6jTdMkVVWpuLiYnn32WTHPAycY5bbbbnMMWFbQemIeeRDLGrau6/Too4+Kd/SabNum5uZmmjt3rgCQNd1gMJhRwZAHwHApmcCVFSz5N2v/spPmhhtuoPLy8i4dTkT061//2nG91+t1DKBM4KY7znVdtmwZxWKxvoELnFCuOjs7acGCBeLhrF36fD4R4kpn2A82YL0pmcDFSS6T7XSWYKwNq6pKDzzwALW2tpJlWWk7e926dYL7+J5s/QhuO5sHyPTp02n//v19BxcAOjs76dChQzRx4kSHA5s7xTRNxwhO50wf6qU7scyA5OXldQmLLly4kDZv3ixs5kx9ePDgQSouLk7LldnoNLK+IJtuTz75ZN9FMxMR0c6dO2n06NEOXytOjkb55X1RGAa7ZAJXtlW5Yw3DoFAoRCtWrKC6urpuQWWKxWK0ePFiR79wVCkbcN3zPV97wQUX9B9c4ATA0WiUvvCFL2Q0xHOhVQ9G6U4s67rucKHOnTuX1q9fT0SUtQuQiOi3v/1tFwUpmzkXODXN8bzPFkFBQQEdO3as/+ACJ2zgaDRK999/v5iL3HFb/j2cRHMmcHl+BUClpaX02GOPUXNzc5+4ZdeuXeT3+0V/ZSuW5XMceGFPl2ma9Mwzz+SGe4ETo7Curo5eeuklGj9+vCP3ShbPA5GRMFClO84tKSmhn//851RTU9OvTiQiGjlypLDzs9GWAae/msGV6zdz5kxqaWnJDbhMlmXR9u3b6dprr3WIGrli7lAYjzg3V7OYkRvo/p2pE2Rg+H+Px9PFqc9FvtZ9nB0kHOG54447aNOmTQ67ta9ERHT33XcTcMouTlc/d9u6K2wvv/LKK7njXrnCRETr1q2jr3zlKyKA7Q4S8LzlrrgbfLemzY3IpMmmi6/KxTAMMk1TcIvbca/rOhmGQX6/XzynuLiYVq5cSVVVVSI4kYu+CofDtHnzZiotLc0avEztcpdly5ZRQ0NDbsFlYlfb66+/Tl/96leFkc9hr2Aw6HACyMDKcxBr3ulcjN01mL03svmSKcLD59n1iJMgX3rppfSHP/yBjh49SkSU0WbtD8XjcVq5cqVDtHZX3IPaXbj/8vPzac2aNbnnXplSqRRZlkXvvfceLV26NC0IbALIxzNlDcqNkItbtDJHpgOfNd1AINDFrz169GhasWIF7dixg8LhMEWj0YHrHJxgggMHDtDs2bNFUL+7wjlTmQpLr1AoRPfee68wywZ0iV0ikSBd19Ha2opt27Zh3bp12LhxIw4fPiwWjHFmvvztPQ7bEVFWS074Y8scOVFPbrrNz3VHVL7whS/g8ssvx1VXXYV58+ZhxowZIiJkGMZpWXZIRMTbE/e0qrInRuTNZNSTKxNObm98+tZPEhGFw2EcP34cFRUVKC8vR3l5OWpqanD48GE0NTWhpaUFwIlQlmEYiMfjjg9CyX+5wXLD5bCdYRgYPXo0iouLMXLkSEyePBlz587FtGnTMH78eBQXFyMvL++0gTkYNGgNO5kRASJCVVUVampqcODAAVRVVaG+vh51dXWoqalBQ0OD4wPK6cDNz8/HuHHjUFpaiqKiIuTn52PChAmYPXs2pkyZgrFjx4pY7+kc0INNQ6qhe/fuPTFXKIpDLLuBZZK5llfWqSe/A6QoCqZNmzak2neWzlLO6P8BgGfzbIrZngwAAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":426,"y":285,"width":108,"height":130},"scaled_width":19.34,"scaled_height":23.28,"actual_filled_area":169.66,"bounding_box_area":450,"exact_perimeter":113.88,"approximate_perimeter":100.43,"convex_hull_perimeter":69,"perimeter_pixels":636.0142853498738,"original_contour_points":267,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.2,"compactness":0.1644,"perimeter_to_area_ratio":0.6712},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHAAAACGCAYAAAAFKw5PAAAABmJLR0QA/wD/AP+gvaeTAAAcxElEQVR4nO1da2xUxxX+7mPv3bvrNxg7gAnmYZ6BkPAUJUpSSgpFVJGSktCkb6k/GjWlKiKqFLWkVVqSoiaqGkXtnzQqQaUhbaBpeDQ0CRCF8iiPtAYKGAcwwYBtzNr7une//rBnuHe9NrveNV6DP2nk3fXduzPnm3PmzDlzZ4BBDGgo/V2BbBAOh+n3+9HS0oLGxka0tLQgHA4jHA7j2rVrCIfDiEajUJSuzVRVFaqq4o477kAgEEBJSQnKyspQXFwMy7KgaRqUVF/MM+R9BQVs26aiKFAUBbFYDCdPnsThw4exb98+nDt3DsePH8e5c+cQCoXgOA5IgiTEdxRFAUl5P1VVoSgKEokEHMcBAJSWlmLChAmYNWsWZs2ahdGjR2P69OnQNA2maULX9bwjNa8qk4zm5mb6/X6cOnUKBw4cwO7du7Fnzx6cOXMGsVgMjuPAMAzEYjEPOenCTaqbaKGd4vXIkSNx77334r777sOcOXMwZswYFBYWQtO0fpdfv1cgGSQZjUZRV1eH06dP480338S+fftw7Ngx2LYNXddBEolEwkNasmIIAhzHkf8TWum+RrzvqQNomiavLS4uxsyZM7Fs2TLMnz8f06ZNE/fKO1neNITDYTqOQ5L88MMPuXz5chYXF1NRlC4FwE0tqqp6fldRFOq6TtM0aVkWv/vd73LXrl0UuBnyyiuQ5LFjx7hmzRqOHTuWAFhQUMDCwkIpsP4kMFVRVZW6rtMwDKqqSgCsqanh888/z7Nnz94eRJLkiRMnuHbtWs6cOVMKxjRNKaiKioq8I1BRFKqqSlVVqWkaAdCyLGqaRkVROHv2bL700ks8fvw4Hce59Ygkyba2Nr7wwgusqqrqIpxgMMiSkhIahpEXGih+VxAmiiBRXKfrOouKiuT7Rx99lIcPHyZJxuPxgU8kSUYiEa5bt04S5/P56PP5PIKBS3iGYfQ7gegk0V1HoW2ijj6fT15rWRYLCwsluV//+tdZX19P27YHLonhcJhbtmzhlClTZEPLysrka03TaBgGdV2Xvd3n89E0zbwgUJTu6iHqn+zw+P1+AuCDDz7ITZs2DbyxsaWlhZcvX+YvfvELj3kZOnRoSgElmyXkgQm9UQkGgx4N1HVdvldVVZJYUlLCn//85wPHW21tbeWpU6c4d+5cFhQUyAYVFxfLxgrzKbRPfK5pmnyfLwS6x0J3QSdpQgN1XZdDgbu+gUCAQMfY2NLSkr8kxuNxkuTLL7/MoqIiaVZ6K/xMvucWcKr/ux2RVPO75OvFWJdNB7Isy9NZAfA73/kOm5qa8o/ERCLBaDTKZ555RlY8WwKTi5uk7u6pKApN02QwGPR4jDeqh6qqNAyDpml6tChbCyDMqKZpDAaDBMAFCxZIL7VPyMgUra2ttG2b3/jGNwhAmspcEtidCVMUpYvgRfH5fNR13UO42xyKOVxPv5ktgWIIEXIRvzdx4kQeO3as/0kUc7uHH36Yfr9fap9bcLkiMFVYK5kA4cWKnt/dfdz3MgyDgUCApmnKOvt8vqwJdAcm3B1OjImPP/44W1pamEgk+ofERCLBRCLBZcuWEbg+PRAVzxWBPZnLdL4vHAwxFonvBYNBGobh+cx972wJTPZQ3eNzcXExVVXlww8/zFAodPM1UbjEP/zhDz2mQtM0lpaWeuZGfUGgcNOFpojr3ObSMAz6/X4GAgEWFBRILUvlKQLXgwvJ42Y2bRDzW6DDqRHOnfuaH/3oRwyHwxkTqGf6BTeuXr2KNWvW4Ne//jWKi4tx9epVFBQUIB6Po7m5WebXsoWSIiGr6zp8Ph/C4TB0XUdVVRVGjx6N8ePHY8KECRg3bhyGDRsGy7JkXg8ASMJxHDiOg0QigYaGBpw6dQqHDx9GbW0t6urq0NzcLH9DJHt7C7/fj0gkAgAwTVOuGDAMA5Zlyf/96le/QmVlJdrb2xkIBPo+NdXc3MzXXnuNmqZ5Bml09mIRfsqFBiZrldC8oqIifu1rX+Pzzz/P9957jxcvXpRpqUzaQpKO4/DkyZN89dVX+cUvflEOBbmchwoz7tY+cU9d1+n3+1lbW9v3YTfbtnn06NGUObveNEwM6Og0eWJMEp+Jyb4QwsKFC/mXv/yFYvzNpQMghoVTp07xpZdekiZaDAdu71fEasV7EfoTdU6n7eI6EZ1auHAh29ra+p7Az3/+8znpocJjFQIQr4WWic80TeOiRYu4detWJhKJmzLgX7lyhcePH+czzzzDyspK2YnQqTHotDbuDigIdrerp+L2ov1+PxVF4Ysvvth37SPJDRs2eHpgthpYXl4uvTXLsrrcZ968efzrX//aL3FEkmxtbeXu3bv55S9/mYqi0LIsj+MkyBQmsjcycHurxcXF/M9//sNYLJbbtra2tnLXrl20LEvOsXIZqYBLCw3DYElJCV988cW8yHKLzvPLX/5SeqnJeUG3qXe3Jd3iJv+JJ57IfR6RJEeNGuWpYK4Geffkv7CwkDNmzOCePXv6nbhkkOQf/vAHqYWlpaUe7XFn6t2fd1eSNVZROpLagUCAO3bsyF37Re9Dp7BFiCoXBAryxDqYRYsWMRwO5x15AiT573//mzU1NSm1LVV0qLsiZCbGUdM0JfEPPPBAbhy0WCzG+vp6VlVV0e/3e8xErkJNwgytWLGCkUgkb8kTCIVCPHr0KCsqKqS2ZWoyRRFaWFJSQgAy4A2Au3fvzl4WJLl69WqPwMWyulxooCDv+9//fv+ElHoJYZXKy8s97XGnjm5UhLaJ68Wc2jRNGobBp59+mi0tLb2Xh23bPHz4MMeNG3fD/NmNKinIF981TVP2vm9/+9skyfb29gFBnoBt2/zZz37maa8gI9NQXKrYa1lZGT/66KPey4QkV65c2a2t76lC7koB8Jhed9Z92bJlJMlLly4NKPIEmpubuXDhQhl3Ba6n07IlUFEUPvfcc723So2NjRwxYoT8Ebd9TsfLSo5MiDSNeD9p0iR+9tlnA3rVFkkeOnRIjmFimoEcEAiAs2fPZigUylw+juPwd7/7XRfiuovk91Tcmiu8zfLycm7btm3AjHk9gSSfeuopaVV6s7K8Ow0sKCjg22+/nbmcGhsbOWvWLALeeKUI+fRUmeQiojZwmd6VK1feEuQBHWPh6dOnOWfOHNnmTJ28VOSJYMEjjzySmaxIcvv27Z5EpzALmRDoDjO5tXju3Lk8efJk70xDnoIk169fL9sp5JQtgYZhsLy8PLPQWigU4g9+8AOP8+FebtBTRdzF7U4LM1paWso//elPt4z2ueE4DseMGcMhQ4bkxIQKf8Hn8/HgwYNd5KV2V5HLly9j165dAIBYLCYqJ5/L63xaNZ0GQdM0AEA0GoWu6xgzZgy+8pWv5N3TrrlAJBLBt771LUSjUZlEzgZK5zOOqqriwIEDSOuBmXA4zNdffz3lusgb9ahUJgC4HujVNI1//vOf+z7n1Y+4cOGC5+EcER/Vdb1LQldckyr8piiKJz+6ZMmS9ALcjuNw6dKlPXpG6RIoKi0asnTpUjY0NNyy5AEdWZt58+YRuHFURhCXHCRxB8XF0FNcXJzeuploNCq1JlsCxWfi7xtvvHFLjn1u2LbNtWvXelYRiNCjyPAnLzgW14nP4SJYZGgAcO/evT3LLhqNisEypRfVGwLF5xMnTuSFCxduafIEjhw5wjFjxsisDVLISSzVSKWhPp+PlmV5TDEA/uMf//DIr8uqNEVRsHHjRjl4ZgtN0+S2H08++SQqKyuzvudAwKRJkzB16lScOXMGAKQjp3SurkskEojH4/J69+YNqqrC5/PBMAxUVlaioqICgUAAhmHITRXk95J/OBKJ4M0334RhGN1ukpMJEomE2DQHK1asuCU9z1TQdR0LFizA3/72NyQSCc//hDzESGKaJgoLCzF06FCMHj0ad999N2bNmoWxY8eiqqoKZWVlADq8eNM0PffqIsxPPvmE06ZN82yU0xOSh7Pk68WUY+rUqdi/fz90Xb8tCAQ6zOiCBQsQDodh27bcSGjatGkYP348hg4dilmzZqGoqAhlZWWwLAsAYNs24vE40lkf6tHASCTC7du3w+fzIRqNwu/3IxqNZt0QRVEwd+5ctLe3Z32vgYS77roLGzduRDweh6IoKCkpwYgRI1BRUQG/358Ta+Qh0DRN7Ny5E/F4HKqqIhKJpNSojH5A11FYWIjZs2ejsLAw2/oOKNyM4cJDYCwWQ2NjoyQtF7/vOA4qKysxe/bs22b8u5nwxHoaGhpw4sQJAJlrWncgifHjx2PKlCk5ud8gvPAQeOLECZw8eRIAuuxF1lvouo7p06dnfZ9BpIYk0HEcfvLJJ2hpafHs3JctHMfBjBkzcjKnHERXSAJVVcXRo0cBQD6OlQsCSWLUqFG31fThZsJjQo8dOwYAcuKZPAHtDUpKSlBcXJz1fQaRGh4v9MKFCzL0lSuMGTMGfr8/Z/cbhBeSwHA4jFAoJGNxQvt648gI05tIJHDnnXciEAjkqLqDSIYkMBQKwbbtLrva9hbiHuPGjZMhokHkHnIMvHTpkmd74kwdGLfj4+4EU6dOHTShfQhJ4Pnz52HbtlzHIfaJzgSCdEGe2NZ/MALTd1CBjv3N6uvrPfmpdE1pMmnuz3VdHzSffQwV6Jhsf/rppzLxCmROYPJ3RFLydgtg32xIG3n58mUA3sxxpnATqCgKfD4fRo4cmYt6DqIbqECHtoTDYQAdsUvxWaZwa6yqqtA0DUOGDMlFPQfRDVSgYw4YCASg67okMh6PSzJ7glvj3H9jsRgMw8hJNGcQ3UMFOoR94cIFKWyhfbZt91/NBpEWJIEnT56U2tSbKcQg+gcq0KFpDQ0Ng6QNQKhAR8yyvb1deqAipDaI/IecB4q1isD16cCgRuY/5BhoGIZ0WnK5qGkQfQsRSpObmyqKIk3pIPIfKnB9J1mxPl8s305nHpgMt/ZqmuaJrw4i95AElpeXSxMqhJ6N8MWDGoPa3LdQAaCsrAzjx4+X2iOWVPQ2iuLOyA8S2LdQAcCyLIwYMQKapsk1MZkK3u3wuDvCYCitbyFjobquw7ZtSVxvFza554+O46CtrS0H1RxEd1ABdPsEUm/Nn1sDxRb+g+gbqEDH2QYicy6mEumuzE51jXsMHCSwbyHHQDeBQIcpzCQbkYpIkgiFQrmo5yC6gYyVzZgxAwUFBfLAe5/PBwAebUxFknBS3GOm0OK2trZBDexjqADg8/mUiooKJBIJOXnPlff46aefIhKJDEbG+whSA0eNGuWZPuSKwCNHjgw+mdSHkASWl5d7FiXlKp303//+V+61NojcQxLo9/sRDAZh23ZOsxDnzp3DtWvXcna/QXghCVQUBVVVVZLAXJHY0tKCS5cu5eReAxXi1JdwOExxSHSuthuT6QZVVVFTU4MjR454Fudm+zvt7e347LPPsqvlAMe+ffvw1ltv4cCBA9A0DaNGjUJNTQ02bdrEe+65B8FgEAUFBdB1XT7abllWWhokCRQaCEBu8KOqatYOSDweR1NTE6LRKE3TvO0yxCT5wgsv4NVXX0VLSwv8fj8SiQRisRgKCgpQWlqKYcOGYdSoURg+fDjKysowZMgQrF+/niUlJaiuroZhGAgGgwgEArAsC4ZhSDlKAm3bxrhx4zzmUzwn2JNjk46p3bt3Lx577LHspTFA8dFHH6G9vR26riMSicg5dnt7O0KhEM6ePYsDBw4ASC3PcePGYfjw4aiursa9996L7du383Of+1zXnZx27NjBYcOGyZ3x3Fssp9qZEGnuJ7p06VJ2bmF524Gk3DvUva2k+z16kCdcW06Ka0zT5KZNmwgkPSNfU1ODiRMnyve5cv9ra2tRX1+fk3sNNITDYZw9e9bzWSZz7NLSUgAdFtLn8yEQCCAajWLYsGEAkggsLy/H7NmzoaqqXF6RCzQ0NOC9995Dv52V3o+4cOECGhsbAXQMSeIhWPcqwJ7Q3NwsZwaO48C2bRiGgbFjx3bc032x3++Xe7r0Zj1Md3AcB3//+99vu1VuncfUSUsmHEMRMElXQQzDQCAQkM5PWVmZ3HfVQ6CqqsrYsWOhKEpOoyeapuHQoUO33QIn27axfft2+d79/GW6O2EZhoFYLIa2tjYoigK/34+ZM2fKTFGXlbujR4/GnXfemas2AOiYSly+fBl79+7N6X3zHZcuXcKOHTs8G7xmGmMWVsswDLl2d+rUqdKT7UJgRUUFpkyZkrNHoxVFgW3bsG0bH3/88W0zDjY3N7OxsRF1dXUwTTPl8JHJyneSchvQu+66q/sLw+Ewt23bJl3W5DMO3CXdEyuFS1xZWZndYYYDCCS5atWqG07D0MMUQlGun1Evzq66++67ef78eSnDLl3Asixl0qRJGDp0qPSWRPH5fB7nJp3dfEVgQGTn9+/fjytXrtzyJDY2NmLHjh1Z30dobnt7OxRFweLFi+UUoluQ5H333dfl3Ae4zjZIp0cB188YFJPRZcuW3VIHXqUCSb788svyDIhsNBBJVnDPnj03PhiZJH/yk594jhJN/qFMT2l2H6D18ccf81bO0pPk9OnTPQd7ZEOgpmm0LIsFBQXpnXJq2zb37dvH4cOHy5Oz0jlutbsijiUFOg5GXLx48S17egtJnjp1ipqm5UQDRcfXNI2PPfZY+mdOkeSKFSs8PyB61I0q0l3RNE2eBrNly5ZbkkSSfPrpp2V7syVQHLkDgNu2bUv/kGiSfOeddzw3ANI7NzfV9aZpSk00DINz5szh8ePHbykCSXL37t0sLS2V2pMrDayurmZzc3MXeXUbL1MURYnFYqypqcGZM2dw5coV8bn7mhtGE0T0RVEUmUqJx+PYu3cvtmzZAsdxqGnaLRFji0Qi2LBhA5qbm+H3+3MSzYrFYrAsC/Pnz898285EIsG3335bmgN0epNCqwKBwA0Pw0JSDxN/TdNkSUkJd+7cmdnRonkK27b5xhtvsKSkxGOlbiQft1zFyWbif8FgUB6O9cEHHzCtwx+TEQ6HOX/+fHlTcdR2b85JTz5WLRgMctq0abx8+TJbW1sHLImtra28du0aKysrZdsAsKCgIC35JHv1JSUlnvdLly71TN4zAkn+/ve/p6qqLC0tlTcVUZh0CXRHFUQRve2hhx5iQ0PDgD1LPhaL8Utf+hKHDRvWRbPSlY/byxfjnvj72muvZefwNTY2csGCBfJHhODT7WGiIcmHG4pGFhYWcsGCBbx69Wp6J1TmCUjStm0+99xzUi7uE6zF0es9ycc910OnYojXwWCQs2fP5tmzZ7OTCUm+9dZb8qaWZUmTmIkJdR/HqiiKPE9WfH7PPfewtbX1xpGGPAFJ/vSnP6VpmiwoKOhCTDo+gtvTRCeBYpgCwNdffz03061oNMolS5bIHxVamAmB4iBgEY7z+XyeIEEwGOSsWbN48eLFvJ8jhsNhrl271mP+hF8gAs/IUD6AN0EwefJkNjU15UYOJLlz505ZSXSajHRNhHjtPpdX0zTZ2KKiItkT582bx4aGhrzMXJBkU1MT161b5+nI4q+qqtJCZeKlq6rKYDAoO8OECRO4YcOG3HZk27a5YsUKT4A6EwKT3yfHScVrRVFYXV3Nd999N680kSTPnDnDZcuWEQAty+riF8A1nqUzxLiHEvFZYWEhv/e97+W+7eFwmOFwmIsXL5aVdDs0bk+qvLw8pQlJ1SDxWphW95nr69at48GDB/uVyEgkQpL817/+xQceeKDLsOA+ibqnItooittZQWfnDQQCHD16NA8dOtQ3bY5EIqytrZUDraIoLCoqkq9N05REmqaZEYHuBgoiAXDJkiV899132draelOnGteuXWMoFGIoFOKqVaskEWI6ZVlW1gSK7wkSAXDz5s1922FJ8je/+Y1Ud8CbcRDEATfWwBsVdyx24cKF3Lx5s3xApK8iOIlEgu3t7ayvr+eaNWuklRFWxd3eXGmgiLg8+uijN8fakORXv/pVApATWDeJwq3OhKzuGq7rOgsKChgIBGhZFqdOncof//jHfP/999nU1MRwOJw1mbZtMx6Ps6WlhXv37uXq1as5fvx4z5gmirAOYs6WLYGiLFy4kC0tLbnzPHtCOBxmU1MTZ8yYQUVRPBNYd0OzJVA4NUgi1OfzUdM03n///Vy1ahU3b97M06dPs62tjdFolLZtSy2NRqOMxWJMJBJMRigU4smTJ7lx40Y++eSTMhyW/HuFhYUeT1kQki2BwsJUVVWxtrY240cQssoCkOTBgwexfPlynDp1qstjaUoa2Yo0fkOuaHYcR64aj8fjcomeruswTRO6rssnfoYPH46RI0eioqIC8Xjc8/h4U1MTzpw5g4aGBrS0tKCtrQ2xWAy2bcNxHLmKTBwCndwGRVFgWRbC4XBGC3WVpOcuxXtFUfD+++9j7ty5uOmZmUQiwbq6OhYVFbGsrMyjhalCSZk6MW5tQ1JPBrommd3OD4AuKwl0XfdoUXf5TRFocC8FKS0tlS6/O1OejQYGg0E+++yz/TtdIsnDhw9z6NChsqLuSmczjUgWQKr3yYQJ051MlAg8iO+4446Ad17nvn/y77o7SbYEivlevy/0EiTW1NRIwQnNcAtFRCfQqaGZZKzzsSRrPJI6S3IKTUy1DMPgypUradt27/J8fYHW1lb+73//8xBmWVYXcnw+X8qAOPpAwDerGIbBYDDYxSSrqiotk7gOgNS8vCFPoL6+nteuXeMXvvAFT6WLiopS9saBTqDbTAPXrY7P5/PMYYV/EAgE+Mc//pENDQ2Mx+P5RZ5ALBZjLBbjU0895Zn8+nw+FhUVSQ29FQi80TitqqrMMAwfPpwHDx4cGE8rt7a2kiRfeeUVVldXE4CnRxYWFtKyrAFPoCjucVA4SH6/X36+aNEi1tXVDbz1P47j8MMPP+T9999PoGOKISb9t6oGusksKyvjN7/5TYZCobzKrGQEx3HY3NzM3/72txw5ciQBcMiQIRkvfM3Hkrz5gHvFXnV1NV955ZU+jdveVMRiMe7fv5+PP/64Z+43kAl05/7E66FDh/LZZ5/llStXBq7WdQeSbG9v5/r167l48WJPDxbrY5JXr4mJvXgvJuvua1IFA5KDBu7/iY6TKtaaXJ/u/i/uKaZEQMcKu61bt8qMyc2U7U0FSba2tnLr1q185JFHUk76xfxJ1/UuD5OK5RiCzHSjIT0V0zRlNCbZKoh5nnBM3CvQNE3jkiVL+MEHH8gg+U0TZH+jra2NV69e5fbt2/nEE09w5MiRLC4uloS551kiK+BOfrqLcCBEGE4QmxxXFTFOkQHvLh7qDr0BXk9TUToS2cuXL+eWLVvoOM7tRVwyrl27xng8zuPHj3PNmjWcPHmyJFBoV6qFwcleYG+fnhLP4In4qPtJKvdva5rGCRMmcPXq1fznP//Z79GUvHuoJBaL0efzIRKJ4OLFi3jnnXewZ88e7Ny5U+56KB75dn1Hvnand4CO3R1ESshxHM/mfUrnvi3itbhGQGzxYZomJk+ejCVLluChhx7ClClTUFZWJr7XrzLMOwKTQZJtbW04f/486urqUFtbiyNHjqC2thYXL17ExYsXEYlE5DE/4hQ2kUfsbm8a0Qls25Z5Rb/fj9LSUtxxxx2oqqpCRUUFHnzwQZSXl2PMmDGoqqoSW4bkjdzypiLpQowzV69eRVNTE/bs2YPGxkY0NDTg0qVLaGhoQH19PRobGxEOh+Hz+SRZQu6apsE0Tfh8PkyYMAHBYBDDhw/H+PHjUVNTg+rqaowYMQLBYFB0jLyVU95WLBPU1tYyHo/DMAx5hJDQyHg8LslLJBLSRIodN+LxuDxyVtd1TJ48+ZaQySAGCP4PgxF2hQU6usYAAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":304,"y":285,"width":104,"height":130},"scaled_width":18.62,"scaled_height":23.28,"actual_filled_area":197.15,"bounding_box_area":433,"exact_perimeter":130.26,"approximate_perimeter":109.16,"convex_hull_perimeter":69.36,"perimeter_pixels":727.5117600329327,"original_contour_points":329,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.25,"compactness":0.146,"perimeter_to_area_ratio":0.6607},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":172,"y":285,"width":114,"height":130},"scaled_width":20.41,"scaled_height":23.28,"actual_filled_area":305.59,"bounding_box_area":475,"exact_perimeter":113.42,"approximate_perimeter":100.14,"convex_hull_perimeter":75.88,"perimeter_pixels":633.4457428549499,"original_contour_points":238,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.2985,"perimeter_to_area_ratio":0.3712},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":678,"y":240,"width":109,"height":175},"scaled_width":19.52,"scaled_height":31.33,"actual_filled_area":420.24,"bounding_box_area":611,"exact_perimeter":100.88,"approximate_perimeter":94.44,"convex_hull_perimeter":86.89,"perimeter_pixels":563.42135623731,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.61,"compactness":0.5189,"perimeter_to_area_ratio":0.2401},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":237,"width":151,"height":178},"scaled_width":27.04,"scaled_height":31.87,"actual_filled_area":262.68,"bounding_box_area":861,"exact_perimeter":159,"approximate_perimeter":140.38,"convex_hull_perimeter":95.23,"perimeter_pixels":888.021428024811,"original_contour_points":382,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.18,"compactness":0.1306,"perimeter_to_area_ratio":0.6053},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":355,"y":47,"width":115,"height":130},"scaled_width":20.59,"scaled_height":23.28,"actual_filled_area":296.2,"bounding_box_area":479,"exact_perimeter":111.09,"approximate_perimeter":102.04,"convex_hull_perimeter":70.53,"perimeter_pixels":620.416305603427,"original_contour_points":220,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.13,"compactness":0.3016,"perimeter_to_area_ratio":0.3751},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-07 11:57:50"} 
[2026-04-07 11:57:50] local.INFO: Nested area calculated {"data":{"nestedArea":5515.5104},"timestamp":"2026-04-07 11:57:50"} 
[2026-04-07 11:57:50] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"89c28ca4-507d-4a9b-ac36-668609dd9892","height":23.28,"width":20.59,"perimeter":113.57,"area":306.43,"image":"data:image/png;base64,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"},{"id":"e4e5438b-8b3a-4295-b352-9d7458726fc2","height":23.28,"width":19.34,"perimeter":113.88,"area":169.66,"image":"data:image/png;base64,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"},{"id":"0dd20c6d-e541-491b-a93b-62eae7449248","height":23.28,"width":18.62,"perimeter":130.26,"area":197.15,"image":"data:image/png;base64,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"},{"id":"a0084021-3076-4cb9-b929-695eb82b8ec5","height":23.28,"width":20.41,"perimeter":113.42,"area":305.59,"image":"data:image/png;base64,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"},{"id":"5ca24e04-fd88-4cba-be73-91f1b55a8ba1","height":31.33,"width":19.52,"perimeter":100.88,"area":420.24,"image":"data:image/png;base64,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"},{"id":"739b25d3-9a59-4e3a-9013-56d04213deca","height":31.87,"width":27.04,"perimeter":159,"area":262.68,"image":"data:image/png;base64,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"},{"id":"7366bbbe-db34-4296-a209-3e9ef8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"},{"id":"0be9c187-d686-4a0f-aff0-4c45ca8fcb07","height":23.28,"width":20.59,"perimeter":111.09,"area":296.2,"image":"data:image/png;base64,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"},{"id":"c910f5d5-5841-462b-9ce8-3cade35b11df","height":30.8,"width":3.94,"perimeter":68.44,"area":109.66,"image":"data:image/png;base64,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"},{"id":"c13ef344-edd0-4964-9705-1df0e5107411","height":30.8,"width":23.28,"perimeter":105.24,"area":633.76,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-07 11:57:50"} 
[2026-04-07 11:57:50] local.INFO: Number of letters detected {"data":{"noOfLetters":11},"timestamp":"2026-04-07 11:57:50"} 
[2026-04-07 11:57:50] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1244.0900000000001,"perimeter_in_feet":103.67},"timestamp":"2026-04-07 11:57:50"} 
[2026-04-07 11:57:50] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[296.25,306.43,169.66,197.15,305.59,420.24,262.68,187.09,296.2,109.66,633.76],"actualFilledAreaSum":3184.71},"timestamp":"2026-04-07 11:57:50"} 
[2026-04-07 11:57:50] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":22.12},"timestamp":"2026-04-07 11:57:50"} 
[2026-04-07 11:57:50] local.INFO: Average character height calculated {"data":{"avgCharHeight":26.110909090909093},"timestamp":"2026-04-07 11:57:50"} 
[2026-04-07 11:57:50] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":929.0,"originalHeight":417.0,"ratio":2.2278177458033572},"timestamp":"2026-04-07 11:57:50"} 
[2026-04-07 11:57:50] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"166.34","otherDimensionOfSign":74.66},"timestamp":"2026-04-07 11:57:50"} 
[2026-04-07 11:57:51] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"15969\" height=\"7168.001076426265\" viewBox=\"0 0 929 417\">
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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":545,"y":285,"width":115,"height":130},"scaled_width":20.59,"scaled_height":23.28,"actual_filled_area":306.43,"bounding_box_area":479,"exact_perimeter":113.57,"approximate_perimeter":100.48,"convex_hull_perimeter":75.99,"perimeter_pixels":634.2741699796964,"original_contour_points":236,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.13,"compactness":0.2985,"perimeter_to_area_ratio":0.3706},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":304,"y":285,"width":104,"height":130},"scaled_width":18.62,"scaled_height":23.28,"actual_filled_area":197.15,"bounding_box_area":433,"exact_perimeter":130.26,"approximate_perimeter":109.16,"convex_hull_perimeter":69.36,"perimeter_pixels":727.5117600329327,"original_contour_points":329,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.25,"compactness":0.146,"perimeter_to_area_ratio":0.6607},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGwAAACGCAYAAAA4uW8pAAAABmJLR0QA/wD/AP+gvaeTAAAf+klEQVR4nO1de3BU1Rn/3d27d/dmNy8SIOEdEQKIAWkEijjFR2WkdWxHahmdAtNW2zrqdGp1Rq3OKO3UyrT1WWntw1FBpsVxUOmIomFEtCIqkJFX5JXwCCGSd/Z17/31j+Qczt4syYYsySbyzZzJZvfu3Xu+3/nO+c73OsAFGlSkDfQD9EQk2draiubmZrS2tqKpqQnNzc2yRSIROI4D27ah6zq8Xq/8rtfrRSAQgGEYGDlyJHRdR15eHoYPHw7TNAEAhmHAMIyM54OgjHlQknQcB5ZlIRqN4vjx49i3bx927dqFqqoqvPPOO4hEIohGo7AsC7Ztw7ZtAICmaSAJj8cjX5OEpmnQdR26rsO2bUSjURiGgdGjR2P8+PGYOHEiysvLMWPGDEyYMAH5+fkIBAIAAMdx4PV6M4Y/ggb0gUiypaUFbW1t+OCDD7Bjxw5s27YNe/bswfHjx+E4DkzThNfrhW3biMfjCSA5jgOgQ5I8Hg9IwnEc+X4y0nUdgUAAtm0jHA4DgPwNv9+PsWPH4pvf/CYWLlyIefPmYfjw4eL3MgK8fn8IkrQsC7W1tfjkk0+wadMmfP7559i/fz8aGxslIN2RpmkJgAlekkz4XH2/OxBV8vv98Hq98Hq9KC4uxpw5c/CNb3wD119/PYYNG4b8/Hzoup4R4J03CofDJMm6ujpu3bqVjzzyCKdNm0YABMDs7GxqmpbQxGcD1dzP4/f7eeWVV/L5559nY2MjSTIej/N8865fiSRt2+aRI0d4zz338PLLL09gSjAYpN/vT8og9CM4yVqy5wmFQjRNk36/n4sWLeI777xDy7LoOM7gB44kDx06xPvuu49jx46lx+MhAHq9XpqmmQCK1+vNeMB8Pp/8LC8vj6FQiMOHD+fy5cu5adMmxmIxUszJg4nE9PfXv/6VpaWlBMCcnBxmZWXJDgcCAZqmyUAgIBmR6YABoN/vp67r8hrDMGiaJgFw4cKF/OKLL0iS0Wh0cADX1tbGd999l2PHjpWSIyRLNF3XEwDxeDyDYg0zDIN+v5+GYST0wev1JgD3wAMP8MSJE5kNGklGIhGuWbOGRUVFsjOGYUgpMk1Tdi4UCjErK0u+h0EiYWrzer30+XzyM/WaOXPm8M0336RYw88b48+FSLKqqoo33ngjs7OzpUQNGzYsQbrckobOTg6WKVEMLHQORDE1ejwehkIhejweeY3P52NeXh7vvfdeOo6TOUoJSX766acsKytLAERofuh8eCiM8Pl8NAyjC5CZDhg6pUqdEdzTu+i7yotFixbx1KlTAw+a4zg8cOAAx48fL0dYX5gtGKHrereAi5EsNMue7qtpWlLpVj8XjO/LgFElUG2FhYW84oor2N7ezpaWloEBjSQ/+ugjlpeXMxAISEb2BTAVGPUepmnS5/MlHc3iWlVzc18jABNA67ouFQj3GtQXwNSBIXghPsvPz+eCBQtIkg0NDf0LWmtrK48cOcLZs2fLB9J1vc+AqU0FwA2GkC7RdF2nz+eToJytqfdx3y8dEgYFKKFcuT9fsmQJ6+vr+1cRqa+v5+LFi7s8ZF8BE4wVKvLZphjB4O6mue6az+eT+0DDMNK6hqrPLNZqwRsxYJYvX87a2tr+2WST5KOPPkogcXEVI/x8KAyapjEYDJ6VmbquS4DVweNe5/x+v5wG3b+hPntf+iAAUp8dOGPJEaD97Gc/O/9SJqwXfr9fMtEwDHq9XmZlZaVlDQsEAjQMQ64x4rNQKCQZKz4XAIk1SVhO/H4/A4GA3OeJa1VwdF3vIsHpkjB1HVMHNDoHVzAYJABu3LjxnKQsJTeB4zhsbm7G9OnTcfToUQAdbohoNIpgMIi2tjbpj+oEt7fP0fXBOt0jpmmiuLgY5eXlGDZsGEaPHo3i4mIUFBQgNzcXoVAIfr8ftm3DcRzpuPR6vSAJy7JgWRYaGxtx7Ngx7N69G3v27MGhQ4dQV1eHlpYWxGIx6YoRdC590BRHqmEY0slqGAYikQhM00Q4HEYgEMDcuXPx/PPPY9KkSb1y1eipXvjII49IsLKystDe3g5N06QX17KsXnYvkTRNg8fjgW3byMvLQ1lZGWbOnIm5c+dizpw5GDNmDHw+nwDynPxRYkSTxJEjR7B161a89dZb+Oyzz7Bnz54+Pb/P55OhCuJvPB4HAESjUei6jnA4DMMwEI/H8eGHH+Ljjz8GSZ5rf5JSe3s7Dx8+3OspL5ktDp1ribhHbm4uAcitwSWXXMLf//73rK6upjB3tbW1nbe53rZtWpbFeDzOt956SypTYq1Jtt5lZ2fLKU999t40wYPi4mJWVVWlt38keccdd6QFMPFdXdclUwKBACdPnsyVK1eyqqpqwFwUsViMra2trKqq4q233irBEmu16m1AJ9OFwTcZsO6m8k703TAMrlixgrFYLD19tiyLn3zyCYPBYJ8BE+9nZ2dLrRIAly5dyi1btrC9vX1AgHKTsOCsXLmSeXl5CX0KhUJy3wdF+zvbFuRsTQCmaRqnTZvG06dPp6fvJPnDH/5Qajx9AUxoferD/utf/2Jra+vA29mSEEl+9tln0qcHnNFWQ6GQ1PaSbci7az6fT26sxXf/+9//pifc4NChQ9L5mA4JC4VCcjRu3Lhx4GxrKRJJ7t27l1OnTiXQYSYTTFa3Hals4sU16louPlu8eDGbm5v7xguSfOKJJxIW2XRMiZqmsaKiou8P2E/U1tbG3bt3c8GCBQQ6jLlQpjaxjvXUBGDJFJqcnJxz3pdJOn36NOfNmydFPx2A5efn8+c//3nGrFepUjgc5uHDhzlmzBjJYLGWpTolqt4I8b/X65WSdvvtt/dN+di/f79UWYVjsi+AmabJMWPGsLq6On1aUT9SPB5nRUWFDH9QzU7JDL3uJnipgqxK3eWXX37uazlJrl27NkHce2O6ccdyiNdPPPEEm5qaBh1YguLxOO+//37ZJyE16VDKRo0axQ8//LBH3njO9sGuXbtktKxhGH3tK0pKSnD99dcjNzd30EbN2raNZcuWYf78+TBNE7Ztw+/3p+XeX331FbZu3YqeZp+kgAnTjbCYpMPstHDhQkyePLlP9xloCgQCWmlpKe688060tbUB6DA7pcOyFI1G8fbbb/dow0xqSzx+/Dhqa2sRi8VgGEZS46ibhOETQMKPChvhggULetmFzCRN07TGxkaWlJSguroatm0n9L0P98XOnTt7zC1IKmEHDx7E3r174TgOPB5PQs5VquROTBg9enTGZID0lbKzs3H33XfDtm3k5ub2eQYCAI/Hg7q6Opw4caL765K9GYvFUFtbC9M0EYlEUsooORsJwETe1VAgr9erLV68GAD6xJtkVFlZCcuyziquSQGLRCIJ6TqpUHfXakpq0FChgoICXHvttWhtbU3L/UjC5/Nh+/bt3V7XBTCSrKmpAUnp88rKyur1jwsSwKerY5lCuq5j/vz5AJAWTdFxHOi6jn379nW7HnZROmzbRk1NjZQYr9crgevpBwUJr6+madLrGovF0u+sG0Dy+XyYPn06NE1DPB4/q8IlKDs7G83NzQA61ivHcVBQUIDp06dj1KhRyM/Px4wZMzB//vxued0FMI/Hg8mTJ8OyLGiaBsuy4Pf7EYvF+tTB999/H1dddVWf7pFJpGmatmvXLs6YMQM7duyArusJedWmaSIUCiE7OxuBQADjx4+H3+/HpEmTMGXKFJnNWVhYCL/fj4KCAvh8Pvh8vm4HdDLAtE2bNtE0TUSj0bTEZwDAunXrcNddd6XlXplCI0aMwJw5c3Dy5EkUFRUhLy8P48aNQ2lpKS655BKUlpZi7NixckmJRqPweDwi1CF9M83mzZs5fvx4ejweaZ7qbVRRsuuffPLJzE7D6SV1Vj6QoQyRSIS2bfe/13zbtm3SBySs9ekAbMyYMTxw4MDgzFTMZDpx4gTLy8t7BKC75r5e+NWWLVvGSCRyAbB0kmVZvOWWWyTzzyX2PFkQjghkeeyxxy5IWTrJtm0+9thjSV0HfZkSNSVc+dlnn2VjY+Og9I1lJFVUVCRIWLpi51Uf209+8hPu27ePJC8A11c6cOCADJpREw3OFTARcYROr6uIaSguLua9997L9vZ2dmdDu0A9UDgc5qJFi2TyQLokTE0SEP+LYNJVq1axoaGB0Wj0vEb8DkmybZsvvfSSXHv6Cpg7csrn8zEnJ0dKXjAYpNfrlcVK3n//fcbjcXbWpmI4HL4AYE90/Phx5uTkSEnoq4SJWHrgzP4O6Kgs4w531nWdeXl5vOqqq/jwww+zsrJS1njqTx5kGnVrHrEsiz/4wQ/w2muvpSWdSJS9i8fj8Hg8Mk2IJOLxOEzThMfjke539frCwkKUl5dj/vz5uOyyyzB16lQUFRXBNM0h4xjtM5Hk+vXrOW7cuD5LmJBU92sRIqZpWkKsnipx7joYhmGwrKyMv/jFL7h27Vru27eP7e3tjEajmVfIpL8pEolwwYIFaZkSxVqoJg+ImEWxron3RfkHtaiYGrSppsOapsmLLrqIy5Yt4+uvvy7rYohUov7k1/mmHqeSpqYmHjp0CDNnzkQoFEJraysCgQAikUjHDTqzHUX2I3DuU2a3D9rDrCdcG6FQCMXFxSgpKcGMGTNw5ZVXYubMmRgzZgyi0SgCgcDQnz6bm5v5zDPPSGVBmKrUnKnzlZQORRK7a2fL0Ro2bBhLS0t511138d1336UgYVnvFwYOBDU3N8uEALWYCjIEMFElwDRNBoPBBADVvZ+u67z44ov505/+lK+//jrr6+sp3CT9w8l+ora2Nm7fvp0TJkzoApaodzGQgLmvVZ/PHf+enZ0tB92YMWO4aNEiPvfcc3z77bdZU1MzdMxkJPnCCy8wKytLpr2KMnQDDZgocSSUmu5ytkRZQFFCQtg38/LyePXVV/Ppp5/m/v375cZ9UCsu0WiUDz/8sARGjNyBBsx9fbIEBbfkJQNV1T4LCwv5ox/9iKtXr+apU6fY1tY2+KZO27bZ0tLCpUuXJqwVmQKYAEUFDICspiOuEQVXxPXqlKkmzXu9Xubk5DAnJ4cLFizgypUruWPHjsFV45ck29raePPNN8vpZ6ABU4FSgVGfRwBztio46nXuajnqHnDChAlcunQpV69ezYMHDw6Oytoi2GTt2rVdila6O6qW8xFJ2ck20L1xkPZ3U7VOdUNfUFDAefPmcf369WxrayPJzM4wdRyHn376Ka+44goWFBQkjFC4RrFanxBI1N4yHTC1H+6SgMKofckll/Chhx7ixx9/TJKZm3TvOA5bWlp42223yY6o1ni1FrDYM6nSlZWVNSgAE/ZO8b86/bpnmVtuuYXr1q1jXV1dZq51Yop87733OH/+fNlBUZxEnVKEgdc9UjMdMLfzVWzWgcQ1bvjw4fL17Nmz+corr1CUSUo33/tMJNnU1MS//e1vnDlzpgQInVKn+sSADkt8KBTKeMB6ej5N07rUnRLXhUIh3njjjdyyZUtmShvQUVSsoaGBa9as4XXXXZcAlM/nS1CzMUgkDDgT0uCuDC5mELF5HzZsWJe6j1lZWfzTn/4k7Znnge19J8uySJIffvghly1bltAx9x5pMAAm9nBiHVaLbIp+AYl1OURfhR/wu9/9bv+VkT1XchyHtm2zpqaGL7/8MpcsWcLx48cn1J7KZMDEdkR9L9n+DTgTyudWUNTX06dP5+rVqzMbNEHCOv7ZZ5/x/vvvZ3l5uVzHgK51PgKBgBzJ3VWeUSutqdYMAF021G4Foj+beMaLL76Yr7766uBJEAmHwwyHw4xEIqyqquLjjz/OSy+9VDJWVf9VoDweT1ItM9lr93cHsqmhEaNHj5avKyoqBoekuUmEtFVVVfHFF1/k8uXLOXXqVAaDQRlGIFKg1MU8GAwyEAhIyQwEAgmHySHJ9KW2/pC0ZEXExPMVFhYOnunxbCTCtysrK7lu3TrecsstvPzyyxMiiEVTnZNu7dMwDObk5CScDDFQU6Fo6kDKz88nAE6bNo179+4d3K4cQa2trYxGowyHw9yzZw+feuopXnfdddIUhs4RnMwDDhez3Abi/mxisPn9/oSBJ0Li582bx+bm5sEtackoFouxvb2dtbW13Lx5M1etWsUlS5ZwypQpUjFx1+h1t/7WRoXar+7f1CO7xPsPPfRQt4ANiQii1tZWWpaFqqoqbN++Hdu3b8eOHTvw5Zdfoq2tTSaMd1YykN9zR3v1B+m6LhP9HcdBPB5HXl4eGhsboes6PB4P/v3vf+PGG2/8egTIirUvFovxxIkTfOGFF7h48WIWFhZ2cWL2FEpwvppqVx0xYoR8LUxbs2fPZmtr69CaFlMl27Zp2zZjsRiPHz/OjRs38v777+fcuXO7pEB1Vx1bnT4Fw1XlQU3JOts9umvuIKFnn3128OzPzic1NjaytbWVp06d4nvvvcd77rmHc+fOZX5+fpczzNyHyuXk5Mj/PR4P8/PzEw7mSYcyIyT+W9/61tBTPvpKjuMwHo8zFovx6NGjXLt2LW+66aYE7VOECqj+PXUDLFo6AFOPSQbATz/9NPNDDwaSmpub2dzczHA4zIqKCi5ZsoQjR46UAOXl5SWUMRfl4XNzc9MGGHCmPO3y5csvSFmqJFwgH3zwAe+++25Onjy5S2gflLUtXVMicMb9lJ2dzfr6+guA9YYcx5FZoC+//DJnzZpFoMO3JWyd2dnZfQZM1V7VqttvvfXWBSk7VxJS98ILL/Cyyy6TTFW3CH0BTDQhwaZp8pFHHrkAWF+JJHfv3s2FCxcmaJR9nRKFZKmG4qVLl15I0E8HicjfBQsWyBA+dE6VUDRHoKu752zNfRp7IBDgrFmzePTo0QuApYPC4TDr6+s5bdq0LlLSWwuKO4ROvC4pKeH//ve/C4Cli0hy3bp1LCoqSmC4mNZSdZ4mq18CdFReePnllyVgZz0ZorfU3t4uo4Ecx5GJcum6f6aSpmnaTTfdhO985zsJlcNFte1U7beO4ySU4RWl58PhMI4ePSrP70z50FJBJGnbNrxeLyzLQm1tLWpqavDqq69i//792LZtG7766iuMHj0a//jHP3p7+0FLy5cvx+bNm3Hw4EF4PB55OMO5jFmP54wcxWIxnDx5Uv7fLWDxeJzxeBzHjh1DXV0dmpqa8Pe//x01NTWoq6vDyZMncejQIdTU1OCrr75KcFdUVlaisrKy1w87GEnTNI0ky8rKcPjw4YQC16mWfxfgir9qPfzTp0/L1xIwITmtra04duwY9u7di2eeeQY7duxARUUFmpqaEIlEEI1G5Zc9Ho8cDR6PRxYo1jorTe/atQu2bdPr9Q59vw6AK664AuvXr5cgiaIxqUiaCpjbR9elQLZt21yxYgUnTpwoFzw1s1JYrYUmox46Kq5RVVex0N58881fq+qjGzZskDxQXS+pKB5qSpZ4T/D91ltvlfqAB+hAt6GhAYcPH5YHSAvJEYdIk5SiGo/HE0RdjAhd7xBYy7Kg6zree+891NbWnn9OZQjFYjH4fD7ouo5oNCoPIOjNcR+C77quQ+gKAKTEydVt5MiRsgC++0fURbA7EofGiOmxqakJ27dvx9fJRRCPxyUfBJPFQE6FxHfEX8uyEAqF5OceoKNW/ZQpU5CdnS2BEseyq1/ujlRQxVwcj8dRUVGRlvO1BgMJtd4tFamcfuQGShztAXQIkyDJ5bKyMkyYMAFA1xGRCmACFPcC+/nnn8vqbEOdxFliPp8v4f1U+KcCJf4XwI8bN05eJwEbN24cysrKZJk9TdPg9/tTPjtMSKZ6va7r2L9/PzZv3oyMTR9NEzmOw5MnT8pSgsAZnqS6pAhSr8/Ly0NJSQk8Ho8GKIB5PB5cdtll8Hq9Usk4l7Ox1OnAcRzU19fjxRdfTJiHhyJpmobq6mqpLABnpCXVNcwNrOM4KCkpkTMfoACmaZo2Z84c5Obmyg8ty+r1Tl0VafF606ZN2LNnjzSvDEVqamrCzp075f8qSKme4OeezWzbxsSJE1FUVCTfS4D00ksvxYgRIxK+7PV6U1IaxLztHl2BQACnT5/G008/nbBjH0pEknv37sX27dslOIZhSL71xtqhvnYcByNGjDj7+W0kuWLFigRrs9gA9jbhzn29pmncsGHDkDQIk+SvfvWrLjxTi3MiBYt9shKCGzdu7L5M4Oeff55QqjWdgF111VU8cuTIkArdsiyL0WiU48aNkwM9WRx9qk04QPPz85mbm8vdu3d3zyuSnDZtWkJaTjrOXkHnyFu2bNmQkjKSXL58uey3mnzfG2em4JGQMtM0uWjRop5DtsW5K2oGiEim6wtgarzCH/7whyEhZST5xz/+kUBHeLXaTyhAuctBJGvCRguFf2vWrEltcNfW1nLEiBEyAjbZ9NbTA7ivFw/v8/lomiafeuqpQR07TpIbN25kcXFxwjSIzr6HQqEuFQV6airAJSUlbGpqSo0/JPmb3/wmYQFNx5QInClpZBgGn3zyyUE5PTqOw8rKSpaUlLCoqKjLtIZOkHoThONWOHq1dFiWxWPHjnHixIkJNaLSIWEi6BKdg+GVV15hTU3NoEmvaWpq4sGDBzlixAiZ7ircTYFAoIsrJdUUXfV7I0eO5BtvvNG7qnAkuXLlyh4l5mwt2fVqYIo6hdx3331saGjIeN9ZNBrl22+/LaN/gQ6tzp3lImogI0XpEk2Ut7jhhhvObeapra3l2LFj5Y+KfCr3/iLVOVqVNnfV0O9973t85513ZBDPOfL0vJB4pr/85S8JIW3nkgwopFJ8X5SwQCdgpmny448/PjcekOTvfvc7apomb6oGSoqsjlQBA7qWeFW91YZh8M477+TRo0dJDnxxZBEFVl1dzUWLFsmK4u6WCnCqB1qcB6p69sXs8/jjj7OhoeHc+11TU8O5c+cm3FRImiitl4raKpobMPeUGQgEWFRUxNtuu41bt25lOBzu97J1JFlfX8+KigreeeedHDVqVEKJJXd52VSnPVFzSnzXXcLioosu6ntYNkmuWbMmYVFUf0gdOam0ZFsETdNkcRRxXSAQYGFhIW+44QauXr2aO3fuZE1NzXlZ54QknT59mh999BH//Oc/89prr03op6hOoEqTOvh66rfQAsWZMkJb9vl89Pv9NAyDq1atSo/WHIlE+MADDyRIkxqk09PDulsyhUQdsaIz6pQRDAY5f/58/va3v+WWLVtYW1vLSCRCkQ6kHnqdjIQJSdSiJ8nGxkZ+8sknXLduHe+44w7OmDFDWnV6KpcunjlV6VKlUj34R2wLbr/99pRmkpR8952jDz/+8Y+xfv16+X4gEOjirEuFVKu0GFB+v18evBONRqXVW9d1GIaB9vb2hHsEAgHk5OQgJycHgUAApaWlyMrKQnZ2Nnw+H2zbTnCqGoaBmpoafPnllzh16pR0HUUiEbS3tyMYDKKlpQWO48ggWfFd4UUXHolYLJayBV4l0zRhWZbkWTAYRFtbG6655ho888wzmDJlSvpKPZAd5WFnzZqVcHo6eildoiX7rpo7bJpmglYqrAlqRe5kI19MOeJaUeEtGAzSMIyEcL3ulCWPxyOrpXbXD13XU1rD3WfBiDTbQCDAysrK82NAIMktW7bISmqC6emodeGu3Cleu4FJBrTY1yUr3eCu8J1MYVAPHXDfQ61Uo+6telvjQ1Xf1TrBGzZsOL/Vt6PRKFetWiWZqhZhVksgiI4JBvd24z0Ym1rvyjTNhIGi/i+qBbz00kv9Y5qLx+P85S9/KRkvqqUBXU8SEjnAQx2ws50ikZubm7CEiLKAGzZs6L99ptC0HnzwQSldYh73er1y3s/KypKbxKEOGNBhxVD3WOJ1dnY2Q6GQBO7ZZ5/tf2uOZVlsaWnhf/7zH+m0U9cedSHOzc0d8oAli583TVMaGzweD4uKirh///6B9VBYlsU33niD06dP71LyLisrS2p+Qx0wd41i97IwdepUHjhwIDN8gCT5xRdf8Nvf/racAtRiyeLvUAYMnQPUbaUfNWoUH3zwwcwzaot17bnnnpO7dzHKvg5KhzvgxjRNfv/735cFmDPWUWtZFrdt28abbrpJnkiLr4mEiQPChw8fzkcffZQNDQ2ZC5RKZMdRTP/85z85Z84cAuiyeXWDJuyGycqdCyu325+mfv9sRuXuBkh3n6lqutB63aq7sJyIZxk7dixXrFiRuSca9USWZXHfvn184403OG/evIRTf0RH3eeTqGYnNzOFa0MFS9f1pFFdPQEnfl+11qjPYRhGlwrdIoBIHVSBQICTJk3iunXr+MUXX5x3paJfErfC4TBJYv369Xjttdewc+dOVFdXIxwOy2tM00xIhhMGV5FH7fF4Egy6InGAnZmhvaFk2SQiH0sYn9VrQ6EQ4vF4wvNefPHFmD17Nq6//npcc801CAaDyM3NHVqJcGLxPXLkCJ9++mleffXVCYEscC3i3eUGJytE0lMTUpXMLZKXl5cgbWpBSyGdhmFw8uTJ/PWvf80dO3ZI105/8nDARgTZUbWgpqYGBw4cwJtvvom9e/eisrIStbW1Ce4awzAQj8elBIhq1MLl4fP5urhf3KQpWfperzchncrn80mXh0j3FW6W0tJSlJeXY/HixZg6dSomTJggE0XS5grpBWWECItRWl9fjwMHDqC6uhpHjhzBl19+iaqqKpw8eRINDQ1obGxMAMYwDDlN9pQ0564yo5ZW8Pv9GDZsGIqKilBYWIiioiKUlZVh1qxZmDx5MkaOHAnLspCVlTXg/BrwBzgbOY5DTdMQjUYRiUSwa9cuHD58GFVVVairq0M4HEZzczOOHz+OkydP9pjKpOs6fD4f8vPzUVxcjMLCQuTn56OwsBAFBQWYNGkSZsyYgfHjx8vvDIQE9UQZ90Dd0e7duylSeoXH2Ov1ylIV3ZHX65XTnvAox+Nx+Hw+BINBTJgwYVDx4gINEvo/PhZ2BaH9yRAAAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":172,"y":285,"width":114,"height":130},"scaled_width":20.41,"scaled_height":23.28,"actual_filled_area":305.59,"bounding_box_area":475,"exact_perimeter":113.42,"approximate_perimeter":100.14,"convex_hull_perimeter":75.88,"perimeter_pixels":633.4457428549499,"original_contour_points":238,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.2985,"perimeter_to_area_ratio":0.3712},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":678,"y":240,"width":109,"height":175},"scaled_width":19.52,"scaled_height":31.33,"actual_filled_area":420.24,"bounding_box_area":611,"exact_perimeter":100.88,"approximate_perimeter":94.44,"convex_hull_perimeter":86.89,"perimeter_pixels":563.42135623731,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.61,"compactness":0.5189,"perimeter_to_area_ratio":0.2401},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":237,"width":151,"height":178},"scaled_width":27.04,"scaled_height":31.87,"actual_filled_area":262.68,"bounding_box_area":861,"exact_perimeter":159,"approximate_perimeter":140.38,"convex_hull_perimeter":95.23,"perimeter_pixels":888.021428024811,"original_contour_points":382,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.18,"compactness":0.1306,"perimeter_to_area_ratio":0.6053},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":228,"y":50,"width":101,"height":127},"scaled_width":18.08,"scaled_height":22.74,"actual_filled_area":187.09,"bounding_box_area":411,"exact_perimeter":117.83,"approximate_perimeter":112.56,"convex_hull_perimeter":77.49,"perimeter_pixels":658.0660171779826,"original_contour_points":107,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.26,"compactness":0.1693,"perimeter_to_area_ratio":0.6298},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGkAAACDCAYAAACOXTXeAAAABmJLR0QA/wD/AP+gvaeTAAAQKUlEQVR4nO2dW2wU1R/Hv2fue2mXLjTRWLBFuYkxmnDxjpKi8IAxkgYSJEYixheNJL747ps+GAwmPjQEHkwTTFEgKuVmhHgBo6GkYFoiLZTSbrvtFvYyO7M7v/9DPcfdlnZbOgud/c8nmbTd7p4553zn/H6/8ztndgCfOQ8DACKiixcv4q+//kJ/fz9s20YgECh6IxEVf5CxKQt+8cUX8eSTT0JV1anfWAHck/47evQovfrqq2QYBgEgAKSqKqmqSoqiFB2yLJMsyxNeH388++yz1NLSQlPWpEIod/8pAKAoCoaHh2GaJmRZRj6fh23bs6r40NAQHMeZdQd4gXL3n8JfZIyBMQbDMJBKpSDLctGHxg/XUgSDwf8bkYDy9p8CAJlMBplMBkQEy7IAAPl8flaVTqfTME1zVmV4hXL3nwQAuq5j3rx5UBSlpEObLoZhwDAMV8qa65S7/xQAsCwLtm0jl8sBAGRZBhFNGKKFf5eqTDKZdKWyXqDc/Sd8Ui6XA2MMRDStoVrKxqqqOush7yXK2X+SKzX0KSu+SB7AF8kD+CJ5AF8kD+CL5AF8kTyAL5IH8EXyAL5IHsAXyQP4InkAXyQP4IvkAXyRPIAvkgfwRfIAvkgewBfJA/gieQBfJA/gi+QBfJE8gC+SB/BF8gC+SB7AF8kD+CJ5AF8kD+CL5AF8kTyAL5IH8EXyAL5IHsAXyQP4InkAXyQP4IvkAXyRPIAvkgfwRfIAvkgewBfJA/gieQBfJA/gi+QBfJE8gC+SB/BF8gC+SB7AF8kD+CJ5AF8kD+CL5AF8kTyAL5IH8EXyAL5IHsAXyQP4InkAXyQP4IvkAXyRPIBS+i3TY/xDm/L5/ITn2lUqmqbBMAwQ0bSfRDaTZ/yVbSTJsuzao9PmOpZlwbIsSJJUlnaXTSQiEo9Pq3SSyWTR491m+iTMUpRNpEwmg1QqVa7i5xS3bt3C6OgoHMe547P8ZkvZROIVHxwcrPinNqfTaWQyGQDujyKgjCKlUikkk0nx3NVKxnEcOI4DSRrrTs/4pFwuh2w2+3/hl7iJY4wVieUWZZ0ncRtdyTiOQ1wk/hhst9usAGNxfuGzUWVZnvDc8pmemA/5ShcpkUggFovBtm1IkjTpM2Zn0w8SAIRCIYRCITFM3ehYXkalz5VM00Q6nS4SpyzRXXV1Naqrq123pURU8VmHkZERjIyMIJfLCXHKIlIwGEQwGCxP+Oiy8HONvr4+xGKxCRGem0jAmA8q9ENumChunyvZJ1mWRd3d3ejv7xevlU0kjpvRiSRJyGQyyGazsy5rrpLJZHD16lUMDQ2J18rhgyfILsuya4FDMpms6NRQJpNBb28vEolEWX2vBIypzw9JklwRyXEcZDIZmKY567LmKrZtI5FIiPC7XEjAWKo9GAxCURTYtg1VVWddMBG5Jvhc5fLly+jr6wMAKMrY0pxt2wD+y0K4kXCV+AlCoRACgQAAuJLKkWUZqVSqYnN3tm3TjRs3cOvWLQAo8r1lyd0ZhoGamhqEw2EA7gUOw8PDSKfTsy5rLhKPx3Hu3DkMDg4CQPkTrKFQCNFoFMFg0LWCHcfB8PAwEomEa2XOFYiI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"},{"id":"89c28ca4-507d-4a9b-ac36-668609dd9892","height":23.28,"width":20.59,"perimeter":113.57,"area":306.43,"image":"data:image/png;base64,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"},{"id":"e4e5438b-8b3a-4295-b352-9d7458726fc2","height":23.28,"width":19.34,"perimeter":113.88,"area":169.66,"image":"data:image/png;base64,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"},{"id":"0dd20c6d-e541-491b-a93b-62eae7449248","height":23.28,"width":18.62,"perimeter":130.26,"area":197.15,"image":"data:image/png;base64,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"},{"id":"a0084021-3076-4cb9-b929-695eb82b8ec5","height":23.28,"width":20.41,"perimeter":113.42,"area":305.59,"image":"data:image/png;base64,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"},{"id":"5ca24e04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"},{"id":"739b25d3-9a59-4e3a-9013-56d04213deca","height":31.87,"width":27.04,"perimeter":159,"area":262.68,"image":"data:image/png;base64,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YpRVIUhY2OjtLVq1fxzz//YGBgAJqmIZVKFS1p8I4o9Fn3elZeDnjHOo4jOj2Xy4n2bd68GZs3b0ZtbS0AIBwOCzPqJiUzqZFIhL3xxhvYuHEjFEVBKpWCYRiwLEuYFm5WRKEVcrtLLpcTSy25XE5s1FEUBU1NTXj//fexfv16GIbBgDGza9u2q7uugGneM1tfX4+33noLL730EoD/rjAeTHCbXq6NGPcLx3GgqioMwxCprUgkgldeeQUfffQR1qxZUxRpWpYFx3GEmG4xrZ0TsiyzVCpFH374IWRZxrFjx6CqqrDPtm0X+RcPLRdNCve1/CIExnzu+vXr8fHHH+Opp56aMBXQNA26rrt+k8K0t7eEQiHmOA7xTf2nTp0SwmiaVnH+yHEcaJomOryqqgpbt27F9u3bsXr16jvO1RhjIsBwkxntQZIkiZmmSZqmgTGG33//HclkssgHVYpIwH9Z/wcffBDbtm3Dzp07sXLlykkn07ZtFwUWbjHjjWKGYbB8Pk/z5s3DJ598gh9//LHI1FVK0KDrOlKpFObPn48PPvgAu3btQjQanTLbUTjHmxM3z9m2TTdv3qQ9e/bQkiVLRA6L5640TRPJSp6AxL8JzMmy6bIsF+X0Sh2FWWf+Gk94FuYc73QU/o/n2fjvPOm7adMm+vbbb6ed8O3r66Ndu3YVtXeq8091LFq0iFpaWibP3U0HVVUZAKTTaVq+fDm++OILHDlyBKZpQlEU4aN4ZoGH6I7jCFPAl6QLo8HpRobjJ6Kc8V/hpqrqhNcURSmavBZOzPn8b/fu3Xjttdewbt26aa9zaZqGqqoqRKNRxOPxojrd6fepiEQiwirNel9sMBhkpmnSsmXLsGHDBhw4cACXLl1CIBAQDrSwk3hHcBELO3mmdrzwbnneoPHpK55Z4H7UsizhN3jujmcWHMfBc889h6amJrz++uuora2d0UIkESEejyMWi036xSXTFWlwcFCYTFc2L/PJHBHRpk2bcOjQIXz55ZcwTRO2bUNRFFRVVYExhkwmMyGlw69oSZJEZrpUhDS+sTyBynOBXAjuxAvPyV/jQjqOg1WrVmHr1q3YsmULGhoaSmbaJ6vTggUL8MADDxR9bcDdsGjRIlRVVQFw8TtYAYiGERE1NTXh+++/xzfffINz584VbUrh9+QWjiJuBqc7mgrzYePL4aassDzGWNFXb/KRtHz5crz55pvYvn076uvr70ocjmVZGBgYKClQ4cR/MuLxuLiwynIbAG+obdvU1NSEkydPYt++ffj5559hmuaE/BY3gYWNKPX9D+OTlncSV5bloiWKfD4vzOGKFSvw3nvvYceOHaipqZmVOJxQKIS6ujosXrwYN27cEPUcX2+gtNlbs2YN6urqxj4z24pNB766GovFcOLECbS1teH06dO4ffs2bt++PSEhOZ2s8Z0ay0eLJEmwLEuMnFwuh1AohLVr12Lbtm1obGxEQ0MDHMeBLMuu9QERUTKZhK7rE75dZrxYpdrH17iYG1fPTCEiSqfTGBwcRGdnJ86fP4/29nZ0dXXhxo0bGBkZmdEu0cJO4EsKmqahvr4e8+bNwyOPPILVq1dj1apVaGhoQCAQED7UK9z3yjqOQ5ZlIRaLobOzE+3t7ejp6RE3n12/fh2JREIkO/kosywLiqIgHA4LZ/3www9j6dKlWLRoEZ555hlUV1eLrc7344J0izlXccuyyLIssYvWsiyRZefmq/CLPLgT5gHDv0LOuXb5VDj/AzG49+TZEPtxAAAAAElFTkSuQmCC"},{"id":"0be9c187-d686-4a0f-aff0-4c45ca8fcb07","height":23.28,"width":20.59,"perimeter":111.09,"area":296.2,"image":"data:image/png;base64,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"},{"id":"c910f5d5-5841-462b-9ce8-3cade35b11df","height":30.8,"width":3.94,"perimeter":68.44,"area":109.66,"image":"data:image/png;base64,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"},{"id":"c13ef344-edd0-4964-9705-1df0e5107411","height":30.8,"width":23.28,"perimeter":105.24,"area":633.76,"image":"data:image/png;base64,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"}],"no_of_letters":11,"perimeter_of_sign":103.67,"nested_area":38.3,"occupied_area":22.12,"avg_char_height":26.110909090909093,"widthOfSign":"166.34","otherDimensionOfSign":74.66,"width_of_smaller_line":20},"timestamp":"2026-04-07 11:57:51"} 
[2026-04-07 11:57:52] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"166.34","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1428,"no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":81.54,"width_of_line_2":166.5,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":11,"perimeter_of_sign":103.67,"nested_area":38.3,"occupied_area":22.12,"avg_char_height":"Greater than 24 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\"},{\"id\":\"5ca24e04-fd88-4cba-be73-91f1b55a8ba1\",\"height\":31.33,\"width\":19.52,\"perimeter\":100.88,\"area\":420.24,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"739b25d3-9a59-4e3a-9013-56d04213deca\",\"height\":31.87,\"width\":27.04,\"perimeter\":159,\"area\":262.68,\"image\":\"data:image\\/png;base64,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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"166.34","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":81.54,"width_of_line_2":166.5,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":11,"perimeter_of_sign":103.67,"nested_area":38.3,"occupied_area":22.12,"avg_char_height":"Greater than 24 inches","width_of_sign":"166.34","width_of_smaller_line":81.54,"other_dimension_of_sign":74.66,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1428}},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"13.91348"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"169.229316"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"3.265605"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"22.9929693"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":19.355},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":149.04368399999998},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"3.064"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"146.3443"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"1.485"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"7.6615"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.010192669979800001},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":10.1926699798},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0008095351279166667},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.8095351279166667},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.007721719681666667},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":7.7217196816666664},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.015870007486667"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"15.870007486667"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00770221837"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"7.70221837"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0103129334"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"10.3129334"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00082286922666667"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.82286922666667"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":10.6863906545434},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":28.724999999999998},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"29.108"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"6.1886993787063"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":639.7551132272604,"totalDenseWeight_before_formula":77.91121633197903},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":703.7306245499865},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":11,"totalDenseWeight":85.70233796517694},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":11,"sign_depth":"1"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":20.41,"height":23.28,"depth":"1"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":20.59,"height":23.28,"depth":"1"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":19.34,"height":23.28,"depth":"1"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":18.62,"height":23.28,"depth":"1"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":20.41,"height":23.28,"depth":"1"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":19.52,"height":31.33,"depth":"1"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":27.04,"height":31.87,"depth":"1"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":18.08,"height":22.74,"depth":"1"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":20.59,"height":23.28,"depth":"1"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":3.94,"height":30.8,"depth":"1"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:52] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":23.28,"height":30.8,"depth":"1"},"timestamp":"2026-04-07 11:57:52"} 
[2026-04-07 11:57:53] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775563073_f3f082509d6e01163e1290104d2c7f41","bins_packed":[{"bin_data":{"w":27.34,"h":32.17,"d":13,"id":"unique","used_space":64.4233,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":32.17,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/9daff38fd041cdfdc6491eefbe07d174/1775563073-373-9438353.svg","items":[{"id":"item-8","w":18.38,"h":23.04,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/9daff38fd041cdfdc6491eefbe07d174/1775563073-3722-4661435.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":20.89,"h":23.58,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/9daff38fd041cdfdc6491eefbe07d174/1775563073-3724-3035208.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-10","w":4.24,"h":31.1,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/9daff38fd041cdfdc6491eefbe07d174/1775563073-3725-5950965.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-11","w":23.58,"h":31.1,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/9daff38fd041cdfdc6491eefbe07d174/1775563073-3725-6397983.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-9","w":20.89,"h":23.58,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/9daff38fd041cdfdc6491eefbe07d174/1775563073-3726-4049825.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":20.71,"h":23.58,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/9daff38fd041cdfdc6491eefbe07d174/1775563073-3726-7912431.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":20.71,"h":23.58,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/9daff38fd041cdfdc6491eefbe07d174/1775563073-3727-1505828.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, 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[2026-04-07 11:57:53] local.INFO: Box added from packed bin {"data":{"length":13,"width":27.34,"height":32.17,"denseWeight":85.70233796517694},"timestamp":"2026-04-07 11:57:53"} 
[2026-04-07 11:57:53] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":15,"width":29.34,"height":34.42},"quantity":1,"denseWeight":85.70233796517694}],"cheapestShippingCost":956.7669588180376,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":15,"width":29.34,"height":34.42},"denseWeight":85.70233796517694,"volumetricWeight":50,"higherWeight":85.70233796517694,"quantity":1}],"totalHigherWeight":85.70233796517694,"DS":0,"rate":1116.6538377606837,"tariffAndDS":1116.6538377606837,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1985.9186480053263,"totalShipmentCostFormula":"((tariffAndDS (1116.6538377607) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1985.92","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":15,"width":29.34,"height":34.42},"denseWeight":85.70233796517694,"volumetricWeight":50,"higherWeight":85.70233796517694,"quantity":1}],"totalHigherWeight":85.70233796517694,"DS":0,"rate":648.0609789522107,"tariffAndDS":648.0609789522107,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1230.3595224625446,"totalShipmentCostFormula":"((tariffAndDS (648.06097895221) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1230.36","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":15,"width":29.34,"height":34.42},"denseWeight":85.70233796517694,"volumetricWeight":50,"higherWeight":85.70233796517694,"quantity":1}],"totalHigherWeight":85.70233796517694,"DS":0,"rate":841.7669588180376,"tariffAndDS":841.7669588180376,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":956.7669588180376,"totalShipmentCostFormula":"(((tariffAndDS (841.76695881804) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 956.76695881804","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":15,"width":29.34,"height":34.42},"denseWeight":85.70233796517694,"volumetricWeight":50,"higherWeight":85.70233796517694,"quantity":1}],"totalHigherWeight":85.70233796517694,"DS":0,"rate":557.0651967736501,"tariffAndDS":557.0651967736501,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1083.6379232778334,"totalShipmentCostFormula":"((tariffAndDS (557.06519677365) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1083.64","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":15,"width":29.34,"height":34.42},"denseWeight":85.70233796517694,"volumetricWeight":50,"higherWeight":85.70233796517694,"quantity":1}],"totalHigherWeight":85.70233796517694,"DS":0,"rate":872.4498004855012,"tariffAndDS":872.4498004855012,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1487.7013997878767,"totalShipmentCostFormula":"(( tariffAndDS (872.4498004855) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1487.7013997879","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":15,"width":29.34,"height":34.42},"denseWeight":85.70233796517694,"volumetricWeight":50,"higherWeight":85.70233796517694,"quantity":1}],"totalHigherWeight":85.70233796517694,"DS":0,"rate":1307.0233796517693,"tariffAndDS":1307.0233796517693,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1307.0233796517693,"totalShipmentCostFormula":"((tariffAndDS (1307.0233796518) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1307.0233796518","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-04-07 11:57:53"} 
[2026-04-07 11:57:53] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 11:57:53"} 
[2026-04-07 11:57:53] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 11:57:53"} 
[2026-04-07 11:57:53] local.INFO: Final API Response {"data":{"sign_width":"166.34","sign_height":74.66,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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Light","boxWeights":[{"size":{"length":15,"width":29.34,"height":34.42},"denseWeight":85.70233796517694,"volumetricWeight":50,"higherWeight":85.70233796517694,"quantity":1}],"totalHigherWeight":85.70233796517694,"DS":0,"rate":1116.6538377606837,"tariffAndDS":1116.6538377606837,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1985.9186480053263,"totalShipmentCostFormula":"((tariffAndDS (1116.6538377607) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1985.92","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":15,"width":29.34,"height":34.42},"denseWeight":85.70233796517694,"volumetricWeight":50,"higherWeight":85.70233796517694,"quantity":1}],"totalHigherWeight":85.70233796517694,"DS":0,"rate":648.0609789522107,"tariffAndDS":648.0609789522107,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1230.3595224625446,"totalShipmentCostFormula":"((tariffAndDS (648.06097895221) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1230.36","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL 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Special","boxWeights":[{"size":{"length":15,"width":29.34,"height":34.42},"denseWeight":85.70233796517694,"volumetricWeight":50,"higherWeight":85.70233796517694,"quantity":1}],"totalHigherWeight":85.70233796517694,"DS":0,"rate":557.0651967736501,"tariffAndDS":557.0651967736501,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1083.6379232778334,"totalShipmentCostFormula":"((tariffAndDS (557.06519677365) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1083.64","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":15,"width":29.34,"height":34.42},"denseWeight":85.70233796517694,"volumetricWeight":50,"higherWeight":85.70233796517694,"quantity":1}],"totalHigherWeight":85.70233796517694,"DS":0,"rate":872.4498004855012,"tariffAndDS":872.4498004855012,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1487.7013997878767,"totalShipmentCostFormula":"(( tariffAndDS (872.4498004855) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1487.7013997879","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":15,"width":29.34,"height":34.42},"denseWeight":85.70233796517694,"volumetricWeight":50,"higherWeight":85.70233796517694,"quantity":1}],"totalHigherWeight":85.70233796517694,"DS":0,"rate":1307.0233796517693,"tariffAndDS":1307.0233796517693,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1307.0233796517693,"totalShipmentCostFormula":"((tariffAndDS (1307.0233796518) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1307.0233796518","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"}}},"cheapest_shipping_cost_usd":960.0,"totalCost":2130.0,"productionResults":[{"material_id":1,"dense_weight_expression":13.91348,"result":"169.229316","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},{"material_id":2,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":null,"sequence_no":2},{"material_id":3,"dense_weight_expression":3.265605,"result":"22.9929693","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"0.074 inch Aluminium - Durable for Sign Returns.","sequence_no":3},{"material_id":4,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":5,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":6,"dense_weight_expression":19.355,"result":149.04368399999998,"sign_material":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","description":"0.315 inch Frosted Acrylic - for Ideally Diffiused Halo Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":3.064,"result":"146.3443","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC & IP65.","sequence_no":7},{"material_id":8,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":9,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":10,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":10},{"variable_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":13,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":13},{"material_id":14,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":14},{"variable_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":15},{"variable_id":22,"dense_weight_expression":1.478,"result":"50.64","sign_material":"Power Supply 20A-(10A+10A)","description":"Power Supply 20A–(10A+10A) UL Certified","sequence_no":16},{"material_id":17,"dense_weight_expression":1.485,"result":"7.6615","sign_material":"Wire 18g UL UL Certified Red & White China","description":"18 AWG Wire Gauge (Red & White) - UL Certified","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.010192669979800001,"result":10.1926699798,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.0008095351279166667,"result":0.8095351279166667,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.007721719681666667,"result":7.7217196816666664,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":28,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":29,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":30,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":31,"dense_weight_expression":0.015870007486667,"result":"15.870007486667","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00770221837,"result":"7.70221837","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.0103129334,"result":"10.3129334","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00082286922666667,"result":"0.82286922666667","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":10.6863906545434,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":28.724999999999998,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":29.108,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":6.1886993787063,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":85.70233796517694,"result":703.7306245499865,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"166.34","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":81.54,"width_of_line_2":166.5,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":11,"perimeter_of_sign":103.67,"nested_area":38.3,"occupied_area":22.12,"avg_char_height":"Greater than 24 inches","width_of_sign":"166.34","width_of_smaller_line":81.54,"other_dimension_of_sign":74.66,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1428},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1428},"timestamp":"2026-04-07 11:57:53"} 
[2026-04-07 11:57:53] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 11:57:53"} 
[2026-04-07 11:57:55] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":74.66,"sign_width":"166.34","dimensions":[{"id":"0b143814-aa25-483a-8855-e7952a43a0e0","height":23.28,"width":20.41},{"id":"89c28ca4-507d-4a9b-ac36-668609dd9892","height":23.28,"width":20.59},{"id":"e4e5438b-8b3a-4295-b352-9d7458726fc2","height":23.28,"width":19.34},{"id":"0dd20c6d-e541-491b-a93b-62eae7449248","height":23.28,"width":18.62},{"id":"a0084021-3076-4cb9-b929-695eb82b8ec5","height":23.28,"width":20.41},{"id":"5ca24e04-fd88-4cba-be73-91f1b55a8ba1","height":31.33,"width":19.52},{"id":"739b25d3-9a59-4e3a-9013-56d04213deca","height":31.87,"width":27.04},{"id":"7366bbbe-db34-4296-a209-3e9ef8624c15","height":22.74,"width":18.08},{"id":"0be9c187-d686-4a0f-aff0-4c45ca8fcb07","height":23.28,"width":20.59},{"id":"c910f5d5-5841-462b-9ce8-3cade35b11df","height":30.8,"width":3.94},{"id":"c13ef344-edd0-4964-9705-1df0e5107411","height":30.8,"width":23.28}]},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":74.66,"sign_width":"166.34","dimensions":[{"id":"0b143814-aa25-483a-8855-e7952a43a0e0","height":23.28,"width":20.41},{"id":"89c28ca4-507d-4a9b-ac36-668609dd9892","height":23.28,"width":20.59},{"id":"e4e5438b-8b3a-4295-b352-9d7458726fc2","height":23.28,"width":19.34},{"id":"0dd20c6d-e541-491b-a93b-62eae7449248","height":23.28,"width":18.62},{"id":"a0084021-3076-4cb9-b929-695eb82b8ec5","height":23.28,"width":20.41},{"id":"5ca24e04-fd88-4cba-be73-91f1b55a8ba1","height":31.33,"width":19.52},{"id":"739b25d3-9a59-4e3a-9013-56d04213deca","height":31.87,"width":27.04},{"id":"7366bbbe-db34-4296-a209-3e9ef8624c15","height":22.74,"width":18.08},{"id":"0be9c187-d686-4a0f-aff0-4c45ca8fcb07","height":23.28,"width":20.59},{"id":"c910f5d5-5841-462b-9ce8-3cade35b11df","height":30.8,"width":3.94},{"id":"c13ef344-edd0-4964-9705-1df0e5107411","height":30.8,"width":23.28}]}},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"0b143814-aa25-483a-8855-e7952a43a0e0","height":23.28,"width":20.41},{"id":"89c28ca4-507d-4a9b-ac36-668609dd9892","height":23.28,"width":20.59},{"id":"e4e5438b-8b3a-4295-b352-9d7458726fc2","height":23.28,"width":19.34},{"id":"0dd20c6d-e541-491b-a93b-62eae7449248","height":23.28,"width":18.62},{"id":"a0084021-3076-4cb9-b929-695eb82b8ec5","height":23.28,"width":20.41},{"id":"5ca24e04-fd88-4cba-be73-91f1b55a8ba1","height":31.33,"width":19.52},{"id":"739b25d3-9a59-4e3a-9013-56d04213deca","height":31.87,"width":27.04},{"id":"7366bbbe-db34-4296-a209-3e9ef8624c15","height":22.74,"width":18.08},{"id":"0be9c187-d686-4a0f-aff0-4c45ca8fcb07","height":23.28,"width":20.59},{"id":"c910f5d5-5841-462b-9ce8-3cade35b11df","height":30.8,"width":3.94},{"id":"c13ef344-edd0-4964-9705-1df0e5107411","height":30.8,"width":23.28}],"sign_height_raw":74.66,"sign_width_raw":"166.34"},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":75.0,"sign_width":167.0,"tax_factor":0.0887},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Dimension Calculation {"data":{"dim_id":"0b143814-aa25-483a-8855-e7952a43a0e0","height":23.28,"width":20.41,"ceilHeight":24.0,"ceilWidth":21.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Dimension Calculation {"data":{"dim_id":"89c28ca4-507d-4a9b-ac36-668609dd9892","height":23.28,"width":20.59,"ceilHeight":24.0,"ceilWidth":21.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Dimension Calculation {"data":{"dim_id":"e4e5438b-8b3a-4295-b352-9d7458726fc2","height":23.28,"width":19.34,"ceilHeight":24.0,"ceilWidth":20.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Dimension Calculation {"data":{"dim_id":"0dd20c6d-e541-491b-a93b-62eae7449248","height":23.28,"width":18.62,"ceilHeight":24.0,"ceilWidth":19.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Dimension Calculation {"data":{"dim_id":"a0084021-3076-4cb9-b929-695eb82b8ec5","height":23.28,"width":20.41,"ceilHeight":24.0,"ceilWidth":21.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Dimension Calculation {"data":{"dim_id":"5ca24e04-fd88-4cba-be73-91f1b55a8ba1","height":31.33,"width":19.52,"ceilHeight":32.0,"ceilWidth":20.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Dimension Calculation {"data":{"dim_id":"739b25d3-9a59-4e3a-9013-56d04213deca","height":31.87,"width":27.04,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Dimension Calculation {"data":{"dim_id":"7366bbbe-db34-4296-a209-3e9ef8624c15","height":22.74,"width":18.08,"ceilHeight":23.0,"ceilWidth":19.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Dimension Calculation {"data":{"dim_id":"0be9c187-d686-4a0f-aff0-4c45ca8fcb07","height":23.28,"width":20.59,"ceilHeight":24.0,"ceilWidth":21.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Dimension Calculation {"data":{"dim_id":"c910f5d5-5841-462b-9ce8-3cade35b11df","height":30.8,"width":3.94,"ceilHeight":31.0,"ceilWidth":4.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Dimension Calculation {"data":{"dim_id":"c13ef344-edd0-4964-9705-1df0e5107411","height":30.8,"width":23.28,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":11,"baseProductionCost":3436,"result":[{"id":"0b143814-aa25-483a-8855-e7952a43a0e0","height":23.28,"width":20.41,"depth":2,"price":264},{"id":"89c28ca4-507d-4a9b-ac36-668609dd9892","height":23.28,"width":20.59,"depth":2,"price":264},{"id":"e4e5438b-8b3a-4295-b352-9d7458726fc2","height":23.28,"width":19.34,"depth":2,"price":264},{"id":"0dd20c6d-e541-491b-a93b-62eae7449248","height":23.28,"width":18.62,"depth":2,"price":264},{"id":"a0084021-3076-4cb9-b929-695eb82b8ec5","height":23.28,"width":20.41,"depth":2,"price":264},{"id":"5ca24e04-fd88-4cba-be73-91f1b55a8ba1","height":31.33,"width":19.52,"depth":2,"price":409},{"id":"739b25d3-9a59-4e3a-9013-56d04213deca","height":31.87,"width":27.04,"depth":2,"price":409},{"id":"7366bbbe-db34-4296-a209-3e9ef8624c15","height":22.74,"width":18.08,"depth":2,"price":250},{"id":"0be9c187-d686-4a0f-aff0-4c45ca8fcb07","height":23.28,"width":20.59,"depth":2,"price":264},{"id":"c910f5d5-5841-462b-9ce8-3cade35b11df","height":30.8,"width":3.94,"depth":2,"price":392},{"id":"c13ef344-edd0-4964-9705-1df0e5107411","height":30.8,"width":23.28,"depth":2,"price":392}]},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":75.0},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Total Production Cost and Tax {"data":{"productionCost":3584.47,"taxFactor":0.0887,"tax":317.94248899999997},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Box Calculation Details {"data":{"breadth":81.0,"boxDepth":8,"oneBoxCapacity":-19.0,"noOfBoxes":-8.0,"noOfFullBoxes":-9.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-19.0,"widthOfHalfBox":-4.0},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":554.7625899280575,"shippingWeightInKG":251.5930113052415},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":251.5930113052415,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":11,"min":"241","max":"280","rate":"220","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":220,"defaultShippingRate":null},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":3436,"PSUCost":148.47,"tax":317.94248899999997,"shippingRate":220,"miscellaenous":0,"signPrice":4122.412489},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"166.34","sign_height":74.66,"sign_depth":2,"totalCost":4122.412489,"TATDays":7,"baseProductionCost":3436,"productionCost":3584.47,"PSUCost":148.47,"tax":317.94248899999997,"shippingCost":220,"uniqueReturns_count":2,"objects_count":11},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"0b143814-aa25-483a-8855-e7952a43a0e0","height":23.28,"width":20.41},{"id":"89c28ca4-507d-4a9b-ac36-668609dd9892","height":23.28,"width":20.59},{"id":"e4e5438b-8b3a-4295-b352-9d7458726fc2","height":23.28,"width":19.34},{"id":"0dd20c6d-e541-491b-a93b-62eae7449248","height":23.28,"width":18.62},{"id":"a0084021-3076-4cb9-b929-695eb82b8ec5","height":23.28,"width":20.41},{"id":"5ca24e04-fd88-4cba-be73-91f1b55a8ba1","height":31.33,"width":19.52},{"id":"739b25d3-9a59-4e3a-9013-56d04213deca","height":31.87,"width":27.04},{"id":"7366bbbe-db34-4296-a209-3e9ef8624c15","height":22.74,"width":18.08},{"id":"0be9c187-d686-4a0f-aff0-4c45ca8fcb07","height":23.28,"width":20.59},{"id":"c910f5d5-5841-462b-9ce8-3cade35b11df","height":30.8,"width":3.94},{"id":"c13ef344-edd0-4964-9705-1df0e5107411","height":30.8,"width":23.28}],"sign_height_raw":74.66,"sign_width_raw":"166.34"},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":75.0,"sign_width":167.0,"tax_factor":0.0887},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Dimension Calculation {"data":{"dim_id":"0b143814-aa25-483a-8855-e7952a43a0e0","height":23.28,"width":20.41,"ceilHeight":24.0,"ceilWidth":21.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Dimension Calculation {"data":{"dim_id":"89c28ca4-507d-4a9b-ac36-668609dd9892","height":23.28,"width":20.59,"ceilHeight":24.0,"ceilWidth":21.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Dimension Calculation {"data":{"dim_id":"e4e5438b-8b3a-4295-b352-9d7458726fc2","height":23.28,"width":19.34,"ceilHeight":24.0,"ceilWidth":20.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Dimension Calculation {"data":{"dim_id":"0dd20c6d-e541-491b-a93b-62eae7449248","height":23.28,"width":18.62,"ceilHeight":24.0,"ceilWidth":19.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Dimension Calculation {"data":{"dim_id":"a0084021-3076-4cb9-b929-695eb82b8ec5","height":23.28,"width":20.41,"ceilHeight":24.0,"ceilWidth":21.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Dimension Calculation {"data":{"dim_id":"5ca24e04-fd88-4cba-be73-91f1b55a8ba1","height":31.33,"width":19.52,"ceilHeight":32.0,"ceilWidth":20.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Dimension Calculation {"data":{"dim_id":"739b25d3-9a59-4e3a-9013-56d04213deca","height":31.87,"width":27.04,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Dimension Calculation {"data":{"dim_id":"7366bbbe-db34-4296-a209-3e9ef8624c15","height":22.74,"width":18.08,"ceilHeight":23.0,"ceilWidth":19.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Dimension Calculation {"data":{"dim_id":"0be9c187-d686-4a0f-aff0-4c45ca8fcb07","height":23.28,"width":20.59,"ceilHeight":24.0,"ceilWidth":21.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Dimension Calculation {"data":{"dim_id":"c910f5d5-5841-462b-9ce8-3cade35b11df","height":30.8,"width":3.94,"ceilHeight":31.0,"ceilWidth":4.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Dimension Calculation {"data":{"dim_id":"c13ef344-edd0-4964-9705-1df0e5107411","height":30.8,"width":23.28,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":11,"baseProductionCost":3606,"result":[{"id":"0b143814-aa25-483a-8855-e7952a43a0e0","height":23.28,"width":20.41,"depth":3,"price":277},{"id":"89c28ca4-507d-4a9b-ac36-668609dd9892","height":23.28,"width":20.59,"depth":3,"price":277},{"id":"e4e5438b-8b3a-4295-b352-9d7458726fc2","height":23.28,"width":19.34,"depth":3,"price":277},{"id":"0dd20c6d-e541-491b-a93b-62eae7449248","height":23.28,"width":18.62,"depth":3,"price":277},{"id":"a0084021-3076-4cb9-b929-695eb82b8ec5","height":23.28,"width":20.41,"depth":3,"price":277},{"id":"5ca24e04-fd88-4cba-be73-91f1b55a8ba1","height":31.33,"width":19.52,"depth":3,"price":429},{"id":"739b25d3-9a59-4e3a-9013-56d04213deca","height":31.87,"width":27.04,"depth":3,"price":429},{"id":"7366bbbe-db34-4296-a209-3e9ef8624c15","height":22.74,"width":18.08,"depth":3,"price":262},{"id":"0be9c187-d686-4a0f-aff0-4c45ca8fcb07","height":23.28,"width":20.59,"depth":3,"price":277},{"id":"c910f5d5-5841-462b-9ce8-3cade35b11df","height":30.8,"width":3.94,"depth":3,"price":412},{"id":"c13ef344-edd0-4964-9705-1df0e5107411","height":30.8,"width":23.28,"depth":3,"price":412}]},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":75.0},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Total Production Cost and Tax {"data":{"productionCost":3754.47,"taxFactor":0.0887,"tax":333.021489},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Box Calculation Details {"data":{"breadth":81.0,"boxDepth":8,"oneBoxCapacity":-19.0,"noOfBoxes":-8.0,"noOfFullBoxes":-9.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-19.0,"widthOfHalfBox":-4.0},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":554.7625899280575,"shippingWeightInKG":251.5930113052415},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":251.5930113052415,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":11,"min":"241","max":"280","rate":"220","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":220,"defaultShippingRate":null},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":3606,"PSUCost":148.47,"tax":333.021489,"shippingRate":220,"miscellaenous":0,"signPrice":4307.491489},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"166.34","sign_height":74.66,"sign_depth":3,"totalCost":4307.491489,"TATDays":7,"baseProductionCost":3606,"productionCost":3754.47,"PSUCost":148.47,"tax":333.021489,"shippingCost":220,"uniqueReturns_count":2,"objects_count":11},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":74.66,"sign_width":"166.34","shipping_weight":85.70233796517694,"shape":"rectangular","dimensions":[{"id":"0b143814-aa25-483a-8855-e7952a43a0e0","height":23.28,"width":20.41},{"id":"89c28ca4-507d-4a9b-ac36-668609dd9892","height":23.28,"width":20.59},{"id":"e4e5438b-8b3a-4295-b352-9d7458726fc2","height":23.28,"width":19.34},{"id":"0dd20c6d-e541-491b-a93b-62eae7449248","height":23.28,"width":18.62},{"id":"a0084021-3076-4cb9-b929-695eb82b8ec5","height":23.28,"width":20.41},{"id":"5ca24e04-fd88-4cba-be73-91f1b55a8ba1","height":31.33,"width":19.52},{"id":"739b25d3-9a59-4e3a-9013-56d04213deca","height":31.87,"width":27.04},{"id":"7366bbbe-db34-4296-a209-3e9ef8624c15","height":22.74,"width":18.08},{"id":"0be9c187-d686-4a0f-aff0-4c45ca8fcb07","height":23.28,"width":20.59},{"id":"c910f5d5-5841-462b-9ce8-3cade35b11df","height":30.8,"width":3.94},{"id":"c13ef344-edd0-4964-9705-1df0e5107411","height":30.8,"width":23.28}]}},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Input Parameters {"data":{"dimensions_count":11,"shape":"rectangular"},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:57:55] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":2010.54,"dimensions_count":11},"timestamp":"2026-04-07 11:57:55"} 
[2026-04-07 11:58:55] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"166.34","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpDE88.tmp"}},"file_present":true},"timestamp":"2026-04-07 11:58:55"} 
[2026-04-07 11:58:55] local.INFO: Validation Passed {"data":{"sign_width_or_height":"166.34","user_input_dimension":"width"},"timestamp":"2026-04-07 11:58:55"} 
[2026-04-07 11:58:58] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":11},"timestamp":"2026-04-07 11:58:58"} 
[2026-04-07 11:58:58] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":11},"timestamp":"2026-04-07 11:58:58"} 
[2026-04-07 11:58:58] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":11},"timestamp":"2026-04-07 11:58:58"} 
[2026-04-07 11:58:58] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":11},"timestamp":"2026-04-07 11:58:58"} 
[2026-04-07 11:58:58] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"166.34"},"timestamp":"2026-04-07 11:58:58"} 
[2026-04-07 11:58:58] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"166.34","file_size":39528},"timestamp":"2026-04-07 11:58:58"} 
[2026-04-07 11:58:58] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":11,"objects":[{"index":0,"position":{"x":813,"y":285,"width":114,"height":130},"scaled_width":20.41,"scaled_height":23.28,"actual_filled_area":296.25,"bounding_box_area":475,"exact_perimeter":110.48,"approximate_perimeter":102.35,"convex_hull_perimeter":70.48,"perimeter_pixels":617.002092041054,"original_contour_points":212,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.305,"perimeter_to_area_ratio":0.3729},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":545,"y":285,"width":115,"height":130},"scaled_width":20.59,"scaled_height":23.28,"actual_filled_area":306.43,"bounding_box_area":479,"exact_perimeter":113.57,"approximate_perimeter":100.48,"convex_hull_perimeter":75.99,"perimeter_pixels":634.2741699796964,"original_contour_points":236,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.13,"compactness":0.2985,"perimeter_to_area_ratio":0.3706},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":426,"y":285,"width":108,"height":130},"scaled_width":19.34,"scaled_height":23.28,"actual_filled_area":169.66,"bounding_box_area":450,"exact_perimeter":113.88,"approximate_perimeter":100.43,"convex_hull_perimeter":69,"perimeter_pixels":636.0142853498738,"original_contour_points":267,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.2,"compactness":0.1644,"perimeter_to_area_ratio":0.6712},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":172,"y":285,"width":114,"height":130},"scaled_width":20.41,"scaled_height":23.28,"actual_filled_area":305.59,"bounding_box_area":475,"exact_perimeter":113.42,"approximate_perimeter":100.14,"convex_hull_perimeter":75.88,"perimeter_pixels":633.4457428549499,"original_contour_points":238,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.2985,"perimeter_to_area_ratio":0.3712},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":678,"y":240,"width":109,"height":175},"scaled_width":19.52,"scaled_height":31.33,"actual_filled_area":420.24,"bounding_box_area":611,"exact_perimeter":100.88,"approximate_perimeter":94.44,"convex_hull_perimeter":86.89,"perimeter_pixels":563.42135623731,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.61,"compactness":0.5189,"perimeter_to_area_ratio":0.2401},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHEAAACzCAYAAAC+XvNvAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1de2xcxfX+7nPvPm0HE0jiJnYIIRSS8AgShRIEbYMKIaSiNBSoKop49KEKqWqlQBUEqBRa9QeKWgqioAoBgtIqaiJIoKGCQghpCIFAQkpiQl5gx0782sd9n98f9pncu7u21/ausTf7SSOv93Hv3PnmnJlz5swZoIZJD+nLrsCJACKiSlxXkiQJANRKXLyG4yAievvtt3HXXXfh448/RjweRzFO+b0BXgpeM44dO4Y5c+Zg5cqVICKSin2phvKiu7ub7r77blIUhSRJIlmWRZEkqWgJfoeLoiikKAoBoEQiQatWraJ0Ok1ATRIrDsMwcODAAXieB8MwYJrmsL8ZTPuy0KXTabS3t8O2bQA1EisOXdehqioURYHrupBlOfR5McLyNWS+inVdF4ZhIBKJAKiRWHFIkgQigizLcBynpN/kExskMTh2uq4LoEbiuMCyLEiSBF3XRcMzRiqJRATf9+E4Tk2djhc8z4PjOPA8D4qiwPf9YX8zlEUSiURg2zYkSYKiKABqJFYcjuPAMAwoigLbtgvGRCBM2lBSCAC2bYvv10gcJxiGIaQRwLCSONR4yJ/Lshy6TmG3qGHSoUZiFaBGYhWgRmIVoEZiFaBGYhWgRmIVoEZiFaBGYhWgRmIVoEZiFaBGYhWgRmIVoEZiFaBGYhWgRmIVoEZiFaBGYhWgRmIVoEZiFaBGYhWgRmIVoEZiFaBGYhWgRmIVoEZiFaBGYhWgRmIVoEZiFaBGYhWgRmIVoEZiFaBGYhWgRmIVoEZiFWBS7tnPZDKUzWaRy+WQy+XQ29uL9vZ2dHZ2IpvNQpZlyLIMIgIRQVEURCIR6LqOOXPmwDAM1NfXo6GhgZMiTOr8aBOeRM5QmMlk8Pnnn2Pbtm14+OGH8e6772LHjh0iPZbruiAiaJrGv4PneSKRgaZpUFUVuVwOyWQSc+fOxfnnn4/zzjsPb775Jp1xxhk4+eST4bouVFXFZEp8NyFJJCLyPA87d+7Eb37zG6xbtw67d++G4zjIZrOh78qyDFVVIcsyPM8TGZwAhF47jgPHcaCqKvr6+rBt2zZs27YNsixD0zTU1dWhvr4eV111Fa644gpkMhmKxWKTiswvHb7vExHRvn376OGHH6bFixdTU1MTpVIpAhAqnHVQkiQCIP4GiyRJpKoqRSIRikQipGkaKYpCqqqSJEmkKApFIhGRuRAAaZpGkUiEpkyZQkuXLqUXXniBjhw5QqZpjjpfKRHR97///aJ1LKXkZ2Dk5//JT35CPT09FcmjOmJkMhkiInr//ffpF7/4BZ100kkUi8VCD6KqaqixK100TROv58+fT3/4wx/o0KFDREQiPWWpYBIxSGcbrkxoEmkAa9asoaVLl1J9fT0BoFgsFmpElhpZlseNRAAUiUQomUyK/88991z69a9/TdlslrLZbMmNF5TE0XTECUkiEVFfXx9t3LiRbrzxRtJ1XZDHqi7/IcaTQK4PBiQy+H99fT3Nnj2b1q5dS0REvu8P24hMoizLpKrq5CYxm80SEdH+/fvp9ttvp3g8ToqihBopqEaDlR7vEszyq2ka1dfXUzQaDZF8xx13UHt7O1mWNWRDEhFdf/31k18SudeuWrUqVDl+rWkaGYZRkGI5n8TxkEi+v6qqRe+naZog9LTTTqM1a9aQ53mDNiYR0YoVKwqeeST1GY7EipsYtm3T7t27cccdd2DXrl2IRqNwXTeUwDX4v6ZpwkgvJa1kuaGqKhzHEfcO1ocTz7qui1QqhdbWVnznO9/B/fffD9M0SVVVqKpaYJKwlVKhpPyVQ29vLxERvfjii2LSEhwTZFkWvZqn/4ZhiJlosbFxvNQr1yX/fqqqUiKREGpRURRhAl1//fVERAXqlYjohhtuqKgkVsR3SkRkGAZWrlyJFStWoLu7G5FIBK7rQtM0RKNREBEcx0Eul4PnefA8D5Zlidfca9mFNnDdSlQ3BFVV4XkeTNOEJElQ1ePKSlEUpNNp4cbzfR+9vb0AgA0bNmDRokVwXRe5XC5UUUmSRKkEyk4iEVFnZyd+/OMf48EHH4Su69A0DZZlIRqNCuKChLDqCnpauLAq4/dFxQfIzW+YYFJYWZbF/fO/q2maSLLO92KvT7BeruuKz1nl27Ytsv9yPXp7e7F9+3YsX74cnuchk8kQ0O8ujMfjiMfj8H0/9GzlIrWsJA6YD7j11lvx5JNPIhKJwDRNOI4jCBwr+MF93xeNwtnu+X0mT5Ik2LYtxrhoNArDMMS4F/S5DjUGj0QD/Oc//8Hll18OTdPQ29tL8Xgc0WhUSHAlUDYSXdcl13WxbNkybNiwAYqiCGc0AHGkwFjB12U1x9JCRDAMA5qmwfd92LYNz/MQiURgGAYkSUI2m4VpmnBdF9FoFPF4HJFIBAMTElHfwSSkFDIty8L27duxbNkyZLNZOI6DdDqNaDQKXdfH/PzFUBYSM5kMpdNprFixAq+//jp834fneUin06Kx0+l0OW4VmskahgFd10U6ZZZ6oF9dsho3TVMsSXHJ5XLIZDKwLAuu64oyFgKB/nMwfN/Hhg0b8PDDD6OtrU3UK5fLlaUN8jFmE8NxHFJVFUuWLMHGjRtRV1eHnp4e8XlQ+jRNG7NKTaVSyGQyotEBiB7OEyJe1eAjBwAItatpWuiUmKB65aMPBjMJSiHStm3oug7DMPDQQw/Bsizs2bOnLFqoInBdl4iIbrrpJmpoaBAmhKqq1NDQQIZhiKly0DMzVBns/KR8E0PTtAI3VvBzSZIoEolQXV0dNTQ0CAOdS74zQZIkYeoUczQUq2exM50AUGNjY8hc0XWdJEmieDw+6POU2h5c97IZ+7Is495778Xzzz8fkgrP89DV1QWgv6dblgXbthGJRGBZ1lhuCcMwxDgIAPX19TjttNOwYMECtLS0YN68eTj11FMxdepUyLKMXC4Hx3EgyzIURUF3dzfS6TQOHTqEXbt24f3338f//vc/HDlyBI7jjHnyoaoqOjs7oSgKEokE0um0GLMzmUxFzIxRk0hE9Ne//hX3338/PM9DQ0MDurq6xNkPfJBHUHWNlUAAME0TqqqipaUFixcvxpVXXomvfe1rmDZtmgjJ4IbKX+1n8JgtSRLS6TQ++ugjbNy4EVu3bsUrr7wypvq5rotkMom+vj6k02lxn/r6enR3d4/p2mVFR0cHtbe305QpU4TY568BDlbyncCGYQi1m79IG/TesIfne9/7Hv3jH/8g27aJiMi2bfI8T6wqlArf90PF8zzyPI8OHDhAd955p/DE8EJx0CHOajy4ZMbPMFJ1OVypmAOciOjqq68mVVULxppSSyQSKVphAMJNFyR98eLFtGnTJurp6RGkWZZFpmkKYvj9sZDI1/v0009p1apV1NLSUrCMFHSCJ5NJisfjoq6TgkQioqeeeko8FPfAYK8cqvDgr6oqqapKuq5TKpUSg7+u6yFpnDdvHj311FNkWZYgwHEcchwnRIrneQXvjYZEIqJcLie+t3btWrrkkktI13WKxWKC0KD24OcZrNEnFIme59FHH31EM2bMEKveTEqxWJhiJfi9YovAXHEA9K1vfYvefvttIiLKZrPU3d1Ntm0XkGWa5ogIHI5EJpLXQC3LooceeijUAYPPwqqen2dCk2iaJt14440h6QtKYCnrfSxl+d+VJElIpKqqdN9994kG5cbMJ8F13dA4WI4xsbu7m9h0Cl7Ptm364IMPqKWlRYz/sizTKaecElKzE5pEIqKtW7dSXV1daDwL2n+lrlxzz8WAOp4yZYqoYDQapd///vdi7Ovr6xOTGKL+0I5cLkeO4xSMgUGVO1oS86/X29sr1KvrurR7925qbGykqVOniueJxWKC2AlN4pEjR+jmm28WqiQYRMTjWymV4skQS2KwQ8TjcfrLX/4iGvHw4cPidUdHR4Gk+b5PlmWNiLzhSHQch44ePRoaF7PZbEhd9/X1UVNTEzU0NAwphROKxGw2S1u2bBEX5soHVeNoK8zXmDFjBv3ud78TjcSwbTvUoExcUDqLqdbRkpj/HcuyxHVN0xSq9tNPP6VFixaFnmFCz06JiK655pqS1EWx3hh0S7HksXuL/3/kkUfI87xQw05UcN3a2tqopaWFotGo0EQcZKUoihgy2BwZDamlkDjsKgYR0dq1a7Fz586SSR8KfFQ5DazfxWIx3HbbbbjlllsqtvJdTvBKRzabxSmnnIJ169YhlUohGo0CQNFjZ9lTVan1xGHh+z5dccUVQmWOVRIR6K2aptHixYuJo8Adx5lUkkjUb59u3LhROM8VRRHzhfz2GU20Xlkk8dChQ/j3v/8d2pwyFnAMSywWQyqVwv33349YLAagPL7V8URfXx9kWcY3vvEN3HfffaHYIADCj8sL2ZWK3huSRNd1ac2aNXAcRzT0WMFren19fbjtttuwePFifPHFFwBQsZXvcsPzPPi+D8MwAPQveP/qV7/CxRdfDN/30dfXF1qT5JCRLwVtbW20cOFCYQqUYsyWok4TiQSdfvrplMvlyDRNMTtkVTXR1Wm+uUHUX+/169cL4z9/C8BoQviLtSdGok49z6PNmzfjgw8+EGEOVKaQQcdx8H//938wDAORSASSJMH3/bIEUlUanueJkBNexc/lcpAkCZdeeil+9rOfiXDGYHu5rjv+gVKSJOGtt94Sr7kiY0U8Hsc555yDpUuXijEwk8mEApUmMhRFEWEfuq6LUAwOvrrzzjsxa9YscSw7j4nA8MezjxaDkmiaJtavXy/C7iORSEkXpIEYFxoIA6SBMYEDiDKZDH7729+GFovj8biQQqnCgbblgK7roecDIIK1JEnCypUrAUC0g6IoYmIojVfcaS6Xo5dffhmHDx9GLpcTqq7UmzIhuq6LXsgr/pdccgmam5uFKmUEG2QyIx6PY8mSJZgyZQo0TROxr5W0EYuS6Ps+XnjhhVDUmu/7oZD24RDsaTzmERGWL1+Ok08+OfRdlt6JLH2lwvM8TJ8+HUuWLEEulxtRm40WRUl0XRdvv/02gON6HyhNpwfJ470V7M1IJpO49NJLhTpifKlT8DKD43duu+02aJoGRVEgy7LYh1IJFG25gwcPoq2tDUA/obw/IbhPYTAoihLaCgYcN+Ivu+wyLFiwQITYM6pBjTI0TYNt27jssstw4YUXhmJfK/WcBSQ6jkObN28WhAUjw0pBsKLxeByKoohp+Q9/+MOQ54L/VoMaZdDAdgIA+O53vyv2jIyrx8ayLKxdu1b8zw2sKEpJ+j0orZZlCWmsq6vD5ZdfHrIHgzPSaoFt2yAipNNpfPOb38T06dMBHNdQlUABiel0Gm+++SaA/sYNjoel2ok86+RdR/X19aivr0ddXV3omtWoUnkfZiKRwJw5czB37lwAEPtBKoECEvfs2YNMJiMCcXk8830/NN4NZhIoiiJ+w0tO3d3duP3220MeGSISZBbbZzjRkW/vBTfD8nOqqoply5aJ98fFY0NEtHPnzoI963zzUiY2/B22jwCgoaEBzc3Nk46o0YKHHVmWcd5554lVjFLabzQIkei6LrZv3w7guKobjZRwz2QPRktLC84666yqMSOGQr5364ILLhD7ICuFUKt2dXWhtbW1/4OBBuc99EDp6oDdS3ydmTNn4itf+coJIYn5m19jsRimT58uts1VAiES9+/fj/379wt3EYDQQudoKiFJEpqamjCQsbAMVZ4cYAMfABYsWCAyPFbkXsF/9uzZg0OHDoWkL9jwpcxOi6nM2bNnA6ieGehw4OdUVRWu6+Kiiy4CUJ5VoGIQLU5EdODAAbElmb3vPMEZiSoFwuSfccYZwn9a7Qh2VHa5nXfeeWhqahofE6Orq0skgc1HqaoguNwCHFenbLJUO4LPzq7HpqYmzJo1q2L3DDHzyiuviCRB+ZIzkiAmvgbQb14kEgmRlvlEgeM4wuE9ZcoU1NfXF/1e/jxhNB09JIl9fX0jvkDRiw7sFAaAk046CZFI5IQwL4DjJARXLGKxGKZNm1axe4qWdV23LGMWr2CzWm1qahJ5ZE4E5C+xWZYFRVHQ3NxceY9NNpsNLZuMBTSQCR8AZs6cKTz4J8LEJthZ2eEBAFOnTq3YPQWJHR0dZUkMkC9xzc3NYiw8EaQxP8iapS8Wi1Xe7VaubEfBsU9VVTQ3NxdNkFftCDrBg2uMlYBocc/zyhI+EFSZuq5j+vTpJ9SslOcCHFPEnTeRSFRscieumslkQmGEo0VwtV5RFKRSqRPG0AeOe2WkQGpNoD/KoaIxNkREmzdvLtrQo4mTZMM+uKSVv92rWsFjIAeYcUJBXdeL2trDrc+WAhno7z2c/aiGsSG4+gNAZHWspJ0sA/3emK6urhqJZURwAYGT6HLoZrkhAxCJVWsoP1hFxuPxgqDpckHIeDUF8E4E5Ie0xONxEflWbsjA8ZnkiWTHVRrcluyp0nV9UCf4WCFI5EM8aigPgrulgOOCUgkI/XmimADjgaCfmI39kcTtjhQy32iwDR8jtWO4wjwjIyJR+eDxBdUs9Xw6KgARIBXcm1L2+wH9/r1kMlmWnhIMz3BdN+TJPxHcb7yplsEqtOL7E3Vdx6mnnlp26eB96vnjQzUjuIoRDN20LCu037OckAFAURRp5syZZZGU4AyXncCV3BE0EVEs509XVxcOHTpUkfsJ0Zg+fXpZctUEp9a8O4hV6oniEcr3N/sDB4Pxns9yQ5CYSqXKmgyIJy+V6n2TBew35aOPKgFBYrlCCoNq0/d9tLa2wnEcEcd6oqLiDnAgvOdirAjGXX7xxReTLmdbuZA/hFR8UXj+/Pmh/RLsxRnLjSVJQnt7u1Ap1WwbMoJ2sW3bIjzj2LFjodkqf7ccCDnA+S/bOrZtj2pWycsvRIQDBw6gt7d3yBPRqgn87ABEXI3v++jp6am8283zvEGXSkYa5BSMAti7dy+6u7tPKBOjmPbq6Oio/NY2TdNw1llnAcCYV6I5laQkSejp6UFfX9+kyNtWDrDKDHq/FEVBR0fH+GyoOfPMM0MVybf5RgLOEgUAR48eFclqqx2DpXXp7OysPImSJEmzZs0Sqxn5WXSB0c2udF3HJ598AuDE2J8YTLLAnTaTyeDw4cOVu2fwn1mzZqGxsbHgLGDGSHU6O8C3bdtWcK1qRX54JhFh//79aG1tHR91OmPGDEydOjXkfguu+JdaiWBqSN/38cknn4gjzU8EsGeGzY3Dhw/j8OHD45NRavbs2Zg/f77wtvOJ3JxzppRK8NgnSZI427etrQ0ffvghgOOpUfJ3D1ULODd4NpsVZxVv3bq1LIHZg6FgkFu4cKHQ66PZyZSfMtk0TbS3t2PLli2ihwb3K7JLrtrAKzexWAw7d+6s6MHQIRJlWZYWLVoU8towSm3oYjPQbDaLzZs3FzjYWcqraZ2R20zTNGQyGQDAf//734rulC5ovebmZjEmBnPRjNQ8CAbNSpKEHTt2iH2LPPsNfl4t+xeDHT+RSODw4cNobW0tusZYLhSQePLJJ2P+/PkAIAz2kfg988+858rv3r0bmzdvFo6E/PSbPJOtBvCETpIkvPbaa2IFZ1zSggH92YGvueYaRKNRsSY4kpvnT6/5f9u28c9//lN0hko+1JcN7riWZWHdunUhf2olUHBlSZKk5cuXI5VKifdGEiOT7+jm7IyKomDDhg3Yv38/gMIQyWqxIYO7wLZs2YK33nqr4uGgRVmZO3eu2PzBg3F+FNdQ4LRirDZ5A+uOHTuwZ88eZLNZcU1RkSpZqgpql/feew9tbW1ivB/Xw00sy8LVV18dCjvkWMr8+JFihTdXBn2wHH/53HPPiYkTZx7k8YPtx8kQl8r+5CBp3Fl5c9ILL7yAeDwu0kfnuzLL5fwoSqKu67jgggvE0hQb+uWwdd544w3s2bMHvb29yGQy4uQz27Yrmk6yXOCxjpfnFEWB4zjIZDKQJAnpdBqJRAKvvPIK9u3bJ2zjcbMTxZuyLF155ZWYM2cOotEoTNMsWw7rffv24cknn0QqlYLv+0gmkwBQcMzCREVwdYelMDh88Oz86aefRnt7e+h3lcKgM5WTTjoJy5cvF1k1yrUhRNM0PPbYY/jss88EgYxKRYOVG0xUOp0WdeZOrus6PvzwQ5FHnYgqrmGGOvBLuummm6Cqqth7Xg6PQyKRQE9PDx544AHYti2OMQrmBJ/IYGcFgFBMkuu6InH9n//8Z7H0xF6pcVenjGnTpuHaa68VFSjH0XjsXH/uuefw2muvIRqNiknPZFjlCJoLvGSXy+VEiuj169fjxRdfDM1GK0kgMAyJlmXh5z//OaZMmVK2G/JMLZPJ4I9//CN2794dcrhPBqiqKlYleJsCALS2tuLxxx9HZ2en+IwnhZVMxjQkiYZhSIsWLcLChQv5/zHfUNM0sdHm5ZdfxurVqxGJRJDNZieF2y2YpwboJ1RVVdi2jWeffRYvvfSSGOt93y84me5LARHRAw88QIZhiJO5MXA8Lb8eyVGrwfPo+b1169aRaZpEROKkb9u2ybIsIiJyXZds2yaiyh9Xy/fhe9m2TZ7niSNz80/2zuVyRET0wQcfiKNipUGO6h1NkcpxurckSdLNN9+MxsZGABCO66DvkyW0lIkPb2bl79bV1eHqq6/Gpk2bxPobgND28+CBKZVGMDQlaMizCSFJEjo6OgAc30y6c+dOXHvttYjH4+NSx1GBiOhPf/qTkECg+LnxwYOQByv8G8MwqKGhQbx//vnn065duyibzZJlWeLA5SCOHTs2bgdHu64bKnxwNdcrk8lQNpulbDZLS5cuDT3feEviiIi86qqrCADFYjFBGpNaaqUVRRGq1DAMkiRJqOqLLrqITNMUp2fncjk6duwY2bZNx44dI6LxOf07X206jkOWZZHrukREoi5ERLfeeitFo1FKJpOTg8QtW7aQJElUV1cnJEpRFIpGoyOqGD8wAPFbfm/evHm0ffv2oo0bJLBSJOYTONh7tm3TqlWrCOg/jh0DWmpCk8hE3nDDDQVSGI/Hi6rXYiWoTlkCmcC6ujoCQNdccw1t3bqV+vr6KJvNEhEJ1TVe6pTJYzWaj5UrVxZ0SFVVJz6JpmnSe++9R7NmzSJVVUNjmizLoRnnYIV7raIoJEkSJRKJ0OfcIc4991zasmULua5LPT09ovEqTWLwujwzJepXqZ2dnbRv3z76wQ9+QACovr4+NJTEYrGJTyIA+L5PTz/9tJBClp6RlGDv5YdnYoNExmIxWr16tRgjTdOsOIl8r/zXR48epe3bt9OCBQsKOmTwGSYFiQDgeR5dd911BdKjaRrpuk66rhe1HUt5MCY42ECrVq0iIhITi6FIzOVyBSqQ1SLbesHZJsP3fbIsq0AS+ZqrV6+mmTNnDksS15uHDe7s/LuRklwxElmtTps2TVSWVUt+BWRZLmmsLNYQAIS6Pf300+nxxx8ny7LEbDGXyw0qOWyoB2eVwY7A5JqmKSScP0+n0+I7GzZsoCVLlggtUSoJbG4lEgnSdZ1isdioxsyKkQgARETPPPOMaHRFUYraiaMhsbGxUVQ4mUyK14lEghYuXEhPPPGE8OaYphkat3K5XMhMySe1mAQHJZWIKJ1O05o1a+iKK64IzTwVRRmWhKAdHSQz2B4ThkQm8pe//CUB/bNNVVVJ07RBK1jKxCdIODeArusFZsz8+fNp9erVdODAAbIsK+QuY0JN0yyQRFaP3d3dIYlzXZd6e3vpmWeeoRUrVoQmbVxKnbhEo9EQmYZhUCwWI13XJx6J3LN5tjYUIchTk0NVOkh68Bo89uq6Lq6laRpdfPHF9Oijj9Knn35K6XQ6NLa5rkuO45DjOEXtvc7OTvrb3/5G1157LTU2NobqqKoqxeNxMWnhZyqFBFmWQ/Y0X68SJI5plVfXdYmI6LHHHkN7ezteffXV0Ofsa2QfZClxpkSEeDwOy7LEakcsFoNpmshkMohGoyLagI8v2rRpEzZt2oRUKgVVVXHKKaegubkZM2bMEO/xtb/44gt0dnbi4MGDOHLkCLLZLFzXFYu9FNgc67quWLWIRCKIRCLDZmiORCKwLAu+78M0TbHBRtd19Pb2TtyVGtd16cCBA7Rs2TJKpVKhSUBwljqSabeiKCEbMmiHxmKx0GeRSCSkvoKzwPzrqqoaGtuC32fblcd4/iwSiYSkYDhJSqVSQnrr6uroySefpEcffXTiTWyKEXn06FGaO3fuoDPVUpas+HvBh2SzJf/hixGV/z93JE3TRCPmfx78TVCdBtU20D+2DUdCcCKTTCbppptuIt/3aceOHRSNRic2iUC//WiaJn39618XlQhKjKZpIXuJ/y/lYSZKCdY36LEJks2TomXLltHRo0fJcRz67LPPhKQPVfLvN+4kAv0Smcvl6PLLLw95MVgiBquooiglTXy+7MJqNjhkcL15VQYAnX322fTuu+8SUf+i6EcffUTxeLwiJJZ9lFVVVSIivPTSSzj77LORTCYRjUZF8DFPEDRNCx384XleWQKxKg2enPEEJZlMinpzZFs8Hsdjjz2GefPmQZL64zja29srtrBdkalSLBaTTNPEO++8gxUrVojNlg0NDTBNE5ZliT0aXKRJEu0WjUbFNm4ABXEzc+fOxd///ncsWrQIiURCPFBjY2PFo94qAsdxyLZtuueeewpmrMEZIHB8Fogyqr5KlYaGBjGu8zOlUimqq6uj559/XqjQILZt2zasKp0wY2I+ent7hQ+ysbExZDgP5qqbyCW/oePxuJi1vvnmm0UJBID169cLU2XCj4n5SKVSkiRJ0qWXXoq9e/fi29/+NlpaWgD0jy/B/YyTQZ0SEerq6gD0B3llMhlceOGFsG0b8+fPF2NgPurq6ibFXpNhwS6vJ554gs4555wCu3EkoY9fdtE0jQzDoAceeIB6enrIsqwhGfrXv/5VVLImhTotBiKitrY2uvvuu6mxsS7looQAAAJcSURBVFE0Sv4DBB9EVVWKRCJkGEaBI53NE3a+D1XybbXgNZLJpLhO0GOTH9wFgKZOnUrPPvvsoOozH5s2bSqJxOEK29k//elPKZfLfbmizSEX6XSa7rnnHjr11FMpkUhQIpEI2WLBIOX8UswTwzbpYIV/K8syRSKRQTsPk82vg4u89957L3388cfkOE7Jjfj666+Xdfy/5ZZbqLe3d2Lo556eHvJ9n/bu3UsPPvhgKNxDkiSKRqNiCUeWZYrFYuI9ICytpTRSvspmb0s0GqVEIhGaeCWTSUHe7Nmz6Uc/+hFt375dLGGN5Dl37twpVmGGKqV0wng8TnfdddeXL4nFQETU1dVFjz76KJ177rkFjZ0vSaz6gv7PUhohqJ65g/B1I5EIxeNxIaHJZJKuu+46evXVV8Xy1Wie7dixY3T99deLKL/BSiwWG7IAoFmzZtEjjzwixuEJOR0cWMzFwYMH8cYbb2Dt2rV455130NPTg0gkIpaOyglZlsXGGEVRcNlll+GOO+7AVVddBcMwOPPVqNuLiKijo0PMbAfDcDvDDMOAbducxEkCJiiJQXieR4cOHUJrayva2trw6quvoqOjA/v378fnn3+O3t7eUJqV4bwiLEj8Nx6Po6mpSaQJvfLKK3HBBRdgzpw5fN0J30YTvoJBsCrLZrP47LPPsHv3bnz88cfYs2cPDh48iJ6eHuzdu3fIa8ycORONjY2YOXMmZs+ejXnz5uGrX/0qWlpaEI/H4XkeVFWdVO0yqSpbDLt27aIBVVdS0h+WWhpIXyLLMs4888xJ3w41THL8P6le7FaXkcr4AAAAAElFTkSuQmCC","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":237,"width":151,"height":178},"scaled_width":27.04,"scaled_height":31.87,"actual_filled_area":262.68,"bounding_box_area":861,"exact_perimeter":159,"approximate_perimeter":140.38,"convex_hull_perimeter":95.23,"perimeter_pixels":888.021428024811,"original_contour_points":382,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.18,"compactness":0.1306,"perimeter_to_area_ratio":0.6053},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJsAAAC2CAYAAADOU/9kAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1da3AU15X++jlPjR4IEA9ZWCYGDFiAsdksNgRYb+JA2djO5rWbxE5csb3lzaOSyiZeu+JsXHGSZRcnjmNv7CqyrkrWebDxsk4FHBIHpxzikJiYt4kQIIERQggxGmme3d/+kO5192gkJE3rMai/qltqzfTc7r7363PPOffccwEfPsYIynjfQCmAJG3bhqqq4n/kcjkAkJ8NBNu2oWma6zxFUSZlu0/Khx4IlmXRtm0kEgl0dHTg4sWL+POf/4zz58+jvb0dFy9eREdHB86ePYvz58+jp6cHoVBo0Drr6upQUVGBqqoqRKNRhMNhVFdXY86cOaipqcGCBQtAEpqmIRAIXNb9cVk/3GBIp9Ps6upCIpHAuXPncOLECTQ3N6OlpQWNjY148803cfr0aQBAT08PgF4ppqqqlGpDhaIoUFUVlmUBAKLRKGbNmoXp06cjGo1i6tSpuOaaa9DQ0IDZs2cjGo2ivLwcFRUVl5UUvGweZDCQpGVZUFUVqVQKR48exUsvvYTf/e53+MMf/oDOzk5JKF3XYZomMpkMcrkcNE2TJFFVFYqiyP8Nw0A2mx302qqqgiRIys8EfxRFcdWnKApIYtq0abjppptw0003YcOGDaiurkZ5ebk4p2T7rGRvfCiwbZutra147bXX8NJLL2HPnj04fvw4Ojo6QBK6rsuOFnCSYjyQzyVd11FbW4slS5Zg1apVeNe73oXFixcL4pdU/5XUzV4Ktm1TURScO3cOf/rTn3Do0CH8+Mc/xtmzZ9HW1oZUKgWgl1CKosAwDGQyGVcdE41s+fcza9YsrF27Fh/84AexZs0a6LoOwzBKjnglC/bh8OHDfPjhh7lgwQKqqkoArqIoCk3TdH2nKIqr5P9mrEuh+9E0jeFwmOFwWJ5nmiavuOIKPvzwwzx8+DBJsrOzc3zflMsZJHns2DFu3ryZN9xwA4PBoKvTVFWlaZrUNI2qqtIwDBqGccnOHc+Sfz/59yuKpmkMhUIMBAIEwNWrV/OVV14R751POq9Aki0tLdyyZQuXLl3KadOmDdghhSQcHFJuopMNfVIsGAxS0zTXOeI3uq5T13UqisJly5bxRz/6EXt6enjhwgWfdCOBeGNPnDjBb3zjG1y+fLl8q9FHrEgk4vosEAhQ13Up0QzD6Ee+UiCbkMrOZy30EgUCAfn5nXfeyQMHDjCbzdK2bZ90QwVJ7tu3j/fccw8rKipcDVxRUUFd110d4SQcHJ2oqipVVXWRaqKTLZ9Uuq4zGAy6yBeNRmUbOM83DIMbN27k7t27/aH1UrBtm+fPn+e3vvUtNjQ00DAM2QmapkkdTeg2mqbJDhJvfyEpkE+8iUw259CZL5l1XXf9L9pD13WGQiH5+ZVXXsmvfvWrPH36tE+6fJBkPB7n//zP/7C2tpbRaNQluUQH+OXSxTkE33TTTdy/fz9JsqenxyddMpnkrl27uGbNGgJgOBweUMn3y9BLVVUVw+EwFUXhww8/zL7ggslJuGw2y/b2dj766KOsrKykpmk0TVM2lhhSnEOdL+EuXZyjglAfFEXhhz70IZ48eXLyDask+ec//5m33HILg8EgY7GYq8FUVXWZ987PMcqddTmUiooK+WKGw2EGAgGGQiEuWbKEP//5z5lIJC5/wgl3xhNPPOF6A9HXKEK590k18uKU/sKIcn4/ZcoUbtq0iSSZyWQuT9KR5PHjx3n//ffLRpk6daokWiQSIdDf4hLn5g+pfilcFEVhOByWrhHhGjIMw2Wxfu5zn7s8DQeSfOONN3jzzTcTgGvYzPeMa5om/4rvB3LQ+qV/cfogg8Ggy1EMgKFQSH521113MZvNMh6PXx6EI8lnnnmGM2fOdJFLSCvDMKQnXBBMEA4ToPNKsYhRAoBLygnCCSe4YRi899572dPTMyqGw5iGpaRSKT777LP47Gc/i2w2i1gshkQiIcNoin0+TdNksGN+nJoIVBQY7Jqmacp1BjU1NaitrUVNTQ1M00RZWRlmzpyJqVOnQtd1aJrmCrTUdR25XA5dXV3o6upCS0sLLMtCR0cHmpub0dbWhmQyiWw2C9u2ZaCmuH9VVV0BmSKgEugNxBT3Jn5/qZCkoUBVVYg1FiRx991343vf+x40TfM0dEn3qqJLoc8QwKc+9SlEIhEEg0HE4/FLLhi5FMLhMJLJpGxkZ3xaVVUVurq65DVyuZwkoaZpMAwDqVQKuq4jGo0iEAigsrIS8+bNw9KlS1FfX48FCxagpqZGkkuEeAODR82m02lms1mEQiGoqoru7m40NzfjyJEjOHDgAPbt24empia8/vrroi7Ytg2SMAwDtm3DsixJ4L46ZUwe0BspPNwQ9UIwTROKoiCXyyGbzeL73/8+AoEAvva1r4EkSypWjiQff/zxfrqEUP6LnSpyDrmGYbCsrGzA0Jz8+cZVq1bxi1/8In/zm9+wo6ODfYteRjVUR1h+Fy9eZDqd5u7du/mP//iPrKqqks8TjUZdlqMzAqS8vFwOfcVOt+WrJ06j4d5772VXV1fpGA2JRIJPPfWUdMoKSwh9ukSxZHN2iNNC1TRNdkogEJDfTZ8+nbfffju3bNnCw4cP89y5c0yn0+Pq3Ozp6WEqlWIymeTu3bv5wAMP8Morr6SmaZwyZYpLd3U6up1zxcW+sIJkpmlKg01VVT7wwAOl4fglyU2bNkl/mXNiWUwaF0s2p6UqigiYhIOMtbW1/MpXvsKjR48ynU5PWJ+SkKoHDx7kl7/85X5Wt6IoLndQsWQT5BXRwM5riHP+67/+i9lsdkK2F4Beon39619nWVmZbBjxxoghwElCL3xmznrEcLlo0SL+9Kc/lcPi+fPnJ26jOZBMJuU9P/7443zHO97BQCDgCg0XMyrFkE0EkTrrRF8fifoqKir4+9//nl1dXROv7bq6urh582aXyQ30mt1ipkA4cIslmzMU3Dkt8+53v5s/+tGPmEwm2d3dPfEaaRggyebmZj7wwAMsLy+Xw55QDYodRqPRqMsHB7ytB4tRYvHixWxpaZlYEo4k//u//1u+gaJBnAq706/jhWRzNlR9fT0fe+wxnjhxojR0jSFCDK+7du3iHXfc4YrlK4ZszmnCfAkn6hN674TS30jy6NGjnDt37ojF/EDBg/mOSVG/+N40TX72s5/lqVOnJk6DjAKEtbxlyxb57PmBCyKaFx6MHKIOcfzkk0+O/0hBku3t7bz99tvlDXpBtvzvq6urZf3irWxoaOCWLVuYSqUua6I5kclk+Ktf/YrvfOc7JcFCoRBjsZi0LPOjkTECouVb+6FQiHv27GE6nR6/ds5kMvzSl77kIs1Iwq7zz3eu88xfzAKAH/nIR3jw4MFJQzInbNvm0aNHuWrVKhcphJIfi8WKJptoZ/GSA+D69evHz1iwbZvPPPOMHN4qKyv7ifCRks1pXYoHF/Vv3ryZ8Xh8YimtYwwRQn/jjTfSMAyXKwMeDaNOVUX0wVe/+lValjW27Z7NZnnkyBHOmDGj3wN5QTag18p0etADgQB/8YtfTEppVgg9PT3s7Ozk7bffLnU1p2O2GLIVyh4QCAQYi8XkSvwxe9BkMsnbbruNAPotTMEA5Bms5J8fCARc7o25c+fypZde8omWhwsXLjCdTvP6668n4J1rSZBNDKOCxKZp8r777mMulxubfujs7OSWLVsIwOV9di6WLZZsoh5N03j11Vezvb19wnr/xxvJZJJdXV1ct26dbEsvh1GnlBNCYOfOnaP/4sfjcR48eJAVFRUut4SISxMxaF4Mo8FgkA0NDWxqamIymfSJNghI8vXXX2d9fb0n1qizb4PBoCvoQVVVfuITn+Bbb701un1Ckhs2bPDkzRGRt86pEvRJS8MwGI1GefbsWX/oHCJs2+a2bdtcJAHcjlqne2Q4/VfID/rkk0+OXt+Q5A9+8ANPQoTyp7SE3if+VlZW8tChQz7RhomOjg5+7Wtfk7MrzvlocTyS/iuk5qxdu3Z0RhySbGpq4nXXXTeiN6NQEeJehAUJopWXl/vGQBG4cOECN27cKFOHoa+thVQTunUxZEMfgX/84x97r0uT5EMPPUSg1+LxwtrJD6MRx9/+9rd9ohWBXC7HX/3qV1y0aBEB97SWcx1CsWRTVZUrVqzw1u/W3d3NAwcOsKamZsRiOL8IfUJM1ItG+NjHPuYTzQOIUC8ArvAkcVws2RRFkX24e/du7xzsJPn3f//3VBRlxDc72AMIK2fNmjU8cuTI2PlwLnOcOnWKixcvli+zWMUGD8gmhIOu6/zEJz7hjYAgexPxBYNBRiIRBoNBOW9ZLNlE7D3Qu0L7hRde8KWahyDJ73//+5w9e7bLWBiJH66QNYq+IXrq1KlsaWnxhmyf/OQnXeO+F/Fo4g0TaxO+8pWvjG9EwWUKkrz11lv7STMvdDYR0AmAL7zwQvFD6Ztvvin9YYLNzpU4Qy0DWTMAeP3115O8DFMATABYlsW9e/fSNE35gntFNtM0ZUTv6tWrB1R/hrRo07Ztbt26Va4rVPqWESaTyWLbAEDv2k8AuPvuu8X/pbNOsUSgaZpSV1eH+++/H9lsFsFgEKZpelJ3NptFJpOBbdtoaWnBrl27MGI1qKmpiQsXLnStuBlpOoSB5j7XrVs3MRdUXEawbZv79+93SbRiJVsgEJA+PPH37rvvHpnObVkWn3jiCZczEA5da7gl/2aFDrhjxw7fKBgDWJbFlStXSt3Ni2FUlLKyMgLgFVdcwfb29uH3ZXd3N1etWiVvTJBspMleCkm2v/3bv528KTfHGGJBUigUGpE3Ib//RKyh0w0SjUb5+9//fnj9aVkWX3vtNQaDwX7OV3HhodzgYDerKApfeeUV36c2hojH42xoaJDSzQvJ5lwYHg6H+Z//+Z/9+nNQAyGVSuHZZ59FKpWSiVts25aJTrwY9dauXYubbroJuq77RsEYoaysDOvXr/ekLl3XEQwGkclkYFkWTNNEQ0MDampqhldRR0eH3MYmP48GMLKctvlvxlNPPTWp1xCMB3K5HPfs2cO5c+cWLdlisRgXLVrENWvW8LHHHuOLL744/OWUmUyGW7Zs8WSiXZAyfyOzhoaG8V+DOEmRSCT4D//wD65+Ejq0U7AUSjE7e/Zsbtiwgf/8z//MHTt2sKmpiZZlXZJgA+ZnsywLr7zyStEPZds2AHdSu1AohFQqhfe///3QNK3oa/gYPiKRCDZu3Ijnn38euVxObvaby+VknwWDQWiahsWLF2P16tW44YYbMHfuXMyYMQOVlZXQdR1dXV2IxWJDUoEGJFtjYyN++9vfFv1QgmTOjIqKokDXdbznPe9BMBj0dbVxgKIoSjwe54wZM9Da2opsNgvDMFBTU4OamhosXboUy5Ytw7Jly1BTU4Np06bBNE2oqjri/ipINsuy+Pjjj6O1tXXkT9MHkTrTsiyZajSZTOK6665DbW1t0fX7GDnKyspw//33o6WlBbquY+XKlVi9erVLuVeUUU5zqqoqdu7c6crtOlJYloVAIIB0Oi2HzFwuh49+9KOorKwsun4fI4eiKEpfVi45BekluYYEy7JYX18/Ij9MoSJi35wBkseOHfMNg8kOknz11VflOgCvgiOdVmlDQwNTqZRPtkmGfk7dZDKJnTt3IpFISOdtURfo09mEoWAYBlasWIFAIFB03T5KHCTlyikvMhsKaSb+hsNhf8XUJEU/yXb27FmcPHkSQG+e/WIhfDYkoWkaamtrMWfOnLFXRH2MO/qRrbm5Ge3t7XITBi+gaZp0f1xzzTWoq6vzpF4fpQUX2foWIAOA9CZ7chHHLi4NDQ2eRYj6KC30k2yvvfaaJ8OnvECfgQD0SrglS5Z4VrePEsa5c+e4ZMkSuURL5IkoxkBwlquuuoqHDh3yDYNJCpdka2xsxKFDhwD0KvRCufcKy5cvx6xZszyt00fpwEW2t956C5lMBqFQCIB7h7tiEA6Hoes6rr32WsRiMU/q9FF6kGQjyebmZgC9EbpD9UyIyfWBiqqqSKVSyOVyuPHGG32XxySGS7K1tLQAwJCJNhSIPTSDwSBmzJjhWb0+Sg+SbLZt4/Dhw64vvSRdRUUFZs6c6Vl9PkoPzmEUYhj10jgQYUWVlZWIRCKe1OmjNCHJ1t3djXg8LifIvZq6FNJx9uzZntTno3QhyXb69GlkMhnXWgEvkMvloGkarrnmGs/q9FGakGR78803kclkkMlkJNmc00zFIBwOY/HixZ7U5aN0oQLA/v372dLSIjPRAG+7NIqFoigIh8Oora313R6THDrQK3lOnz6NVCoFoFeptywLJIseUjVNg6qqWLhwYfF366OkoQK9i1LOnDkDy7JcX3phkeq6jqqqKlRUVBRdl4/ShiTbiRMn+n3phaGQzWZRXl4up8B8TF6oQK9e1dbW5tLRvFKvLMtCWVmZJ3X5KG1IsmWzWZePzUv3R1VVlWeWrY/ShQr06mbC0++1wWgYBsrLyz2t00dpQgV6Q4k0TZN52LyUQrZtIxAIeCopfZQmVAD90ix4TTZN0zyXmD5KDyrQmz7p8OHDkmReLXQRSKfTntbnozTha+0+xgw+2XyMGXyy+Rgz+GTzMWbwyeZjzOCTzceYwSebjzGDdOoahiFDilRVHXK+DzGPOtB8qq7r0DTNk/y8PkobKtBLrmAw6HLq5se2jRTOLOE+JjdUoFf6RKNR1wYYXs1liukqP+rDh5RsYjdj+YWqekYQkYbBx+SGDDEyTVPqbELCeREWrqqqZwlqfJQ2dODtMCChp3kdPNnV1eVZXT5KFwV1NpEMxgvYto2Ojg7PI0l8lB5UoDeaNhqNutwdiqJ4tmNeV1eXTzYfb69BWLhwIbLZLFRVdW22can8a5eCoijo6enxN9nw8bZTt6qqSmYvEjqbFwaCaZpIJBK+3uajl2zveMc7lLq6ulFb9NLe3u7JdpI+ShvS+TV37lzpaxM+MS98Y+l0GhcvXsTp06eLrstHaUOyadasWaO65K4vObS/xGoSQ5KtrKxMbjYr/G1eZZ80TRPHjh3zdDMPH6UHSTbTNCXZnGmzvEAul8OBAwc8qctH6UKSTdM0lJWVyTWeXs6NJpNJHDt2zJO6fJQupEPNNE3U19fLqatUKuXad2ogXEr6ibSpJ0+eRE9Pjzd37aMk4RJd06ZNg6IonutsJJFMJhGPxz2pz0dpQpJNURRl3rx5iEQirg1pvUJPT4/va5vkcEm2BQsWYPbs2XJPd69x/Phxz+v0UTpwkW327NlYuHChJJvXmYcOHjyIbDbr+9omKVxki0QiuO6660Zl+0cA+OMf/4j29nbP6/VRGnCRTdd1ZdmyZaNyIU3T8Prrr+PUqVOjUr+PiQ89/4O6ujrp8vBiGBV1KIqClpYWX7JNUHR3d/MHP/gBstksZs6ciTVr1sA0TbHqzhMFviDZYrGYdFM4dbdC5BsKITVNk9sKHThwAKlUisFg0F/bN4Fw+PBhfOELX0BnZydisRhWrFiB+fPnY+XKlThw4ADnzp0r1xYbhuFN32WzWa5evZoAqKoqVVUten/4YDAoj9/3vvfRsizfSJhAyGQyfOKJJ1x9JvpbVVUahsGamhquX7+e3/3ud9nY2EjbtkmS6XR65H1Jkt/85jcJgIZheEI2XdflA9TX17Ojo8Mn2wRCPB7nXXfdRUVRGAgEGAqF+hEvEokwHA4TADVN4/z587lx40Y++uijfOmll9jW1sZUKjV8QbJ3715qmuYZ2UQJhUIsKyvjCy+8QN8FMnFw8uRJ3nDDDQUJVl5eXlBwiBIOhzlz5kyuWbOGX/rSl7ht2zY2NjYyHo8zl8uRl9KzUqkU6+vrqShK0WQTv9U0jYqiUNd1fvSjHy1O/PrwDJZl8X//938ZjUYHJBT6+tEwDFkCgQAjkYj8XtM0BgIBAqBpmvyrv/orfuYzn+H27dvZ0tIycF+T5Pvf/345Zhcr2QzDcOltixYt8sk2QUCS//Iv/yIFgZBoYmQTAgcD9G0kEqFhGAW/0zSNFRUVfOaZZwgMkDKLJFatWoVgMOjJA+VyObnjH9C7kW5jY6MndfsoHnv27JHrT0iiu7sblmW5dmY0TROBQEBmpdJ1HaZporu7G9lsFpqmyaLrOlRVhWVZ6OzsxPTp0we/gV27drG6urpoyeYUtWVlZfL4e9/7HlOplC/dxhlnz55lLBaTkgh93gMhzZwjUn4R54ui67rrMzGiHTlyZPB+bm1t5caNG10Eya98qEXoAELcGobB5cuX+2QbZ5Dkpk2b+vWvU0AMpYjzxd9oNCrrmjNnDm3bHngYBYApU6bgzjvvRFdXl1y0LCJBhrtSXhgk4nfZbBbHjx/HCy+8gM7OTp9w44gXX3wRQG8KDtFPIhHQUPpZURR0d3fLY0VRkEgkYJomAGD58uVDiyA6f/68NG+RJ5kwAgkn6kGf4fGhD32IuVzOJ9s44dixY7IvTNOUVqcYQocykonfiWPnUAyAW7ZsubT7AwBs2+b1118vb0JUNJh1kl+c5wqSmqZJVVU5f/58fygdJ5Dkt771LQJwOXE1TSvo+hisGIbhIp3Q7+vr69nY2Cj7d9AVLblcDh/84AcBQIaLa5o2rNVX4hxnuHkul4Nt2zh+/Dief/55+NNXY4+2tjb89Kc/7bdjorBCh+OJsCzLFZImds1+73vfi7q6uqHf1NGjR1lbWysllFNSDcdCVVVVvjGapkkpuXTp0qGJWR+egSSff/55hkIhBoNBOWo5JZxw0F6qODmQ77l48cUXh9e3tm3zrrvukhWJCwxnKBW/MQyDuq5T13U5pquqyt/85jc+4cYQzc3NvOWWW1xkETMDGEAFGqgYhiEFh3MoXbZsGU+dOuXq00suDFUUBStWrHBteqvr+pDXKIjkzSSRzWZhWRZyuZy0eFRVxVNPPTWkunwUD5I8ceIEfvGLX4j/oSgKcrkcstksFEWRluRQ1g07txwQOfgURcG6deswa9as4d/g0aNHuXz5cslkp6gUx0N1/OafL37z+uuv+5PzYwCSXLx4MXVd9ySETPxOSDehKp0+fbqf8TekJe+1tbVYt26d3DwjFouBJCKRSNEPr2kagsEgNm/e7G/tPcogya1bt6KxsbGfUj9SCB+syOOSy+WwePFixGIxjChA1rZtvvHGG9R13TWpLpTLYiQbHGP99u3b2dPT4zNulJDNZrlu3ToC4LRp0woq9cMtQqI5DYp/+7d/Ky5A1rIs3nzzzTI6QFykWLIJCygYDHLZsmVyasOHtyDJ5557Tk4pOQ20YqN6nM7fK6+8sp9hMGykUin+9re/JfD2HJjzRkdKNuFEFKTbtGmTb5mOAkiyvr7e5bCNRqOek+2+++7zpv9I8p3vfOeAUm2kw6ggr4h/2rt3ry/hPARJfvvb35bDnRiZYrGYZwaCcGdt377dO7Jt3bqVlZWV0gdTLNnEgwvJVlZWxr/7u79je3u7TzYPQJKNjY2cOXMmTdN0tTs81Nl0Xef73vc+Xrx40bt+y+VyfNe73iVnBLyQbEK5dIr4r3/96/TTohYH27YZj8f54Q9/2NX+4gUXc9TFDqNC8Pzwhz/0VgVKp9Pcs2ePvIhzikPMLAx1qsNZAoGAy2dTU1PDV1991dffigBJ3nPPPayqqiLg9vA7I3AGK05/qvgsf/WVruusra0dHdXnzJkzvP322+XFKisrJcGckSFDme4QDeA8VxzX19fz0KFDPuFGgHQ6zR07drCmpka2qzMo0km8wYroC+H2EgJFFE3TWFVVxe985zuj00+2bXPnzp3UdX1QKTacyF4h1gGwvLxcPuS6det47tw5n3DDQCaTYUdHB6dPny7bV8xLi/+FCoQh9g/yCBoIBGTf33HHHUwkEqPXP+l0mn/zN39DTdOkz0ZcXIjooTyMU6I5xXMkEpEPd+ONN/qEGyJI8sKFC9ywYYPsk0gk4iKac4kmhkAycV5+XymKwoqKCu7YsWN0+0ZYppqmcc6cOfJmnM7CoTyIWE8qjvP1AUG4W265hdls1g+2HAQkmUgkuH79epqmyXA47ArtAnqducPRqRVFcUm0YDDoqu+f/umfxibaOpPJ8OMf/7gkhdOqGc6b4wxtKS8vlyJf6ARi0c3KlSuZSqX8NacF0N3dzWw2y5tvvpkAOGXKlH6SSYR5ic+HquZomiaFRygUksd1dXU8evTo2Iw4JHnkyBGWl5dLcgBw+XCG8jDOaatCD+pssBUrVrC7u5v+Qpm3kcvleP78ed55550EIK1PoeIIRy4GeckvVcS5op7y8nI+9thjY6vaWJbFnTt3ypsSLoyhvjXOqS9VVaXodw6v+aJ81apVPHHihK/DoXd0uXjxIm+99VaGw2GXFMqfFgTe1pOHus5A/E4IA7FSfvny5YzH42Pf/qlUih//+MdlEhLnIlfx8MV4qJ0h6UInvPbaa/mTn/xkUg+pyWSSR48e5Xvf+16pyuSPBMMphaYfFUXp5zIxTZO//OUvx+dlJ0mxVkGQwZleqRiywSHCFUWRq7fRJ8q/+c1v8tixY5NOyvX09PBnP/sZFy9eXHB9iJByGEY7DzTX7QwdB8BHH310fNubpEwo55xY94JsTutJURRpEYnG3LBhgzS/L3fSiWf8j//4D9bV1ck2CYVCkgwjncUpRDbhj1NVlZFIhAsXLmQymRz/NibJhx9+WA6l8EiyAf2dkoZhSF+PqqqsrKzkgw8+yAsXLly2ESMkuX//fq5cuVK2QzAYdCn6oj0wgjYuRDZncGR5eTl//etfT4wXmiTj8Tjf/e53y2GuWLI5G67QFIvzjQZ6dbmnn36ayWRyYjSKB0in00wkEnz00UdZVVXFUCjESCQiRxBn2+YndsEw2roQ2cLhsNTTxn34zEc8Huf+/ftZX1/viWQTS8Wcvw8EAozFYv2iRZwNfdttt3Hfvn1Mp9MTq4GGATEbcPDgQVUxUZQAAAhvSURBVN56661UVdWVtA99L2M0GpVSfiQr2kUpRDbhJfj85z8/MdsxkUjw5z//OSsqKjwZRnVdZzgcLvimFlrv6JyJuPnmm7l161apz5XCDARJnjp1irt37+bHPvYx+VxCkhmGwVgsNmCbBgKBIU+0O0shspmmyRtuuIHZbHZikg3oXVyxfft2T1wfzv+dxBJvuTNyxKkYC8Lpus758+fzwQcf5P79+2Wm6zFsjiHBtm2eOXOGP/nJT3jbbbe5nOMitSgchAoEAi5HuvBRwkEeDKOtC5Htr//6r9nS0jIh28sFy7J47733So92ftSB8As5TWwvjAlnEUmoxfFVV13Fu+++m1u3bpWNOF4N2d3dTZLs7u7mG2+8wc2bN3P16tWuFebDDU4dqOSHBol2Fm0Ti8Vcq+aCwSCvuOIKHjp0qDRmayzLIkl+4AMfkBIpGAy69I7BGtBL0uWXYDDI8vJyrly5kt/5zndkVEkmkxm1oZYOdHZ2sqmpiQ899BDXrVtXUGqJF3E0yZYfROkcObZt2+bpLMGo77KSy+WYzWbx5S9/GZs2bYJt266kgiKzUSHhoqpq0Qtpo9EobNtGLpeT2ZPyEQgEEAqFMGXKFFx77bW48cYbsWjRIsRiMcyfPx+macI0TaiqCk3TLtlmQlLato1kMom2tjYcP34cTU1N+Mtf/oJ9+/Zh7969OHv2LAKBANLpNADI62SzWfmZkpfmYqRCWOlL1JdfF0kEg0GZDkMkBXzuuedwxx13IBAIeMaRMdnShyTT6TQ+85nP4Omnn5bJgBOJBFRVlVsW2bbtakxlFLahBHpJLq43EKHLysowY8YMLFq0CGVlZaiqqsKUKVNQXV2N6upqRCIRmZlRPEMmk8HFixfR1taGtrY2dHV1oaWlBSdPnkRTUxMuXLgg61dVVW7PM9Dq9GAwKEknMBpkUxQF4XAY3d3dUBQFTz/9ND75yU9Cyf9BqSCZTDIej/PBBx906W3IE/EY4TAxUBGT+iJ7Ur4bxTn9JZRscV+FLDoRppM/Dymuk/8MzmiWfCXfWTRNYzgclm4MEUUz2sOouL9QKETTNPnDH/5wfCbYvQZJXrx4kY888sig83Ze6moDEdi5MFpEMhS6B0GsgXxXgsBOhVsYPyI9RaHfOeP0BmuH0SYb0KsjXn311fzZz3428a3O4aBvSOW2bdtYU1PjMt/h6AivjQMxz5c/7QX090vlp+3ML/lSbDDJJq4bDAb7zXaIazvPjUQirKioYDgcHhOyhcNhLl26lC+//PLlRTQnstksd+3axalTp/ZLhV6o00Za8iWo8LIX6rj8z53RFAP5r/LTTuV73wvdk/CbOQmdv4eA8z5Hk2wrVqzg+fPnL1+iCViWxQsXLriWBVZXV7v2QQLezgkH9A/886ozSr3kv0Sqqso5TfG9828gEOAjjzxCy7Iu28CFfiDJt956i5/61Kf6SbiKiop+/idxLJT+yU42p5/MudLNWYQkE4tgZs+ezUceeYQkJ9/eryRp2za3bdvGqVOnUlEUuWAjn0BiCHJmwJzMZBNF6IZOC9kwDFZXVxN42/KfN2+ezDRw4cKFyUU0J0iyubmZn/70p11bEDlTM+SvnJ/sZBPJGZ3zqIV2yqurq+N3v/tddnZ2TupQehfEdM7//d//ccmSJQQgp27EscgrBvg620BF6L2apnHdunX83e9+5+csHggkeebMGf77v/87Z82aRaA3pwj6GjMajRYcSjHGnTrexemrcwZUqqrKadOm8bnnnqNt2xMjlHuiI5FIMJVK8aGHHqJpmiwvL5dRJIAv2UQbOP+fN28en332WYrI6WL7YFIhkUiQJFtbW/nFL36Rs2fPdoUnTXayAb3D5nXXXcdNmzb5a2q9gNDnTpw4wX/913/lggUL5JvtNBbE9JOYMRDf5TuLhQUHR6c54+ycn+c7dvN9gZcq4lrC9+XMIIA80giHb/6eE+J7cSyMgPnz5/Mb3/gG29rafJKNBnK5HOPxOPft28f77rtP+psGm2Zy7pmFPCI4PevO75y5LYC3reP8PHSFZg+cMxADXVeQTxBwoJkNQT7x2fTp07l27Vq+/PLLbG1tLQmSlWYIiQO5XI6pVAptbW3Yu3cvtm/fjpdffhmnT5+W4UO5XA6WZblCmRRFkRtGAJChPgKmacIwDHR3d7u2RBL7pgNDi7dTFKVfGBXw9jZLIo5MIBgMys1NMpkMysrK0NXVBaA3Nm/evHlYvnw51q9fj/e85z3iXku+H0sOqVSKnZ2dPHLkCJ988knedtttLCsrk5P9TqkhnJ7O/0UYEgpIoGAw6JKaqqpKqZc/1DmlW760ypeuIgig0JAqhuk5c+bwnnvu4Y4dO+RqsVKcYrps3wiSTCaTCIVCOHv2LP74xz9i9+7deO2113DgwAG0trYCAMrLy5HJZJDJZKT0c0oiXdflHpx0bBZXTASxoiguySakrGVZCAQCuPrqq7F69WosXboUa9euRUVFBQKBAACMbIueCYKSvfHhIpfLUdM0JBIJtLS0oKWlBZ2dnXj11VfR0dGBM2fO4OzZs+js7EQikUBPT49riBMkE5Gtuq7L4U587oQIcs3lctA0DYZhyND0QCCA6upqVFVVIRKJYNasWViwYAHmz5+POXPmYMaMGZg2bRqi0WjpRssWwGXzICOBbdsUfdnT04OOjg6cOnUKTU1NOH78ONra2tDa2gpVVZFKpdDa2orm5macO3cOuVwOhmG4dhwWhHPyo76+HrFYDFOnTsWUKVMwdepU1NbW4qqrrsLMmTNxzTXXwLZtZDIZ6LoOwzAu2z65bB+sWBw+fFgSUSj2YuhUVbWfZBPnAW6yiUU9Yi9OTdOgaRrmzZvnt70PH6OF/wcqHBzK9ZMUwQAAAABJRU5ErkJggg==","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":228,"y":50,"width":101,"height":127},"scaled_width":18.08,"scaled_height":22.74,"actual_filled_area":187.09,"bounding_box_area":411,"exact_perimeter":117.83,"approximate_perimeter":112.56,"convex_hull_perimeter":77.49,"perimeter_pixels":658.0660171779826,"original_contour_points":107,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.26,"compactness":0.1693,"perimeter_to_area_ratio":0.6298},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGkAAACDCAYAAACOXTXeAAAABmJLR0QA/wD/AP+gvaeTAAAQKUlEQVR4nO2dW2wU1R/Hv2fue2mXLjTRWLBFuYkxmnDxjpKi8IAxkgYSJEYixheNJL747ps+GAwmPjQEHkwTTFEgKuVmhHgBo6GkYFoiLZTSbrvtFvYyO7M7v/9DPcfdlnZbOgud/c8nmbTd7p4553zn/H6/8ztndgCfOQ8DACKiixcv4q+//kJ/fz9s20YgECh6IxEVf5CxKQt+8cUX8eSTT0JV1anfWAHck/47evQovfrqq2QYBgEgAKSqKqmqSoqiFB2yLJMsyxNeH388++yz1NLSQlPWpEIod/8pAKAoCoaHh2GaJmRZRj6fh23bs6r40NAQHMeZdQd4gXL3n8JfZIyBMQbDMJBKpSDLctGHxg/XUgSDwf8bkYDy9p8CAJlMBplMBkQEy7IAAPl8flaVTqfTME1zVmV4hXL3nwQAuq5j3rx5UBSlpEObLoZhwDAMV8qa65S7/xQAsCwLtm0jl8sBAGRZBhFNGKKFf5eqTDKZdKWyXqDc/Sd8Ui6XA2MMRDStoVrKxqqqOush7yXK2X+SKzX0KSu+SB7AF8kD+CJ5AF8kD+CL5AF8kTyAL5IH8EXyAL5IHsAXyQP4InkAXyQP4IvkAXyRPIAvkgfwRfIAvkgewBfJA/gieQBfJA/gi+QBfJE8gC+SB/BF8gC+SB7AF8kD+CJ5AF8kD+CL5AF8kTyAL5IH8EXyAL5IHsAXyQP4InkAXyQP4IvkAXyRPIAvkgfwRfIAvkgewBfJA/gieQBfJA/gi+QBfJE8gC+SB/BF8gC+SB7AF8kD+CJ5AF8kD+CL5AF8kTyAL5IH8EXyAL5IHsAXyQP4InkAXyQP4IvkAXyRPIBS+i3TY/xDm/L5/ITn2lUqmqbBMAwQ0bSfRDaTZ/yVbSTJsuzao9PmOpZlwbIsSJJUlnaXTSQiEo9Pq3SSyWTR491m+iTMUpRNpEwmg1QqVa7i5xS3bt3C6OgoHMe547P8ZkvZROIVHxwcrPinNqfTaWQyGQDujyKgjCKlUikkk0nx3NVKxnEcOI4DSRrrTs/4pFwuh2w2+3/hl7iJY4wVieUWZZ0ncRtdyTiOQ1wk/hhst9usAGNxfuGzUWVZnvDc8pmemA/5ShcpkUggFovBtm1IkjTpM2Zn0w8SAIRCIYRCITFM3ehYXkalz5VM00Q6nS4SpyzRXXV1Naqrq123pURU8VmHkZERjIyMIJfLCXHKIlIwGEQwGCxP+Oiy8HONvr4+xGKxCRGem0jAmA8q9ENumChunyvZJ1mWRd3d3ejv7xevlU0kjpvRiSRJyGQyyGazsy5rrpLJZHD16lUMDQ2J18rhgyfILsuya4FDMpms6NRQJpNBb28vEolEWX2vBIypzw9JklwRyXEcZDIZmKY567LmKrZtI5FIiPC7XEjAWKo9GAxCURTYtg1VVWddMBG5Jvhc5fLly+jr6wMAKMrY0pxt2wD+y0K4kXCV+AlCoRACgQAAuJLKkWUZqVSqYnN3tm3TjRs3cOvWLQAo8r1lyd0ZhoGamhqEw2EA7gUOw8PDSKfTsy5rLhKPx3Hu3DkMDg4CQPkTrKFQCNFoFMFg0LWCHcfB8PAwEomEa2XOFYiI/vzzT5w5cwYjIyPC1PHgYXxKbbZIABCNRllNTQ0Mw3Ct4Hw+j0QigevXr2N4eLiiHFM+n8e5c+fQ2dkJ4D9/VC7/K0KS6upq6Lo+9qJLkUo6nUZHR4dwrpVCb28v2tvbhb/lI4fn78q2VFEYOLh1RWSzWVy8eBE9PT2ulDcXSCaTdOLECXR0dAAY8z9cLO6LymLuAEDXdWiaBsAdkXiaqaenB7FYDFQhsfi1a9fw3Xffobu7e8L/uNlzGyFSXV0damtr7zoyGT8v4FdTMpmsGJMXj8fpyJEjuHDhAizLEn3Ff5ZrulFk7nRdn9EGv6kgIiiKgkwmg59++gmXL1/29GiybZvOnj2Lo0eP4vr16/f03EWBw4IFC6BpmmuOjzvS9vZ2nDx5Ukz8vEYul6O///4bLS0tOHPmzD3Pogg1AoEAlixZgtraWlccXyAQEKPJcRy0tbXxBnpuNA0NDeHgwYM4fvw4gDGrcy8RIjHG2MqVK7F48WJXrhSeJuEppo6ODnz99deeM3ujo6N08OBBHDhwAENDQzAM455nUYrs2pIlS/Doo4+6Yu4cx0EkEgEwJlQul8OpU6dw8OBBxGKxWZd/L4jH47Rv3z7s2bMH3d3dYIzBtu17bu6KYsba2lrU1dUhHA7j9u3bsy680Gzquo7+/n4cOnQIdXV1GB4epmg0Oid3qWQyGert7cXevXvR3NyMnp4esYyTz+ehquo93U9YNGRkWUYkEnHF5iqKIoSWZVkEERcuXEBrays6OzsxMDAw58ze6Ogo9fX14dNPP8Xnn3+Onp4ehEIhEBHy+Tx0XZ9021a5KBpJjDF29uxZamhowM2bN6EoClRVFfucVVUV6yWlyOfzRTPwbDYrzOgPP/wA27axc+dOOI5DkiTd9xFFRJTP59Ha2orm5ma0tbUBGJsDFfqgwiUJwzCQzWaLdkXxkVa4v2O25nHCFHnhwoV4/vnn0dvbi2vXrt1xWBeOjLulra0Ng4OD6OvrQ2dnJ/3rC++LWEREPT09aG5uRktLC7q6ukrOFVVVFavOfMGUTzHcTgtNwHEcOnXqFL3wwgsEgACQLMtFPxlj4n+THYyxCYckSeIIh8MEgEKhEL377rv022+/kWVZ99T8ERHdunWL9u3bR+vWrSNd1wkASZI0oe5TtVXTNPE5WZZFG6fz2cmOZcuW0f79+yfvj4GBAdqxYwdpmka6rpOiKASAVFWd9klKiQSAIpEIBQIBAkCrV6+m5uZm6u/vL6tYRESZTIYSiQQ1NzfT008/XVRvVVXJMIxpi8QYE/0jyzIZhjFB6On2WeFRUqRsNktfffUVLV26lGRZFicqvNJKnaSUSHxUAqBwOEyyLJOqqrRhwwbau3cvdXV1UTqdJrfmVLlcjoaGhujIkSO0e/duWrFiBVVVVRFjjMLhMFVVVU1Z//HtUxRF9AMXJhqNinLcFOmOaVtd11lXVxedPn1aLGypqioSiHfa0D9TdF1HNptFPp8XtzLm83kcP34cx48fx2OPPYbGxkZs3LgRnZ2dFI1GUVNTA0mSwEo4DNM0SZIkJJNJpNNpXLt2DZ999hlOnDiB9vZ2MU9TFAWyLIvzBwIBaJqGdDpdMsTO5XIIBoNIp9MwTRPRaBQvv/wybt68iV9//XVWfTOeSXPr9fX12LhxI/744w9cuXKlaOePGyGobduiHEVRoOs6bNuG4zhQFAWXLl1CV1cX9u/fD0VRMH/+fDzxxBNYu3YtWltb6aGHHkIoFEIwGIQsy7AsC/F4HL29vWhubkZ7ezt++eUXdHR0iP0HjLGiGwlyuRwYY1BVFYwxmKYpItnpJJl5WY8//jgaGxvR2NiIw4cP4/z5866G6ZOKpKoqu3r1Kh07dgy9vb1i5CiK4spEjm8d4xNEHuYyxpDNZmEYBkzTxOjoKABgdHQUV65cQWtrKxRFQTAYFCE9D/eJCKZpIpvNir/5NIKHzvwz3DLw+Q9/Pxet1FRD13VkMhkEAgG888472LlzJyRJwuHDh2fdN+OZcpVq4cKF2LJlC7q7u8UQZowVCSVJkhCQLxryxo9n/Gt36gj+nvGbKgsvDH5L/lTwcnhKisPratt20T1UhUs0PPXDTbKiKMIM8rZns1lEIhG8/fbb2LJlC6qrq1l3dzepqgpZlovOWTiC74YpRVIUhY2OjtLVq1fxzz//YGBgAJqmIZVKFS1p8I4o9Fn3elZeDnjHOo4jOj2Xy4n2bd68GZs3b0ZtbS0AIBwOCzPqJiUzqZFIhL3xxhvYuHEjFEVBKpWCYRiwLEuYFm5WRKEVcrtLLpcTSy25XE5s1FEUBU1NTXj//fexfv16GIbBgDGza9u2q7uugGneM1tfX4+33noLL730EoD/rjAeTHCbXq6NGPcLx3GgqioMwxCprUgkgldeeQUfffQR1qxZUxRpWpYFx3GEmG4xrZ0TsiyzVCpFH374IWRZxrFjx6CqqrDPtm0X+RcPLRdNCve1/CIExnzu+vXr8fHHH+Opp56aMBXQNA26rrt+k8K0t7eEQiHmOA7xTf2nTp0SwmiaVnH+yHEcaJomOryqqgpbt27F9u3bsXr16jvO1RhjIsBwkxntQZIkiZmmSZqmgTGG33//HclkssgHVYpIwH9Z/wcffBDbtm3Dzp07sXLlykkn07ZtFwUWbjHjjWKGYbB8Pk/z5s3DJ598gh9//LHI1FVK0KDrOlKpFObPn48PPvgAu3btQjQanTLbUTjHmxM3z9m2TTdv3qQ9e/bQkiVLRA6L5640TRPJSp6AxL8JzMmy6bIsF+X0Sh2FWWf+Gk94FuYc73QU/o/n2fjvPOm7adMm+vbbb6ed8O3r66Ndu3YVtXeq8091LFq0iFpaWibP3U0HVVUZAKTTaVq+fDm++OILHDlyBKZpQlEU4aN4ZoGH6I7jCFPAl6QLo8HpRobjJ6Kc8V/hpqrqhNcURSmavBZOzPn8b/fu3Xjttdewbt26aa9zaZqGqqoqRKNRxOPxojrd6fepiEQiwirNel9sMBhkpmnSsmXLsGHDBhw4cACXLl1CIBAQDrSwk3hHcBELO3mmdrzwbnneoPHpK55Z4H7UsizhN3jujmcWHMfBc889h6amJrz++uuora2d0UIkESEejyMWi036xSXTFWlwcFCYTFc2L/PJHBHRpk2bcOjQIXz55ZcwTRO2bUNRFFRVVYExhkwmMyGlw69oSZJEZrpUhDS+sTyBynOBXAjuxAvPyV/jQjqOg1WrVmHr1q3YsmULGhoaSmbaJ6vTggUL8MADDxR9bcDdsGjRIlRVVQFw8TtYAYiGERE1NTXh+++/xzfffINz584VbUrh9+QWjiJuBqc7mgrzYePL4aassDzGWNFXb/KRtHz5crz55pvYvn076uvr70ocjmVZGBgYKClQ4cR/MuLxuLiwynIbAG+obdvU1NSEkydPYt++ffj5559hmuaE/BY3gYWNKPX9D+OTlncSV5bloiWKfD4vzOGKFSvw3nvvYceOHaipqZmVOJxQKIS6ujosXrwYN27cEPUcX2+gtNlbs2YN6urqxj4z24pNB766GovFcOLECbS1teH06dO4ffs2bt++PSEhOZ2s8Z0ay0eLJEmwLEuMnFwuh1AohLVr12Lbtm1obGxEQ0MDHMeBLMuu9QERUTKZhK7rE75dZrxYpdrH17iYG1fPTCEiSqfTGBwcRGdnJ86fP4/29nZ0dXXhxo0bGBkZmdEu0cJO4EsKmqahvr4e8+bNwyOPPILVq1dj1apVaGhoQCAQED7UK9z3yjqOQ5ZlIRaLobOzE+3t7ejp6RE3n12/fh2JREIkO/kosywLiqIgHA4LZ/3www9j6dKlWLRoEZ555hlUV1eLrc7344J0izlXccuyyLIssYvWsiyRZefmq/CLPLgT5gHDv0LOuXb5VDj/AzG49+TZEPtxAAAAAElFTkSuQmCC","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":355,"y":47,"width":115,"height":130},"scaled_width":20.59,"scaled_height":23.28,"actual_filled_area":296.2,"bounding_box_area":479,"exact_perimeter":111.09,"approximate_perimeter":102.04,"convex_hull_perimeter":70.53,"perimeter_pixels":620.416305603427,"original_contour_points":220,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.13,"compactness":0.3016,"perimeter_to_area_ratio":0.3751},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":9,"position":{"x":174,"y":2,"width":22,"height":172},"scaled_width":3.94,"scaled_height":30.8,"actual_filled_area":109.66,"bounding_box_area":121,"exact_perimeter":68.44,"approximate_perimeter":67.9,"convex_hull_perimeter":68.32,"perimeter_pixels":382.2426406871193,"original_contour_points":8,"approximation_points":4,"shape_analysis":{"aspect_ratio":7.82,"compactness":0.2942,"perimeter_to_area_ratio":0.6241},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":10,"position":{"x":17,"y":2,"width":130,"height":172},"scaled_width":23.28,"scaled_height":30.8,"actual_filled_area":633.76,"bounding_box_area":717,"exact_perimeter":105.24,"approximate_perimeter":100.91,"convex_hull_perimeter":98.8,"perimeter_pixels":587.7645019878178,"original_contour_points":120,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.32,"compactness":0.7191,"perimeter_to_area_ratio":0.1661},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-07 11:58:58"} 
[2026-04-07 11:58:58] local.INFO: Nested area calculated {"data":{"nestedArea":5515.5104},"timestamp":"2026-04-07 11:58:58"} 
[2026-04-07 11:58:58] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"b89a0833-1531-4620-9ca6-5ff2685c7333","height":23.28,"width":20.59,"perimeter":113.57,"area":306.43,"image":"data:image/png;base64,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"},{"id":"4a51ceb9-38ee-4dc3-8c3d-31466fb7330d","height":23.28,"width":19.34,"perimeter":113.88,"area":169.66,"image":"data:image/png;base64,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"},{"id":"11e32547-8409-4a39-9ac4-a39da442ee86","height":23.28,"width":18.62,"perimeter":130.26,"area":197.15,"image":"data:image/png;base64,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"},{"id":"be15fb89-8e8b-48b9-889d-ff82f2611cb6","height":23.28,"width":20.41,"perimeter":113.42,"area":305.59,"image":"data:image/png;base64,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"},{"id":"37236e9f-c2a6-4169-b3b4-10e6b9de9aeb","height":31.33,"width":19.52,"perimeter":100.88,"area":420.24,"image":"data:image/png;base64,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"},{"id":"5654890e-65ab-4fa1-85c8-7f8e5ada30cd","height":31.87,"width":27.04,"perimeter":159,"area":262.68,"image":"data:image/png;base64,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"},{"id":"e6b82efc-7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"},{"id":"52bf4189-f5fd-449f-8df7-734f33797f86","height":23.28,"width":20.59,"perimeter":111.09,"area":296.2,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-07 11:58:58"} 
[2026-04-07 11:58:58] local.INFO: Number of letters detected {"data":{"noOfLetters":11},"timestamp":"2026-04-07 11:58:58"} 
[2026-04-07 11:58:58] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1244.0900000000001,"perimeter_in_feet":103.67},"timestamp":"2026-04-07 11:58:58"} 
[2026-04-07 11:58:58] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[296.25,306.43,169.66,197.15,305.59,420.24,262.68,187.09,296.2,109.66,633.76],"actualFilledAreaSum":3184.71},"timestamp":"2026-04-07 11:58:58"} 
[2026-04-07 11:58:58] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":22.12},"timestamp":"2026-04-07 11:58:58"} 
[2026-04-07 11:58:58] local.INFO: Average character height calculated {"data":{"avgCharHeight":26.110909090909093},"timestamp":"2026-04-07 11:58:58"} 
[2026-04-07 11:58:58] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":929.0,"originalHeight":417.0,"ratio":2.2278177458033572},"timestamp":"2026-04-07 11:58:58"} 
[2026-04-07 11:58:58] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"166.34","otherDimensionOfSign":74.66},"timestamp":"2026-04-07 11:58:58"} 
[2026-04-07 11:58:59] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"15969\" height=\"7168.001076426265\" viewBox=\"0 0 929 417\">
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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":545,"y":285,"width":115,"height":130},"scaled_width":20.59,"scaled_height":23.28,"actual_filled_area":306.43,"bounding_box_area":479,"exact_perimeter":113.57,"approximate_perimeter":100.48,"convex_hull_perimeter":75.99,"perimeter_pixels":634.2741699796964,"original_contour_points":236,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.13,"compactness":0.2985,"perimeter_to_area_ratio":0.3706},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":304,"y":285,"width":104,"height":130},"scaled_width":18.62,"scaled_height":23.28,"actual_filled_area":197.15,"bounding_box_area":433,"exact_perimeter":130.26,"approximate_perimeter":109.16,"convex_hull_perimeter":69.36,"perimeter_pixels":727.5117600329327,"original_contour_points":329,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.25,"compactness":0.146,"perimeter_to_area_ratio":0.6607},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":172,"y":285,"width":114,"height":130},"scaled_width":20.41,"scaled_height":23.28,"actual_filled_area":305.59,"bounding_box_area":475,"exact_perimeter":113.42,"approximate_perimeter":100.14,"convex_hull_perimeter":75.88,"perimeter_pixels":633.4457428549499,"original_contour_points":238,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.2985,"perimeter_to_area_ratio":0.3712},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":678,"y":240,"width":109,"height":175},"scaled_width":19.52,"scaled_height":31.33,"actual_filled_area":420.24,"bounding_box_area":611,"exact_perimeter":100.88,"approximate_perimeter":94.44,"convex_hull_perimeter":86.89,"perimeter_pixels":563.42135623731,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.61,"compactness":0.5189,"perimeter_to_area_ratio":0.2401},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":237,"width":151,"height":178},"scaled_width":27.04,"scaled_height":31.87,"actual_filled_area":262.68,"bounding_box_area":861,"exact_perimeter":159,"approximate_perimeter":140.38,"convex_hull_perimeter":95.23,"perimeter_pixels":888.021428024811,"original_contour_points":382,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.18,"compactness":0.1306,"perimeter_to_area_ratio":0.6053},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":228,"y":50,"width":101,"height":127},"scaled_width":18.08,"scaled_height":22.74,"actual_filled_area":187.09,"bounding_box_area":411,"exact_perimeter":117.83,"approximate_perimeter":112.56,"convex_hull_perimeter":77.49,"perimeter_pixels":658.0660171779826,"original_contour_points":107,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.26,"compactness":0.1693,"perimeter_to_area_ratio":0.6298},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":355,"y":47,"width":115,"height":130},"scaled_width":20.59,"scaled_height":23.28,"actual_filled_area":296.2,"bounding_box_area":479,"exact_perimeter":111.09,"approximate_perimeter":102.04,"convex_hull_perimeter":70.53,"perimeter_pixels":620.416305603427,"original_contour_points":220,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.13,"compactness":0.3016,"perimeter_to_area_ratio":0.3751},"image_base64":"data:image/png;base64,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zzpwuwMpgcEWNi63nfvn24/vrroSjH5lcVy79oNCoAzZ+4YBgGfvaznwGYBLD9/f247LLLxI0KATRZYIPBIF544QXho+YzbDoAG4/HR0S5kskkstmsMAABYPPmzT6bopgkAWvG/Bg0ry4IBoNobGzE4cOHJwas4zhYv349qqqqRE/hykUikZKBXblypWCGDNbg4CCAqT/GypRMJoWE5ksxG1krVqzwzZsaj3+shjVN83UKkowpRVHw6quvTixgAQDXXnutCNDnLz4aC0i5h+UHInRdRzQaxe7du0XGBPAHAo5HhuZEEwPNr//973/FPCwifzy5GF6OFge4/fbbARRWx+po4H7++eeUyWTIdV3Sdf3YH9RR/+Ij27bJcRzSdZ1UVRX7Qtx///3U0NBA0WhUXKtpWtH3nQ7E/OLXJUuW0A033CBWz5dKgUCAXNel9vZ22rFjR3F/AobW2siWmJxGoiJ7GL/nWREsvbzymynf2Wf1NZ1Jbg+HQdevXy94U6rEysGixx9/HMBIqR0hJp7n0dNPP02e51E4HCaiIelTFIU0TSu2cwgJzOVy5HkeeZ5HV1xxBTU3N4u9IniDEN7jgWj8iWzTgeT2OI5DRESLFy+m6urqonk4Ftm2TYFAgADQ66+/LjZDGZO+/vprNDQ0iIhJMXOQRivsaHP597//LSaWFerdlUicvEgkEli1apXwS0sdY9knbmxsxNGjR8eWWADYvHkzdXV1kaIovp6AYSkrZizkazzPI8uyCADFYjG68sorxV5LTIq040slEYY1kjK8q00kEqFVq1aVxZbQdZ1SqRQ5jkN9fX30xRdfUH78eMRT3n33XdI0Tcz9zd8bqZiKeZ5HhmH4tue56KKLyLIs8jxvBLhEJOb8VgLAruv61DHT8uXLKRaLlXx/WZ3btk2vv/76CL75UHJdl7Zt20a8A1ptba3vZoZhiDFjPAoGg+LBpmnSihUrxGRtVVUFkKIiw99XwhjL9oiu65TL5QTTm5ubqb6+vuT7Z7NZ0nWdAoEAERFt2LBhpADKH7788kvaunWrMJb6+vrEb67rFjdID1M8Hhfb2TU1NdFFF10kZu8jb+OtSqP8drGrR0S0dOlS0aHljiy7lPnEmk/WgI7jUDabJUVR6H//+58PKyIJWMdxsHXrVuru7i65YVzJZDJJmqbR6aefTvPnzy+ogiuRFEURQGqaRpqmCQCXLVtGwWCQAIhOTjQ5G4P56bouHTlyxPebAFbTNHr//fept7d30g1icl3X12vPOeccqqurI6LKM5JGo9G02/Lly6m5uXmEVLNhOhEtxte6rks7duwgSMz1qeJPP/20+JqPQRjeYZQfesYZZxARiUjUN4FkphMd69CnnXYazZkzh1RV9RlBPDwV2/HloQwAbd682fe7ANZ1Xfryyy/LYo5zBXkjygULFpDjOBVjHBVDbIDKG2zatk2WZVFLS4uwnCdra8idQFEU2rZtGyUSCfG7EJ/Ozk7q7OwsqTFMmqYJH05VVWpsbBTvuTGVTLxMksjvHrI30NDQQETkA4YldiLE2kBRFNq9ezd99dVXx57Fbw4dOkSZTKYsY6Bsejc2NpJpmqKhxewZPN2JeSgDTDQktYqiUEtLS9mfeejQIdq7d6/4LIAdGBgY+qIMqpgbFg6Hae7cub6xgFVUJRPzkBcze54nAj6KolBDQwPpuj7C3pjI+Jr/v3g8Tp2dnfTpp5+CaBhYz/Pw0UcfFXzAZNSmZVmiYXV1dTRr1iwiGnKs5XGlUlUyt4vTa67rihXsnufR4sWLRciRiEQ0Kt+bGOv+HK4lImHPfPLJJyIdqhMN+Zv79+8vW8Oy2ax4YDKZpL1799Ls2bNFgELeqqBQaLEcGZCTSbLfSnTMlWHjsaOjg8LhMGUyGbJt22f0FCO1+fF1AJTL5WhwcFDwXiciGhwcpG3btpWvZTS014TjOLRp0ya66aabhFVIRCIUVgjUSiA5+M+FJxuoqkqdnZ1ijwsmRVEoFApROp0uGGeWSd46X/4ukUgIG0YnIspkMrRnz54RF5dKDGZ7e7uovGmaAuBKAbIQ5Ussg6uqqu+4GPYgiIZwGA9Uvp/8yhuncKSPaHiMtW2b+vv7fQcplEKWZZHjOGTbtngQPzybzY57KMN0p3xpZXeGEx+aplEsFvONs0Q0Yd7L13ueJwxgomGJTaVSlMvlxABfKrGeJzpm4nPh6FOlqmEiEunH0XLNnudROp0Wn9mKZnU93nZJRP4ABb/29fX5VXE8Hh+RRisHBYNB0UgGtFDqr5JAZSpk+cvfyYLEQ5bneUWlRVmt5wthOp32q+LBwUExL6lcjSIaklyWXp6JmMvlRm1wJZGsetnlcRyHcrmckFD2Y2Uw2YUZ794yyV4E/18nIkokEqIHsENdaqOIjo0B3LP4tdyaYarSaJqIjUfu9DI/5GFsLJJ9Y+arPJRWzmTeGfLRDLAVSjPAVijNAFuhNANshdIMsBVKM8BWKOlEJIITHCsulMgdiwrNo2VH3DAM4ZvxacqVFow40cRpQMuyKJVKCezkhIJO5F+fOpm5N/kkH5/NoPI95aOyZ2hyxBPQU6kUGYZBkUiEEomEmCxHJAHLyy/KQZlMRtyLU3UYPuB+hkonGSfXdWlwcFCEKznPqxP5lxCUizzPo/r6elq0aBEpiiKSzIFAYAbgEimTyVAgEKBgMCh2HQiFQrRo0SKxptk3m4qzBuUA2DRNuu2222jt2rW+HiYffD9DkyOe86SqKmWzWUokEhSNRklVVTp48CARDQPLjOYEQKnA1tTU0MDAgEgqKDPW0gknlYgoEokQEZUt0d7X10ee541YATZDJ45UoqH5v4FAoKyzA3lGojxTYIZOHAlgdV2nbDZb1rU7H3zwgVgAPUMnlgSK8p4JJd9Umgk/QyeHVCKiaDRKTU1NZb95MpmcUcUniVQiooaGBlq6dGnZljmyATY4ODhipfUMnRhSiYZmEy5ZsqTsMVzbtmn79u005Y+qrkBSiYgURVHmzZvn2xOhVOIw5QcffDAz1p4EEsbTwoULiag8c3xllf7ee+/5Fh3N0IkhAez8+fPF/nylkhx33rFjByWTyZLvOUMTIwFsOBwW60kmSvn7EPEWNZZl0eDgIO3bt6+cdZ6hIkgAq+s6LVmyRCxxLAdls1lKpVK0c+dOSqfTMwbUCSQBrG3bdOGFF5YtCS5b2Bs2bKiojaanA/m2A7rwwgvLBgAAsiyLdF2nDRs20IEDByiVSs1ILQ1tDdHV1YV0Ou3biLucz/A5rnv37sWKFSto165dvosm+kzOEpmmKVaQ/fKXv6SHH374G5/C8zwP//znP+mJJ54g13Wprq6OTjnlFFqyZAlVV1dTW1sbtbW1UTgcpmg0KpacDi+SLpp3vgsTiQRuu+02evHFF30XTaYzySlAwzBozpw5tHv37hlgPQ8rV66k//znP0R0bA5YIBCgbDZLtbW11NjYSNXV1VRfX091dXVUU1ND9fX11NTURLW1tdTS0kKRSITC4TBVV1dTJBIZm6/ZbBZPPPHEhI5fKaZEIhFomoa333677CpnOhEAbNy4UewazgcY0jCf5CNcVFUdcQaDqqpi5/cFCxZg2bJluOOOO7B27Vo888wz6OvrG523GzduLBlYrpy89Xw4HMYtt9xS3oNtpxklEgmsXr0aREOHNdIwv2KxmA88fq8MHwzBh2XwlvNExw4xVJShk6ZbW1vx4osvjs7bnp4eNDU1idOx5AN88h88XjEMwwduQ0MDtmzZ8o0E1vM89PX1CUksVRvKwkNEmDt3Lj777LPCu58SDa2IvvnmmymXy4ltBXiSG9HExltexc3/6e/vp/Xr19M3UR0rikK//vWvyxIn4HHZMAyxAHrp0qV06qmnjv4n13UxvG2bONRWVgHFSqx8Lpv8nk92LsvhttOEbNvGgQMHMHv2bHE+XSkSy+fu8MmWRIQ//vGP49sv6XQaS5YsEYfnFTpcabzCYPIxm/KR1tdccw0cx/nGAJtKpfDggw+KsbQcqpgLG1zt7e3j89N1XfzqV78C0bED9IiKP3tHvobHWaJjx5VGIhG88sor3wgLOZ1O4/PPP0d9fb3P4i0FWDao+P/f//73kUgkiuNlR0cHZs+e7VPBDMx4RT6ESZb4QCAgjLHly5cjmUxWPLAAxJntRDTicGWaBLCMA0vrCy+8ULyQpFIp3H333b5xVZbesQpfL5/BRuR3f3Rdx1NPPYWBgYGKBTeZTKK9vV14F/IZgaUAy8Kh6zouuOCCsf3XfLJtG6+99poPoGLHVy5sfGmaJgo3TNd1BINBvPTSS8jlchUHbiqVQmdnJ1auXCn4dsopp5QFWJL4e88990x8SOvv78cNN9zg0+eyo1xqxQzDgGma6O/vr7jAheM4WLNmjU/LTdTwDAaDI05+5mJZFmbNmoWtW7diwnPKAOCtt97yjQ1Uhh4n/y8Wi+Gss85CZ2dnxYALAOvWrcPs2bN9oMpu41iF7RI2tkzTFIWkMfYnP/kJent7J8czALj88st9PakcEstqmssPf/hDbN68edpbyiwMixYtGiFhRMXHAYLBoOAvx9r5N13XYVkW2tvbJ+822raNN954Q5wVXg6rjhvIasqyLKiqiuXLl2Pv3r3TFtze3l44joNLL71UAMC+60R5xddrmuYzuthwuvnmm0vnUzabxc033wyiIcu4XJETKtCTV65ciYMHDyIej08rcPlc3KuvvtoXjCGpIxc7xsrXyfcIhULQNA2tra348MMPSwc2nU5j27ZtaGtrOy6qmN+zBK9YsQI7duyYNpILDB1JfuWVV4o2RaPREW1maRuvFJJW2Qi79957y8cbAPjzn/+McDhcNquY70VEaGxsBNGxFNa8efPw/PPPAwCm8pQa27bR0dGBefPmwTAM0UkjkYgASQ7sTIRngUBghKt58cUX45NPPilvp3ddF1dccUXZHOz893LEioZ7/Zo1a9DZ2TnlpNfzPORyOaxbtw719fU+l1BRlFGTIIVcl/wyWoQvEolg/fr15efFwMAAdu3ahdbWViFx/FA2zTkQUaxpX6homuZTPT/4wQ/E7IuTDTDXob29HTfeeKOoY1VV1YQDOFzyJzbISRO2aVRVxVVXXXX82p9Op/Hiiy+KRjC4hmGgublZAFMKsFxM00R1dbX4fOONN+Ldd98FgBOe9nNdF47joK+vD7/4xS8wd+5cEB0zaLiO+W5cMSUfWDnsytcsXboUO3fuPL4d23VdPPDAA0JdyoM9v5YDWLlomgbLshAMBvGd73wH//jHP+A4znGXYH7Gzp07sWbNGliW5dMm3GbLssS4OtGSD6xlWQiHwwLYaDSKf/3rX8dfW6VSKQwODuKqq64SPYvn4ITD4bIAyxahaZowDMOXVOZnnnfeefjtb3+L3bt3i7m55Wh8NptFJpPB0aNH8dZbb+GnP/0pFixY4GtTJBIRjA8EAkWNnaOVQnPMWBUrioInnngCmUzmxGgox3Gwa9cuYc0ahoFQKARd10sGloMhXCzLEvcMBoM+dceWY2NjI1avXo1XX30VXV1diMfjQqLZHZEnZ7Pxw59ZzX711Vd4/vnnceutt6K+vl5kZvIzVLLUsn3BdZ1oe8eaPHjnnXdOKgNW0hzfZDKJ7du30y233CImmcubgHGZDCmKQsFgkGzbJsdxxP6MfDACbwrJa28tyyLP8yiXy4ldcOrq6qilpYVaWlqotrbWt3EY72jT09NDhw4dosOHD1NPTw+l02lSVVVsNqkMnzDCm4eapin2hwwGg5TL5chxHLIsi0Kh0KS2QMqfEsybXV5zzTX03HPPUVVV1Ymfjw0AH330ERoaGnyWcbkklscczirpuo5oNFowukMFJIatTFmqSNIwnEHh7+V4OEunruujSuVkx9X8OspFVVWceeaZJz92DgCbN29GOBz2qc1SY8kyM3Vd91mJPJ+WP8tJfP5d9i3l68Z7diGVyABzHeTON5pfXmzJB7a5uRnvv//+SXftiIgok8ngww8/FD4uSxjlNULu4XJQu5KKZVm+jsFJDqJjoUHuePnSf8opp2D//v3Fz2E6EQQA77zzDmbNmiUAM00TgUAA0WhU+LyapolpmDTcqEAgUPTUm+lQdF0f4eNykX1zvpaIcPbZZ6OjowODg4NTB1Qmx3Fw+PBh3HrrraLicuNYFbJ1W05fd6oUHgLktpmmiaqqKmHR19XVoba2Vkjuj370I+zZs+fEuTWTIQDI5XJ49NFHEQqFoCiKUMH5Ybf8sbQcxsjJLrImkg0/BjpfM/385z+fEuHSogkANm3ahGXLloHomMFRXV3t80V5Xk+ljbk85LClyz4+/x4KhfDkk08il8tNvwl9AHDw4EHcdNNNogcTHVtGONHMx3Qp+ak6WUrD4TC+973v4eOPP54+UlqIWM0888wzuPDCC33qVm5wLBab0Gq+qVxGG16+9a1v4Xe/+x26uroqZ5kLACQSCTz55JOYP3/+CAZUmhrmVx52Vq5ciS1btkxvKR2LOJ951113iUnU7B6QBLJpmsLClMdhvkZeQpKfICjkR8tTTfj/nD+W/18objtWPLfQ3F95tfoll1yCl19+GdlstnJBZeLg+4EDB/Doo49i1qxZgvljSS5b0fkT19lQyQeukGo3TXNEtoiD/fK9Cz0/H1QOS3I9AoEALMtCNBrFddddh02bNgEAstlsZQNaiADg6NGj+NOf/oRly5aJNBgvA5Ed/XyGM3hj+cOjAS9bqvL/+XvTNGFZlm9GA9HIHDS/j8ViWLhwIW699Va88cYb08uFOZ7kOA4GBgbw5ptv4p577sGpp55aEKjxwOC48USCH7yaUJ7uIxdW4/lJdk3TEAqFcPHFF+Ppp59GT0+PSAOeOM6NpCm5NQ9Pe8nlcnTo0CHatGkTvfLKK/TBBx9QV1eXuE4+uk3eEkEmTu9heGt8AGQYhkiVcSpQPr2ED71Qhs82yD+ypqGhgRYsWECXXnopXX755XTeeedRbW0t/2dK8HRKVGI8AoDu7m7av38/HT16lDZt2kS9vb104MABOnDgAHV2dlIymSTXdUlRFLIsi2zbLniQPYMlk6ZpIu9KRGLbQdM0qaamhlpbW+n000+ntrY2amxspLa2Npo9ezY1NzeTpmlkGMaU4+OUq9B4lMvloOtDB3xlMhnq7u6mvXv30vbt22nnzp3U2dlJ/f39FI/Hqbu7m/r7+ymbzfoOYwwGg5TNZgXwfCZCS0sL1dTUUCgUooaGBt0/DUUAAABFSURBVJo/fz4tXLiQ5syZIxL1E9kd7WTStKhkMbRjxw7IUue6rpj1wKrVcRxyHId0XRfXySqZX2Vtunjx4orh0QxVAP0fO/8L+jjfVQsAAAAASUVORK5CYII="},{"id":"b89a0833-1531-4620-9ca6-5ff2685c7333","height":23.28,"width":20.59,"perimeter":113.57,"area":306.43,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHcAAACGCAYAAADn9xU2AAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1deXBV1f3/3Pvuve++LRuEPQ2LrLJKrTq2rqWMaF0qWmtLW9SOdazj0Fp1qF3G2p+j1r3SwU5Hp9UO1aFYB6tSC0pBNJUihB0TIkkgIfvy1nvf+/7+gO/h3Jv3kpfkhSSU78yZvNz1nPM53+/5budc4CydsaQMdgX6S7FYjCKRCKLRKKLRKGzbRjKZRDgcRlNTE9ra2tDS0gJFOdVU92/LsqAoCgzDQCgUQmFhIUKhEAzDgKIoCAaDCIVC8Pl8ME0TpmkOi34bFpUEACIi/h0Oh3HkyBHs2bMHVVVVKC8vR3V1NQ4cOIBjx46BL/V4PFAUBbZtd3meDLD0aACApmlQVRVEBCLClClTMG7cOEyaNAkzZszAnDlzMGXKFIwZMwahUAhEBEVRoMgPHQI0pCojk23bFI/HYVkWtmzZgn379mHr1q349NNPcezYMSQSCSiKIkBIpVIgIui6Dk3TQESIx+Oi42Vyg+nxeLocz/QbOAG+pmnwer0IBoO49NJLcfHFF+OKK65AaWkpPB4PiGjQOXxIgZtKpai5uRn79+/Hxx9/jLKyMhw+fBiHDx9GJBJBJBIRHa2qKt+T9lkMPHAKHPffdPdkOmcYBlKpFGzbhqqq4r1erxeJRAJerxdFRUWYNm0aLrvsMlxxxRWYMWMGAoEA/H7/kOPqASciItu2iYjo4MGD9NRTT9GiRYto5MiRBEAURVEcRT43lIqmaRQMBsX/CxcupJ/97GdUUVFB0WiUKNPIOZOITtLhw4dp5cqVNHLkSAoEAo6O8ng8ZJomBQKBIQ9uKBQS9dI0jTRNE+dM0yTDMOjKK6+ktWvXUjwePzNBJiJKJpO0Y8cOWrlyJU2bNo00TRMdwB2j6zqpqjrsOJeLpmnk9XoddeXfl1xyCW3YsEFIrAHp6NNJzKm7d++mm266ifLy8sjr9YqGy0BC6gwGejiAq+s6mabp4GCfzyeOyRwdCATouuuuozfeeIM6OzuHL8hERNXV1fTNb36T8vLyHJ3h9XopFAqRYRik67roAE3TyOPxCNCHOrgej0fUTVVVUX/5msLCQvHbMAxx7K677qLKykrq6OgYPgATEdXW1tLf/vY3Gjt2rGhYfn4++Xy+jB3FHSQDOdTBdRd5gLqVLJ/PJzjY4/GQ1+ulCy+8kN5++21KpVJDH2DbtmnHjh20fPly0aiioiJH403TFJzJHeEGTlEUB1cMVXA1TSPDMMgwDEf9VFUVA9nr9QpQZRHOHF5cXEy/+93vKJlMUjgcHnog89z68ssvU2lpKQGntEWcbLCsFctiujvghjq4XEdZd5AHq6xfyPOyYRjk9XrJ7/eL6x588EFqb28fWvMwEVFHRwc99NBDAkxFUcjr9XYRs30tiqKQYRiO+Yzn6r4+W74vnabO17h1AF3Xu8yr/WmXbD7df//9FI1Ghwa4RESpVIpuv/12MTqDwaAYsf0FN502nek6XdeFWeU2RTK9Px2g/DzudPe9qqqmnUr6U5gp8vPz6Te/+Q3Ztj24ABMRhcNhuvbaa8Xo58r6/X5SVbXf4MpzMnMNmxmsvGQyp5i7ZLEu18c9AHg+dNupfI/8fAa4L21y11PuN+DEHPz8888PnngmImpqaqLvfe97olKhUMghwoLBYM7EMlwd4j7GYrWnDncDm+56Bo4Li/90Iru/bdF13fE/6yJjx46lsrKywQGYiOjWW28lAA5/MFeWxUyuwJVNDC6ZnqmqKnm9XuG+BE4pPXyv+3p5UMpF5vhci2K5sJnEeoWqqrRkyRJqb28/veAmEgl6/PHHCXBqwPn5+V1+52LOlcWpfI47w+v1CnNDFt/sn2Yxbpom+Xw+oejx89mpwh4xIL245Ov70o5s2mmapvg/FAoRAHrllVf6NP9qvb0BOMGxf/7zn/HLX/4SABCLxQAABQUFaG1tBQAUFhaipaUFXq8XlmX15TWnKqlpSCQSICJ4PB74/X74fD6MGDECI0aMwLRp01BcXIyJEyeipKQEhYWFIouC7+d4L4cCU6kULMuCZVmora1FS0sLjhw5gkOHDqGiogLV1dVobm6Gbdvw+/2IxWKO8GJ34cG+kNfrRTweRyKRgGmaiMVi6OjoAAC8+OKLuOCCC3r9zF7HGDs7O6m9vR1z585FY2OjCEwrioJkMglN0+Dz+UTF+HxPsdTuiMEwTRNz5szBwoULMX/+fCxcuBAzZsxAMBg81aA+xk15XrNtG7W1tSgvL8eOHTtQVVWFt99+G+3t7QiHw6I+QOZYcm9J0zTYtg2fz4doNAoACAaD6OzsFOfeeecdLF68eGDjwrZt09133+2YW7MRu25RJisnsueGzSf2xZqmSXPnzqUnn3ySjh07RjINWCNPUjKZpGQySbZt07vvvkvLli2jcePGiSnC3SYWqXycHRa9nZbSOW0uvvhiqqurG7g2p1Ip+te//kWapgmvSiAQyKrybl8xa598XvY38/GlS5fS2rVrqba2lizLOr1KhYt4QJWVldE999xDJSUlpKoqBYNBMk2TCgoKRNuAUxov29D9AVdVVRo5ciStWrVq4AZ1NBqluXPndgEh28rzNbJpIT+noKBAaLGPPfYYHT9+fGi54XAK5D179tBtt93WhWvldrGvub/gstXx5S9/eWD6g4jo97//vWiIbE/2Fly3ScGV1zSNzj//fKqrqxtyoLqJiKizs5M++eQTWrRokYNbZTOrL+7XTOAWFBRQQ0ND7vulra2NzjvvPKGey9GO3oCbzpzh/1esWDHs0lCSySRVVlbSvffeK9rj8XiEd47t1f6AK/u2//73v+e2f4iIHn74YfL7/Y4KZus7drvx5HPcAbfccgvFYrGBGZkDTBw0+e53v+vQHfh3LhQq7uvly5dTPB7PXR+Fw2E655xzHODIQPcWXH6Gx+Mhn89H06dPp+PHj1MymRx2wDKFw2EiIvrOd75DPp9PWBK5UKgg9eGkSZOooqIiN/2UTCbpvffeIwAio4A1ZUhgdVd5d5yTRYzX66X8/HzauHHjsBLFmYiIqKGhga688koCTjj/kQPO5TmcfeebN2/OTV/Ztk3XX3+9EDGye0wOPHdXVFV1BOxlG/fll18e1hzrpng8Tv/9739FeznVJpPfujeFwX7hhRey6jO1pwvKy8uxbds24TnxeDxQVVV4pLJhuFQqhUQiAQAwTVNk7S9btgzXXHMNPB7PGZON7/V6lSlTpuCuu+4CkDsvlq7roq8bGhqEl6zPRET09NNPdxGpQGaneroi231878iRI2n79u1nhDh2ExHR/v37hZTrKYKVTZEl5p133plVv3ULfywWw9atW6FpGgKBADweD5LJJDcAqVRKLKLqjuSFVoqiQNM03HzzzZg1a9YZuYZGURRl+vTpmDdvnjjW3zEsB19aW1vR3t7e4z0ZwSUi2rlzJz799FPYto1YLCZEq6ZpUBRFRFp6ong8DtM0YVkWvF4vQqEQfvKTn2TTpmFNN954IwKBQL+BZaZiUdzZ2Yn6+voe7+uWc9evX4/q6moR2WFSulnbmoksy4JhGIjFYli8eDEmT54Mn893xnEtk6IoypIlSzB+/HgA/eNcBlXTTkRoGxoa0NTU1PN93Z38xz/+gXg8Dr/fD13XxXHLsoSIzbbSyWQSuq7D6/Xi9ttvFzHgM5kmTZqE2bNni//T9VU2sxIrZXz/559/LhTc7qhbcPfu3QvDMNDR0YF4PO7Q0DweT1bzLZPX60U4HMZFF12Eiy666IzmWiZd1zFr1qxu1wNnQ6znMMj19fVZaeFpwbVtm3bv3o1EIgHbtsX2A8ytDCq/lLcZSFd5VVXh9/tFZW677TZ4vd6sGnUm0Lhx47qs7pcVTBa12VAymYRpmgCAQCDQ4/VpwU2lUli7di1SqZSwZ1VVha7rYnJnG1dVVdi2LTRnn8+HQCAA0zRFBkUkEoFt21AUBRdffDE0TTvjuRYADMNQSktLoaqqY/DLXMcM0h2luzeb1KW0w0ZRFNTU1KC4uBgNDQ2iEslk0rEdAZPX6xW7yMhzAQ8I/n3ppZdi8uTJPVbqTKJRo0Y5UpHklCMgOyeHzPW8F0hzc3OP96UFV9M03H777Tj//PNx+PBh1NbW4siRIzhw4ADq6uocYoZObizClZDNpGQyCcuykJeXh/b2dsyZMyerSp1JxGDati3yoQA49tXoifg6lppEhNraWqRSKVJVNaMUzMS5ysmKEQC0t7ejubkZ9fX1aGpqQktLC2pra1FRUYHa2lokk0l0dHSgsbERDQ0NaG9vd2wP1N7ejvHjx+PGG29EKBTKrlfOEOJ5lV2ublCzAZk5XXYiHT16tEfR3O1s3p33KJVKEZ+Ox+OIRCJoampCdXU1Dh48iP3796OiogJNTU3Yv38/brnlFkyYMAGGYfxPzLdMhYWFKCoqwtGjR4UOA5wCNVuNmbdkYmpvb+/RDO1T3vLJl2WsFUcsuOKdnZ3/cxzLNGLECJSWluLo0aOOQEtv0mOVExuYwbIskYPN+k931Gdwu6MzKcrTXzJNE2PHjoVhGMJ9C6DLHlk9kdtDmA3H9zNudJZ6IkVR0NLSIqwGtnFjsRgMw8jqGbKGzVYLgB7vPwvuAFNFRQVqamoQiUQAwOG0yFWsNxOdBXeAKRAIoKGhIe0elANNAzLnnqVT1NLSIoImgNOzNNBgn+XcAaR4PE7FxcVIJpPCS8WiuN9pMlnQWXAHgJLJJBER1dfXY/Xq1YhEIrAsSyhC7MLNxq/cHzorlnNAyWSSmBPr6urwpz/9CW+99RY+/fRTfPbZZwDgyFrpTXJhf+gsuH2gVCpFRISWlhYcP34cq1atwj//+U9s2bIF8XgcsVhMhOfYE6VpGpLJJFKplENL1nW934vTM9FZcHugWCxGuq6jpqYGR44cQX19PZ599lns2rULO3fuRG1trdCGAaezQc42yQTgQAELnAVXUCQSId5qoa2tDY2Njaivr8dbb72FDz/8EPv27cOOHTtw7NgxcY+iKPD5fINY6+7pfwrcRCJBqqoKL1E0GkUsFsM777yD5557DgcPHsSBAwdQWVkpIlucQyY7IXRdh23bsCwLkUjktGi+faEzElzLsigWi+H48eNoampCa2srmpub8dxzz6GmpgbHjh1DXV0d6urqxDkWj+lCcBy94bgshzNZ6x2qefXDDtxEIiF6kjs6HA6jsbERNTU1qKurwxNPPIHKykrs3bsX1dXVIiIjE+eFuZ3wDCx/fSSVSonkQOZ6Bpn9vGc5t5fEe5rEYjGoqora2lrs3r0bjz/+OPbv34/PPvsMR44cQXNzs0Nx4XVM0nMcmQxshshg67ouskhUVUU8Hu/CoXJmCRPfM9D2al9pyICbSCSotbUV1dXVqKysxKOPPoo9e/bg8OHDOH78OKLRKDo6OhCLxbrkIMkJaO4PRMnBcb7GnW8tp8LIJH9uRgafBwyDfZZzJSIism0bnZ2dCIfD2LJlC5566ils27YNZWVlQiPltBL+CJQ7uezkswCgS+qKOxnNbV/ydXLqCoto/p/jryyK3WZLumTBoUSnDVw5LWfXrl34y1/+gnXr1uHgwYMZHejcyek+19bDu7K+Tr42031usZtuOQ0HBuQBkUwmxc5wg0EDDi675jZu3IjXXnsNZWVlOHLkCFpaWsSucIPV+FwREQlQVVWFaZpQFAXhcHhQ2zZg4FqWRYqioL6+Hg888ADKy8uxd+9eJBIJh/kQi8VOe5wz18Qr+XgvSbaJAQibGOj/Ms7eUs7B5XTY//znP3jkkUfw5ptvOl+oaWI5J89hQ9VOzJZ4T0gAwnziZDZWuHq7cC4XlFNwY7EYffzxx3j66aexfv16RKNRGIYhnOOWZYEVKaZAIOAY6cORfD4f4vG440OOuq4LrpUT+E8n5QTcZDJJjY2NeOaZZ/DCCy+gurpapGAmEgmxBMIwDKH5MtjhcHjYi+VoNCrayyYScCJnmR0g7mWYp4P6BS4RUSKRwJYtW/Dggw9i27ZtAID8/HzBnby8JJlMIh6PD3vlKR1pmgbDMASXBoNBnH/++bjuuuugqip+/OMfZxTJAymq+wwuEVFVVRUeffRRvPjiizAMQzSwra3NcS2LKrdNefI5/aj+0CDbtlFSUoKZM2diyZIluOCCCzB79myYpolPPvnktM+1TH0C17Is2rNnD370ox/h/fffh8fjgW3baZ0MrCm6bcXuGusW09l2DG+jxB4k2W5lNyGv3eHz7Lhw27jpbFleV2xZFkzTxJQpUzB16lRccsklWLBgAebOnYuCggJYliXs3vz8fPF8efnI6QC71+DGYjE6cOAALrzwwgENNMske4HkASQ7/Ymoi8+YF4qzk5/vk50inMvE7kV2Q8rv4G3pLcvCvHnzcP311+Oaa67BrFmzYJomEomEI0Fcfg/vGD8Y1CtwiYi2bduGm2++WcypPp/PsUxiICiT54iBZjegvP6GzzHYHBxgIHlg8gCR3Yu6rmPChAmYNm0aSkpKcNlll2HWrFmYOXMmTNMUkoGlBAPL1oDszx7MaSdrcImIdu/ejRtvvBHHjh0TH6iIx+MDru2yUnayHl2Sy9JxLRPfl24AapqGYDAIn8+HoqIiTJgwARMnTsTUqVMxZ84czJkzB2PHjhXilMN/iqJA13XxfyqVgs/ng6ZpjijRQK8o6ImyApeIqKysDFdffbXY3KqlpUUoSL3Z+KQvlM63zBzH2zbwsXTcy5uz2LYN0zRRWlqKc889F/PmzcP06dNx5ZVXwufzdUmZ4UwMnsvlTV74uN/v71I32ewZ6L7pjnoEl4iosbERS5YsEf5gACL1JBAIDPi2QywKk8mkw5XH4pEXNzM3jxo1Sig7Y8eOxYUXXogRI0agqKgIhYWFKCgoENJAVsDkbAxVVQUnMiUSCUfsV94bBIBYPS8Derr0knTUI7htbW146KGHHBuNyd8PCofDAz463YOHd6HLy8uD3+8X3xWaPHkypk6diokTJ2LMmDHIz88XjhMm3p3HrZil23qJNVx2wsjTQ7rr3TvTJJPJAddHuqNuwa2rq6P33nsPr776Kjo7O6EoCrxeL1pbWwXArGEONPl8PowZMwbTp0/HggULcMEFF2DBggUoKSlxXOdWsgAIbZaVIHkxc6a1rrKSJoPGucds6sjbIXA/MIdrmobCwsKB6pIeKSO4RET79u3D/fffj0gkIjqAPUzMub2JtXJsMxQKoaOjA4FAAOFw2CFWuSNt28aMGTNw9dVXY9GiRSgpKcGkSZO6zIsMGFM6oFibdQfW5V3xsiU3x8r7XfCA8Xq9oi2RSKTLBjEyDSRjZAQ3kUjg4YcfduTp9pUYRB4YbPsxsBw58fl8GD16NK644gp861vfwvz585FMJuH3+2GapmPLAFZwhkImhDygZIVusOuXFlwiok2bNmHNmjUA+r8iLRwOo6CgAJFIRIgsACJTwbZtjBkzBj/96U/xgx/8AMCJebaoqKjLtr88P3KdToe23hPJ/eMGd7Bcj0AGcFOpFJ566qmcvcQwDCHG2T5kYKPRKFatWoXly5fDNE1EIhH4/X4EAgEBHCs0zK1um3ewwZXr4xa/rE0PBsBdWJKI6N1338X69esdH0DsD9m2LbiVvUQjR45EIpHAq6++irvuugupVAodHR1ib0PecpCVIXm/SfmLmtnuKzHQ5AaPOTgcDqcF93SEObtwbiKRwOrVqwEgZ94nNinYR2uaJkaPHo2DBw8iLy9PcLGs4cocyuT2JQ+1OLBcNx6Mra2tgwIs4OJcIqJ///vf2Lx5s5gLe7OraCZiLw5vHzBt2jRs2rQJhYWFDtHLwLa3twsXXmtrqwjsy1GcwfbbZiLZFCMiAa5c12y3GuovdUFu/fr16OjoEKI0F0nXkUhEaMULFy7EmjVrBOCGYYh51rZtJBIJ5OXlATiR4VBQUAAAwrE/FOZYN7nnWhlIdwrR6ZQ2XVB76623AJwQi5zklW7UpVtnk+kaeV5ctWoVJk6cCL/fL3Z49fl8QpTJvlrZpuXnuDXnoUDcP5xSI0ecKisrxW/3ABhoDnaAy5/35hin7JTvD/G6m3vvvRfz588XftlcfPJ8KJIs6bL5FsGA1YN/WJZFH330EZqamhz+05y8RFUxefJk3HPPPYKL3Zn6w5l4/ndPXx0dHaioqBikWkngRqNRvPPOO44Ad65Wr9m2jVtuuQVTpkwRIUNd1x0prsOd3G7QVCqFw4cPiw1PBoNEbdra2rBx40YoiiKyCWQHeX9IURTccMMNAOD4vgHHWM8EkjmXzbhdu3ahsbFx0OokwG1tbUVlZWUXp0AufKNf/OIXce6558K2bXi9XuFbDgQCg56tkCuSlSMG96OPPhrU9gnkWFzKWQSqquYkHvmNb3wDPp/PkVvEitRQ8TD1h9wZF2y2ffjhh4NqiwtwOWIja6+cAdFfOu+880SQnLM3NE0T/uYziTh7MhaLYe/evYO66l6AK2fxARDbB/C57gpzJEds5Hs8Hg/OO+88MUg4bKcoinBQdGczDzVyt10m1lU8Hg9Wr16d0dro7hnpiD+vylq5+/N7mUg9+TI6dOgQPB6P41MxfRl1coV1XYdpmg6RbBiGOH+mzLfMBB6PR+wg98YbbyASieTEnGSlk/srmy3wAYlz9+3b169svXSZBrxc0+/3O47znDuYsc5cEvcZK4zvv/++WDeVC3DdHkL5b3fEnAvLssSoA07ZuNlUrid3mpyz5K7gcBDFPREv1SQiRCIRPPvsswAgAiK5eof8N+tv+VmWhSlTpjjWxPRVdMpgWZYlNrl0+6h783WO4UCpVAqGYWDt2rXYsGFDFz94rinrjyN7vV5lxowZXdyOvQ2r8bXytkHxeBy1tbUA4ABYzlQY7sTAtrS0CK6VPyadC2Kpx/3V0NDQ4/PFnOv3+0XstrdraOXPqLgHQzKZxJ49e8R13a2mG67E4vj555/H9u3bHdGsXNvxDG5jY2OP3j0BLu/rIK96y5bcPlUOpvMzKioqumh8fC4XyQCDTUSE48eP45FHHoGmaYhGo44Ehf4SS1LuK1VVRfpOdyRQKSwsFNkOwKlENn5Yd8qPewTJu4ITEV5//XWEw2FHLhWLGX7nUNOaZTtUduzIiezJZBKxWAxNTU1Yvny5I5lAFqO9tWvdxDjI+1JyyLQ7EuAWFxc7PonKBnkuAgdlZWU4evQoNE0T8wRrl8NBodJ1XewWYBiGQ5kxDAPXX3893n//fQBdVyHmQiy7mSpbS0aAO2LECIwZM8ahaueKmxKJBDZt2iTMpUgkgmAwKOzC4UChUEiAmpeXh5aWFiiKgpUrV6KsrAwAEAwGhejkv7lQqtzBG542s546o9EoLV26lEzTJACkqqr4q6oqKYpCiqIQgB4LX8vF6/XS9OnTqba2lpj4Cx6xWIySySSd/G7AkKFUKiVKLBZznAuHw0RE9MQTTxAA8vv9ot38V9d1Rz/2p2iaRgDI4/GIY9OnTyeiLLnPtm166aWXxAN8Pp94cH/B5WeuWLGCiIgsy6LOzk7RSUMdXCKitrY2IiKKRCLU2dlJ9913H+m67uhw7h/5GDNLf4rMaHxs6tSpRNQL0bpv3z7yer2O0ZILcFVVpYKCAlIUhT744APRgbZtE9HwALepqYksy6Lm5ma65JJLCAAZhiH6JxgMkt/vJ1VVyePxOADOVWFwdV2nkpIS6ujoyB7ccDhMU6dOTfvQ/oDLxz0eDy1evJgikQglEgkiIjp69OiQB7ehoYGIiCorK2n27NkEgEKhkACYB7DcB7quC0bJRfF4PKIvTdOkoqIiqqqqyh5cIqJrrrmGCgoKHNzbX3ANwyCPxyM64Nvf/jZ1dHRQNBoloqHPudFolF577TUaM2YMAaBAIOBor2EYoo9yIYbTFcMwxG+/309+v5/Ky8uzB9e2bfrwww8FCD6fT4yYdJyYbZEbzJW89dZbBaD817IswdFEp8S2TLZtUywWo1gs1uOASKVSZNs2pVIpisfjaa93K3ZyfTo7O+mDDz6gyy+/nEaPHt1FPDLQcsezqOZBLjOIPPi5f/sCLgDKy8ujnTt3Zg8ucGI1/de+9jUqLCx0iIP+gCs3RFEUoV0uWrSI9u7dS5ZlUTwed3R6PB6nRCJB8XhcAJQOvGQySR0dHRQOhx0Dww2e/L88aCzLIsuyHO8Nh8PU2NhIzzzzDAWDQSGCuT9M0+wyp6qqSl6vN+1cq+s6qaoqmIUHe2/mZb5W0zRSFIXy8/Npy5YtvQPXtm3asGFDWvHaH3B1XRfizO/3U15eHgGgWbNm0erVq6m+vp6IiDo6OroAGY1GKRqNUiwWcwCRSqW6AGrbNlmW1WVAyJzJ/8diMaGxsx7w+eef00MPPUSjRo3qAp4MhjwHytdomkZer5f8fr9D8qXrE03TBGf3VGRliu/94x//SPLXWrIGeOLEiaRpGpmm2W9wg8EgAXBwgHve+vrXv05bt24VoLW2tnbhOua0RCJBtm0LLoxEIhSLxSiRSDgATSaT4no3d8rU1tZGGzZsoB/+8Ic0YcIEAkAFBQU0btw4Mk2TdF0nv9/fRTQy2Nzh8kDmftI0TUgt7st0z+iuyANEftd9991HkUikd+BGo1Fas2aNsFH7Cy7fw6Nfnn+Yg4PBIGmaRnPmzKG//vWvDiBaW1sdgMgAun+zcsa/3WKYOdq2bSorK6NHHnmEFixYIADoSctlzThbkHhg8zXcB9lyrPvZLOI9Hg/ddNNNZNt2RnAz+q8SiQQtXboUb775Zp832pTJ5/OJhV+BQEAkv8diMbFpCJ/jVX9f+tKXMH/+fFx77bUYNWoUxowZg1AoJFykRCe+LcA+Vnc0CjiV+V9XV4eqqirs2rULW7duxd69e9HZ2SkWcwMnfLW88yw7/k3TdHxPiLdskLNK6GRyIe9L5fP5xO5yADBr1iwEgwrrTf8AAAY8SURBVEHs3LlTHOPwZzZf4ZT7R951fdasWdi8eTOKiorS4pgR3Hg8Ttu3b8f3v/99HDp0yHGut+DKwMrfxeOwWDQaRSAQEMtLdF13ZF+GQiFMmDAB55xzDiZOnIjS0lKMHz9eLPUMh8MwDEP4qdvb23H06FEcOXIEjY2NaG1txdatW9Hc3Cw+MMF1MAxD7NPBwQxOFOQoTyAQQCKRSAsCR2h0XXd8xCKVSiEQCGD+/Pn4xS9+gWQyiV/96lfCD82ULsbtJnkrY5l0XceuXbswc+bM3gfFiYj+7//+LycKFRdVVYXoc4smTdOETQxJDPF98rs1TcsoCmUvEU8BiqKQz+dzzFmymeL1entsWzpx7C78HEVR6M477xRTQTgcpquuukq8N5tnZXq/pmmiHb02h2SyLIvuuOMO8YKioqIu8yjPA3LH9ncQDEbh+VQu8oD2+XyOAcG+ZZ6jTdMkVVWpuLiYnn32WTHPAycY5bbbbnMMWFbQemIeeRDLGrau6/Too4+Kd/SabNum5uZmmjt3rgCQNd1gMJhRwZAHwHApmcCVFSz5N2v/spPmhhtuoPLy8i4dTkT061//2nG91+t1DKBM4KY7znVdtmwZxWKxvoELnFCuOjs7acGCBeLhrF36fD4R4kpn2A82YL0pmcDFSS6T7XSWYKwNq6pKDzzwALW2tpJlWWk7e926dYL7+J5s/QhuO5sHyPTp02n//v19BxcAOjs76dChQzRx4kSHA5s7xTRNxwhO50wf6qU7scyA5OXldQmLLly4kDZv3ixs5kx9ePDgQSouLk7LldnoNLK+IJtuTz75ZN9FMxMR0c6dO2n06NEOXytOjkb55X1RGAa7ZAJXtlW5Yw3DoFAoRCtWrKC6urpuQWWKxWK0ePFiR79wVCkbcN3zPV97wQUX9B9c4ATA0WiUvvCFL2Q0xHOhVQ9G6U4s67rucKHOnTuX1q9fT0SUtQuQiOi3v/1tFwUpmzkXODXN8bzPFkFBQQEdO3as/+ACJ2zgaDRK999/v5iL3HFb/j2cRHMmcHl+BUClpaX02GOPUXNzc5+4ZdeuXeT3+0V/ZSuW5XMceGFPl2ma9Mwzz+SGe4ETo7Curo5eeuklGj9+vCP3ShbPA5GRMFClO84tKSmhn//851RTU9OvTiQiGjlypLDzs9GWAae/msGV6zdz5kxqaWnJDbhMlmXR9u3b6dprr3WIGrli7lAYjzg3V7OYkRvo/p2pE2Rg+H+Px9PFqc9FvtZ9nB0kHOG54447aNOmTQ67ta9ERHT33XcTcMouTlc/d9u6K2wvv/LKK7njXrnCRETr1q2jr3zlKyKA7Q4S8LzlrrgbfLemzY3IpMmmi6/KxTAMMk1TcIvbca/rOhmGQX6/XzynuLiYVq5cSVVVVSI4kYu+CofDtHnzZiotLc0avEztcpdly5ZRQ0NDbsFlYlfb66+/Tl/96leFkc9hr2Aw6HACyMDKcxBr3ulcjN01mL03svmSKcLD59n1iJMgX3rppfSHP/yBjh49SkSU0WbtD8XjcVq5cqVDtHZX3IPaXbj/8vPzac2aNbnnXplSqRRZlkXvvfceLV26NC0IbALIxzNlDcqNkItbtDJHpgOfNd1AINDFrz169GhasWIF7dixg8LhMEWj0YHrHJxgggMHDtDs2bNFUL+7wjlTmQpLr1AoRPfee68wywZ0iV0ikSBd19Ha2opt27Zh3bp12LhxIw4fPiwWjHFmvvztPQ7bEVFWS074Y8scOVFPbrrNz3VHVL7whS/g8ssvx1VXXYV58+ZhxowZIiJkGMZpWXZIRMTbE/e0qrInRuTNZNSTKxNObm98+tZPEhGFw2EcP34cFRUVKC8vR3l5OWpqanD48GE0NTWhpaUFwIlQlmEYiMfjjg9CyX+5wXLD5bCdYRgYPXo0iouLMXLkSEyePBlz587FtGnTMH78eBQXFyMvL++0gTkYNGgNO5kRASJCVVUVampqcODAAVRVVaG+vh51dXWoqalBQ0OD4wPK6cDNz8/HuHHjUFpaiqKiIuTn52PChAmYPXs2pkyZgrFjx4pY7+kc0INNQ6qhe/fuPTFXKIpDLLuBZZK5llfWqSe/A6QoCqZNmzak2neWzlLO6P8BgGfzbIrZngwAAAAASUVORK5CYII="},{"id":"4a51ceb9-38ee-4dc3-8c3d-31466fb7330d","height":23.28,"width":19.34,"perimeter":113.88,"area":169.66,"image":"data:image/png;base64,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"},{"id":"11e32547-8409-4a39-9ac4-a39da442ee86","height":23.28,"width":18.62,"perimeter":130.26,"area":197.15,"image":"data:image/png;base64,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"},{"id":"be15fb89-8e8b-48b9-889d-ff82f2611cb6","height":23.28,"width":20.41,"perimeter":113.42,"area":305.59,"image":"data:image/png;base64,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"},{"id":"5654890e-65ab-4fa1-85c8-7f8e5ada30cd","height":31.87,"width":27.04,"perimeter":159,"area":262.68,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJsAAAC2CAYAAADOU/9kAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1da3AU15X++jlPjR4IEA9ZWCYGDFiAsdksNgRYb+JA2djO5rWbxE5csb3lzaOSyiZeu+JsXHGSZRcnjmNv7CqyrkrWebDxsk4FHBIHpxzikJiYt4kQIIERQggxGmme3d/+kO5192gkJE3rMai/qltqzfTc7r7363PPOffccwEfPsYIynjfQCmAJG3bhqqq4n/kcjkAkJ8NBNu2oWma6zxFUSZlu0/Khx4IlmXRtm0kEgl0dHTg4sWL+POf/4zz58+jvb0dFy9eREdHB86ePYvz58+jp6cHoVBo0Drr6upQUVGBqqoqRKNRhMNhVFdXY86cOaipqcGCBQtAEpqmIRAIXNb9cVk/3GBIp9Ps6upCIpHAuXPncOLECTQ3N6OlpQWNjY148803cfr0aQBAT08PgF4ppqqqlGpDhaIoUFUVlmUBAKLRKGbNmoXp06cjGo1i6tSpuOaaa9DQ0IDZs2cjGo2ivLwcFRUVl5UUvGweZDCQpGVZUFUVqVQKR48exUsvvYTf/e53+MMf/oDOzk5JKF3XYZomMpkMcrkcNE2TJFFVFYqiyP8Nw0A2mx302qqqgiRIys8EfxRFcdWnKApIYtq0abjppptw0003YcOGDaiurkZ5ebk4p2T7rGRvfCiwbZutra147bXX8NJLL2HPnj04fvw4Ojo6QBK6rsuOFnCSYjyQzyVd11FbW4slS5Zg1apVeNe73oXFixcL4pdU/5XUzV4Ktm1TURScO3cOf/rTn3Do0CH8+Mc/xtmzZ9HW1oZUKgWgl1CKosAwDGQyGVcdE41s+fcza9YsrF27Fh/84AexZs0a6LoOwzBKjnglC/bh8OHDfPjhh7lgwQKqqkoArqIoCk3TdH2nKIqr5P9mrEuh+9E0jeFwmOFwWJ5nmiavuOIKPvzwwzx8+DBJsrOzc3zflMsZJHns2DFu3ryZN9xwA4PBoKvTVFWlaZrUNI2qqtIwDBqGccnOHc+Sfz/59yuKpmkMhUIMBAIEwNWrV/OVV14R751POq9Aki0tLdyyZQuXLl3KadOmDdghhSQcHFJuopMNfVIsGAxS0zTXOeI3uq5T13UqisJly5bxRz/6EXt6enjhwgWfdCOBeGNPnDjBb3zjG1y+fLl8q9FHrEgk4vosEAhQ13Up0QzD6Ee+UiCbkMrOZy30EgUCAfn5nXfeyQMHDjCbzdK2bZ90QwVJ7tu3j/fccw8rKipcDVxRUUFd110d4SQcHJ2oqipVVXWRaqKTLZ9Uuq4zGAy6yBeNRmUbOM83DIMbN27k7t27/aH1UrBtm+fPn+e3vvUtNjQ00DAM2QmapkkdTeg2mqbJDhJvfyEpkE+8iUw259CZL5l1XXf9L9pD13WGQiH5+ZVXXsmvfvWrPH36tE+6fJBkPB7n//zP/7C2tpbRaNQluUQH+OXSxTkE33TTTdy/fz9JsqenxyddMpnkrl27uGbNGgJgOBweUMn3y9BLVVUVw+EwFUXhww8/zL7ggslJuGw2y/b2dj766KOsrKykpmk0TVM2lhhSnEOdL+EuXZyjglAfFEXhhz70IZ48eXLyDask+ec//5m33HILg8EgY7GYq8FUVXWZ987PMcqddTmUiooK+WKGw2EGAgGGQiEuWbKEP//5z5lIJC5/wgl3xhNPPOF6A9HXKEK590k18uKU/sKIcn4/ZcoUbtq0iSSZyWQuT9KR5PHjx3n//ffLRpk6daokWiQSIdDf4hLn5g+pfilcFEVhOByWrhHhGjIMw2Wxfu5zn7s8DQeSfOONN3jzzTcTgGvYzPeMa5om/4rvB3LQ+qV/cfogg8Ggy1EMgKFQSH521113MZvNMh6PXx6EI8lnnnmGM2fOdJFLSCvDMKQnXBBMEA4ToPNKsYhRAoBLygnCCSe4YRi899572dPTMyqGw5iGpaRSKT777LP47Gc/i2w2i1gshkQiIcNoin0+TdNksGN+nJoIVBQY7Jqmacp1BjU1NaitrUVNTQ1M00RZWRlmzpyJqVOnQtd1aJrmCrTUdR25XA5dXV3o6upCS0sLLMtCR0cHmpub0dbWhmQyiWw2C9u2ZaCmuH9VVV0BmSKgEugNxBT3Jn5/qZCkoUBVVYg1FiRx991343vf+x40TfM0dEn3qqJLoc8QwKc+9SlEIhEEg0HE4/FLLhi5FMLhMJLJpGxkZ3xaVVUVurq65DVyuZwkoaZpMAwDqVQKuq4jGo0iEAigsrIS8+bNw9KlS1FfX48FCxagpqZGkkuEeAODR82m02lms1mEQiGoqoru7m40NzfjyJEjOHDgAPbt24empia8/vrroi7Ytg2SMAwDtm3DsixJ4L46ZUwe0BspPNwQ9UIwTROKoiCXyyGbzeL73/8+AoEAvva1r4EkSypWjiQff/zxfrqEUP6LnSpyDrmGYbCsrGzA0Jz8+cZVq1bxi1/8In/zm9+wo6ODfYteRjVUR1h+Fy9eZDqd5u7du/mP//iPrKqqks8TjUZdlqMzAqS8vFwOfcVOt+WrJ06j4d5772VXV1fpGA2JRIJPPfWUdMoKSwh9ukSxZHN2iNNC1TRNdkogEJDfTZ8+nbfffju3bNnCw4cP89y5c0yn0+Pq3Ozp6WEqlWIymeTu3bv5wAMP8Morr6SmaZwyZYpLd3U6up1zxcW+sIJkpmlKg01VVT7wwAOl4fglyU2bNkl/mXNiWUwaF0s2p6UqigiYhIOMtbW1/MpXvsKjR48ynU5PWJ+SkKoHDx7kl7/85X5Wt6IoLndQsWQT5BXRwM5riHP+67/+i9lsdkK2F4Beon39619nWVmZbBjxxoghwElCL3xmznrEcLlo0SL+9Kc/lcPi+fPnJ26jOZBMJuU9P/7443zHO97BQCDgCg0XMyrFkE0EkTrrRF8fifoqKir4+9//nl1dXROv7bq6urh582aXyQ30mt1ipkA4cIslmzMU3Dkt8+53v5s/+tGPmEwm2d3dPfEaaRggyebmZj7wwAMsLy+Xw55QDYodRqPRqMsHB7ytB4tRYvHixWxpaZlYEo4k//u//1u+gaJBnAq706/jhWRzNlR9fT0fe+wxnjhxojR0jSFCDK+7du3iHXfc4YrlK4ZszmnCfAkn6hN674TS30jy6NGjnDt37ojF/EDBg/mOSVG/+N40TX72s5/lqVOnJk6DjAKEtbxlyxb57PmBCyKaFx6MHKIOcfzkk0+O/0hBku3t7bz99tvlDXpBtvzvq6urZf3irWxoaOCWLVuYSqUua6I5kclk+Ktf/YrvfOc7JcFCoRBjsZi0LPOjkTECouVb+6FQiHv27GE6nR6/ds5kMvzSl77kIs1Iwq7zz3eu88xfzAKAH/nIR3jw4MFJQzInbNvm0aNHuWrVKhcphJIfi8WKJptoZ/GSA+D69evHz1iwbZvPPPOMHN4qKyv7ifCRks1pXYoHF/Vv3ryZ8Xh8YimtYwwRQn/jjTfSMAyXKwMeDaNOVUX0wVe/+lValjW27Z7NZnnkyBHOmDGj3wN5QTag18p0etADgQB/8YtfTEppVgg9PT3s7Ozk7bffLnU1p2O2GLIVyh4QCAQYi8XkSvwxe9BkMsnbbruNAPotTMEA5Bms5J8fCARc7o25c+fypZde8omWhwsXLjCdTvP6668n4J1rSZBNDKOCxKZp8r777mMulxubfujs7OSWLVsIwOV9di6WLZZsoh5N03j11Vezvb19wnr/xxvJZJJdXV1ct26dbEsvh1GnlBNCYOfOnaP/4sfjcR48eJAVFRUut4SISxMxaF4Mo8FgkA0NDWxqamIymfSJNghI8vXXX2d9fb0n1qizb4PBoCvoQVVVfuITn+Bbb701un1Ckhs2bPDkzRGRt86pEvRJS8MwGI1GefbsWX/oHCJs2+a2bdtcJAHcjlqne2Q4/VfID/rkk0+OXt+Q5A9+8ANPQoTyp7SE3if+VlZW8tChQz7RhomOjg5+7Wtfk7MrzvlocTyS/iuk5qxdu3Z0RhySbGpq4nXXXTeiN6NQEeJehAUJopWXl/vGQBG4cOECN27cKFOHoa+thVQTunUxZEMfgX/84x97r0uT5EMPPUSg1+LxwtrJD6MRx9/+9rd9ohWBXC7HX/3qV1y0aBEB97SWcx1CsWRTVZUrVqzw1u/W3d3NAwcOsKamZsRiOL8IfUJM1ItG+NjHPuYTzQOIUC8ArvAkcVws2RRFkX24e/du7xzsJPn3f//3VBRlxDc72AMIK2fNmjU8cuTI2PlwLnOcOnWKixcvli+zWMUGD8gmhIOu6/zEJz7hjYAgexPxBYNBRiIRBoNBOW9ZLNlE7D3Qu0L7hRde8KWahyDJ73//+5w9e7bLWBiJH66QNYq+IXrq1KlsaWnxhmyf/OQnXeO+F/Fo4g0TaxO+8pWvjG9EwWUKkrz11lv7STMvdDYR0AmAL7zwQvFD6Ztvvin9YYLNzpU4Qy0DWTMAeP3115O8DFMATABYlsW9e/fSNE35gntFNtM0ZUTv6tWrB1R/hrRo07Ztbt26Va4rVPqWESaTyWLbAEDv2k8AuPvuu8X/pbNOsUSgaZpSV1eH+++/H9lsFsFgEKZpelJ3NptFJpOBbdtoaWnBrl27MGI1qKmpiQsXLnStuBlpOoSB5j7XrVs3MRdUXEawbZv79+93SbRiJVsgEJA+PPH37rvvHpnObVkWn3jiCZczEA5da7gl/2aFDrhjxw7fKBgDWJbFlStXSt3Ni2FUlLKyMgLgFVdcwfb29uH3ZXd3N1etWiVvTJBspMleCkm2v/3bv528KTfHGGJBUigUGpE3Ib//RKyh0w0SjUb5+9//fnj9aVkWX3vtNQaDwX7OV3HhodzgYDerKApfeeUV36c2hojH42xoaJDSzQvJ5lwYHg6H+Z//+Z/9+nNQAyGVSuHZZ59FKpWSiVts25aJTrwY9dauXYubbroJuq77RsEYoaysDOvXr/ekLl3XEQwGkclkYFkWTNNEQ0MDampqhldRR0eH3MYmP48GMLKctvlvxlNPPTWp1xCMB3K5HPfs2cO5c+cWLdlisRgXLVrENWvW8LHHHuOLL744/OWUmUyGW7Zs8WSiXZAyfyOzhoaG8V+DOEmRSCT4D//wD65+Ejq0U7AUSjE7e/Zsbtiwgf/8z//MHTt2sKmpiZZlXZJgA+ZnsywLr7zyStEPZds2AHdSu1AohFQqhfe///3QNK3oa/gYPiKRCDZu3Ijnn38euVxObvaby+VknwWDQWiahsWLF2P16tW44YYbMHfuXMyYMQOVlZXQdR1dXV2IxWJDUoEGJFtjYyN++9vfFv1QgmTOjIqKokDXdbznPe9BMBj0dbVxgKIoSjwe54wZM9Da2opsNgvDMFBTU4OamhosXboUy5Ytw7Jly1BTU4Np06bBNE2oqjri/ipINsuy+Pjjj6O1tXXkT9MHkTrTsiyZajSZTOK6665DbW1t0fX7GDnKyspw//33o6WlBbquY+XKlVi9erVLuVeUUU5zqqoqdu7c6crtOlJYloVAIIB0Oi2HzFwuh49+9KOorKwsun4fI4eiKEpfVi45BekluYYEy7JYX18/Ij9MoSJi35wBkseOHfMNg8kOknz11VflOgCvgiOdVmlDQwNTqZRPtkmGfk7dZDKJnTt3IpFISOdtURfo09mEoWAYBlasWIFAIFB03T5KHCTlyikvMhsKaSb+hsNhf8XUJEU/yXb27FmcPHkSQG+e/WIhfDYkoWkaamtrMWfOnLFXRH2MO/qRrbm5Ge3t7XITBi+gaZp0f1xzzTWoq6vzpF4fpQUX2foWIAOA9CZ7chHHLi4NDQ2eRYj6KC30k2yvvfaaJ8OnvECfgQD0SrglS5Z4VrePEsa5c+e4ZMkSuURL5IkoxkBwlquuuoqHDh3yDYNJCpdka2xsxKFDhwD0KvRCufcKy5cvx6xZszyt00fpwEW2t956C5lMBqFQCIB7h7tiEA6Hoes6rr32WsRiMU/q9FF6kGQjyebmZgC9EbpD9UyIyfWBiqqqSKVSyOVyuPHGG32XxySGS7K1tLQAwJCJNhSIPTSDwSBmzJjhWb0+Sg+SbLZt4/Dhw64vvSRdRUUFZs6c6Vl9PkoPzmEUYhj10jgQYUWVlZWIRCKe1OmjNCHJ1t3djXg8LifIvZq6FNJx9uzZntTno3QhyXb69GlkMhnXWgEvkMvloGkarrnmGs/q9FGakGR78803kclkkMlkJNmc00zFIBwOY/HixZ7U5aN0oQLA/v372dLSIjPRAG+7NIqFoigIh8Oora313R6THDrQK3lOnz6NVCoFoFeptywLJIseUjVNg6qqWLhwYfF366OkoQK9i1LOnDkDy7JcX3phkeq6jqqqKlRUVBRdl4/ShiTbiRMn+n3phaGQzWZRXl4up8B8TF6oQK9e1dbW5tLRvFKvLMtCWVmZJ3X5KG1IsmWzWZePzUv3R1VVlWeWrY/ShQr06mbC0++1wWgYBsrLyz2t00dpQgV6Q4k0TZN52LyUQrZtIxAIeCopfZQmVAD90ix4TTZN0zyXmD5KDyrQmz7p8OHDkmReLXQRSKfTntbnozTha+0+xgw+2XyMGXyy+Rgz+GTzMWbwyeZjzOCTzceYwSebjzGDdOoahiFDilRVHXK+DzGPOtB8qq7r0DTNk/y8PkobKtBLrmAw6HLq5se2jRTOLOE+JjdUoFf6RKNR1wYYXs1liukqP+rDh5RsYjdj+YWqekYQkYbBx+SGDDEyTVPqbELCeREWrqqqZwlqfJQ2dODtMCChp3kdPNnV1eVZXT5KFwV1NpEMxgvYto2Ojg7PI0l8lB5UoDeaNhqNutwdiqJ4tmNeV1eXTzYfb69BWLhwIbLZLFRVdW22can8a5eCoijo6enxN9nw8bZTt6qqSmYvEjqbFwaCaZpIJBK+3uajl2zveMc7lLq6ulFb9NLe3u7JdpI+ShvS+TV37lzpaxM+MS98Y+l0GhcvXsTp06eLrstHaUOyadasWaO65K4vObS/xGoSQ5KtrKxMbjYr/G1eZZ80TRPHjh3zdDMPH6UHSTbTNCXZnGmzvEAul8OBAwc8qctH6UKSTdM0lJWVyTWeXs6NJpNJHDt2zJO6fJQupEPNNE3U19fLqatUKuXad2ogXEr6ibSpJ0+eRE9Pjzd37aMk4RJd06ZNg6IonutsJJFMJhGPxz2pz0dpQpJNURRl3rx5iEQirg1pvUJPT4/va5vkcEm2BQsWYPbs2XJPd69x/Phxz+v0UTpwkW327NlYuHChJJvXmYcOHjyIbDbr+9omKVxki0QiuO6660Zl+0cA+OMf/4j29nbP6/VRGnCRTdd1ZdmyZaNyIU3T8Prrr+PUqVOjUr+PiQ89/4O6ujrp8vBiGBV1KIqClpYWX7JNUHR3d/MHP/gBstksZs6ciTVr1sA0TbHqzhMFviDZYrGYdFM4dbdC5BsKITVNk9sKHThwAKlUisFg0F/bN4Fw+PBhfOELX0BnZydisRhWrFiB+fPnY+XKlThw4ADnzp0r1xYbhuFN32WzWa5evZoAqKoqVVUten/4YDAoj9/3vvfRsizfSJhAyGQyfOKJJ1x9JvpbVVUahsGamhquX7+e3/3ud9nY2EjbtkmS6XR65H1Jkt/85jcJgIZheEI2XdflA9TX17Ojo8Mn2wRCPB7nXXfdRUVRGAgEGAqF+hEvEokwHA4TADVN4/z587lx40Y++uijfOmll9jW1sZUKjV8QbJ3715qmuYZ2UQJhUIsKyvjCy+8QN8FMnFw8uRJ3nDDDQUJVl5eXlBwiBIOhzlz5kyuWbOGX/rSl7ht2zY2NjYyHo8zl8uRl9KzUqkU6+vrqShK0WQTv9U0jYqiUNd1fvSjHy1O/PrwDJZl8X//938ZjUYHJBT6+tEwDFkCgQAjkYj8XtM0BgIBAqBpmvyrv/orfuYzn+H27dvZ0tIycF+T5Pvf/345Zhcr2QzDcOltixYt8sk2QUCS//Iv/yIFgZBoYmQTAgcD9G0kEqFhGAW/0zSNFRUVfOaZZwgMkDKLJFatWoVgMOjJA+VyObnjH9C7kW5jY6MndfsoHnv27JHrT0iiu7sblmW5dmY0TROBQEBmpdJ1HaZporu7G9lsFpqmyaLrOlRVhWVZ6OzsxPTp0we/gV27drG6urpoyeYUtWVlZfL4e9/7HlOplC/dxhlnz55lLBaTkgh93gMhzZwjUn4R54ui67rrMzGiHTlyZPB+bm1t5caNG10Eya98qEXoAELcGobB5cuX+2QbZ5Dkpk2b+vWvU0AMpYjzxd9oNCrrmjNnDm3bHngYBYApU6bgzjvvRFdXl1y0LCJBhrtSXhgk4nfZbBbHjx/HCy+8gM7OTp9w44gXX3wRQG8KDtFPIhHQUPpZURR0d3fLY0VRkEgkYJomAGD58uVDiyA6f/68NG+RJ5kwAgkn6kGf4fGhD32IuVzOJ9s44dixY7IvTNOUVqcYQocykonfiWPnUAyAW7ZsubT7AwBs2+b1118vb0JUNJh1kl+c5wqSmqZJVVU5f/58fygdJ5Dkt771LQJwOXE1TSvo+hisGIbhIp3Q7+vr69nY2Cj7d9AVLblcDh/84AcBQIaLa5o2rNVX4hxnuHkul4Nt2zh+/Dief/55+NNXY4+2tjb89Kc/7bdjorBCh+OJsCzLFZImds1+73vfi7q6uqHf1NGjR1lbWysllFNSDcdCVVVVvjGapkkpuXTp0qGJWR+egSSff/55hkIhBoNBOWo5JZxw0F6qODmQ77l48cUXh9e3tm3zrrvukhWJCwxnKBW/MQyDuq5T13U5pquqyt/85jc+4cYQzc3NvOWWW1xkETMDGEAFGqgYhiEFh3MoXbZsGU+dOuXq00suDFUUBStWrHBteqvr+pDXKIjkzSSRzWZhWRZyuZy0eFRVxVNPPTWkunwUD5I8ceIEfvGLX4j/oSgKcrkcstksFEWRluRQ1g07txwQOfgURcG6deswa9as4d/g0aNHuXz5cslkp6gUx0N1/OafL37z+uuv+5PzYwCSXLx4MXVd9ySETPxOSDehKp0+fbqf8TekJe+1tbVYt26d3DwjFouBJCKRSNEPr2kagsEgNm/e7G/tPcogya1bt6KxsbGfUj9SCB+syOOSy+WwePFixGIxjChA1rZtvvHGG9R13TWpLpTLYiQbHGP99u3b2dPT4zNulJDNZrlu3ToC4LRp0woq9cMtQqI5DYp/+7d/Ky5A1rIs3nzzzTI6QFykWLIJCygYDHLZsmVyasOHtyDJ5557Tk4pOQ20YqN6nM7fK6+8sp9hMGykUin+9re/JfD2HJjzRkdKNuFEFKTbtGmTb5mOAkiyvr7e5bCNRqOek+2+++7zpv9I8p3vfOeAUm2kw6ggr4h/2rt3ry/hPARJfvvb35bDnRiZYrGYZwaCcGdt377dO7Jt3bqVlZWV0gdTLNnEgwvJVlZWxr/7u79je3u7TzYPQJKNjY2cOXMmTdN0tTs81Nl0Xef73vc+Xrx40bt+y+VyfNe73iVnBLyQbEK5dIr4r3/96/TTohYH27YZj8f54Q9/2NX+4gUXc9TFDqNC8Pzwhz/0VgVKp9Pcs2ePvIhzikPMLAx1qsNZAoGAy2dTU1PDV1991dffigBJ3nPPPayqqiLg9vA7I3AGK05/qvgsf/WVruusra0dHdXnzJkzvP322+XFKisrJcGckSFDme4QDeA8VxzX19fz0KFDPuFGgHQ6zR07drCmpka2qzMo0km8wYroC+H2EgJFFE3TWFVVxe985zuj00+2bXPnzp3UdX1QKTacyF4h1gGwvLxcPuS6det47tw5n3DDQCaTYUdHB6dPny7bV8xLi/+FCoQh9g/yCBoIBGTf33HHHUwkEqPXP+l0mn/zN39DTdOkz0ZcXIjooTyMU6I5xXMkEpEPd+ONN/qEGyJI8sKFC9ywYYPsk0gk4iKac4kmhkAycV5+XymKwoqKCu7YsWN0+0ZYppqmcc6cOfJmnM7CoTyIWE8qjvP1AUG4W265hdls1g+2HAQkmUgkuH79epqmyXA47ArtAnqducPRqRVFcUm0YDDoqu+f/umfxibaOpPJ8OMf/7gkhdOqGc6b4wxtKS8vlyJf6ARi0c3KlSuZSqX8NacF0N3dzWw2y5tvvpkAOGXKlH6SSYR5ic+HquZomiaFRygUksd1dXU8evTo2Iw4JHnkyBGWl5dLcgBw+XCG8jDOaatCD+pssBUrVrC7u5v+Qpm3kcvleP78ed55550EIK1PoeIIRy4GeckvVcS5op7y8nI+9thjY6vaWJbFnTt3ypsSLoyhvjXOqS9VVaXodw6v+aJ81apVPHHihK/DoXd0uXjxIm+99VaGw2GXFMqfFgTe1pOHus5A/E4IA7FSfvny5YzH42Pf/qlUih//+MdlEhLnIlfx8MV4qJ0h6UInvPbaa/mTn/xkUg+pyWSSR48e5Xvf+16pyuSPBMMphaYfFUXp5zIxTZO//OUvx+dlJ0mxVkGQwZleqRiywSHCFUWRq7fRJ8q/+c1v8tixY5NOyvX09PBnP/sZFy9eXHB9iJByGEY7DzTX7QwdB8BHH310fNubpEwo55xY94JsTutJURRpEYnG3LBhgzS/L3fSiWf8j//4D9bV1ck2CYVCkgwjncUpRDbhj1NVlZFIhAsXLmQymRz/NibJhx9+WA6l8EiyAf2dkoZhSF+PqqqsrKzkgw8+yAsXLly2ESMkuX//fq5cuVK2QzAYdCn6oj0wgjYuRDZncGR5eTl//etfT4wXmiTj8Tjf/e53y2GuWLI5G67QFIvzjQZ6dbmnn36ayWRyYjSKB0in00wkEnz00UdZVVXFUCjESCQiRxBn2+YndsEw2roQ2cLhsNTTxn34zEc8Huf+/ftZX1/viWQTS8Wcvw8EAozFYv2iRZwNfdttt3Hfvn1Mp9MTq4GGATEbcPDgQVUxUZQAAAhvSURBVN56661UVdWVtA99L2M0GpVSfiQr2kUpRDbhJfj85z8/MdsxkUjw5z//OSsqKjwZRnVdZzgcLvimFlrv6JyJuPnmm7l161apz5XCDARJnjp1irt37+bHPvYx+VxCkhmGwVgsNmCbBgKBIU+0O0shspmmyRtuuIHZbHZikg3oXVyxfft2T1wfzv+dxBJvuTNyxKkYC8Lpus758+fzwQcf5P79+2Wm6zFsjiHBtm2eOXOGP/nJT3jbbbe5nOMitSgchAoEAi5HuvBRwkEeDKOtC5Htr//6r9nS0jIh28sFy7J47733So92ftSB8As5TWwvjAlnEUmoxfFVV13Fu+++m1u3bpWNOF4N2d3dTZLs7u7mG2+8wc2bN3P16tWuFebDDU4dqOSHBol2Fm0Ti8Vcq+aCwSCvuOIKHjp0qDRmayzLIkl+4AMfkBIpGAy69I7BGtBL0uWXYDDI8vJyrly5kt/5zndkVEkmkxm1oZYOdHZ2sqmpiQ899BDXrVtXUGqJF3E0yZYfROkcObZt2+bpLMGo77KSy+WYzWbx5S9/GZs2bYJt266kgiKzUSHhoqpq0Qtpo9EobNtGLpeT2ZPyEQgEEAqFMGXKFFx77bW48cYbsWjRIsRiMcyfPx+macI0TaiqCk3TLtlmQlLato1kMom2tjYcP34cTU1N+Mtf/oJ9+/Zh7969OHv2LAKBANLpNADI62SzWfmZkpfmYqRCWOlL1JdfF0kEg0GZDkMkBXzuuedwxx13IBAIeMaRMdnShyTT6TQ+85nP4Omnn5bJgBOJBFRVlVsW2bbtakxlFLahBHpJLq43EKHLysowY8YMLFq0CGVlZaiqqsKUKVNQXV2N6upqRCIRmZlRPEMmk8HFixfR1taGtrY2dHV1oaWlBSdPnkRTUxMuXLgg61dVVW7PM9Dq9GAwKEknMBpkUxQF4XAY3d3dUBQFTz/9ND75yU9Cyf9BqSCZTDIej/PBBx906W3IE/EY4TAxUBGT+iJ7Ur4bxTn9JZRscV+FLDoRppM/Dymuk/8MzmiWfCXfWTRNYzgclm4MEUUz2sOouL9QKETTNPnDH/5wfCbYvQZJXrx4kY888sig83Ze6moDEdi5MFpEMhS6B0GsgXxXgsBOhVsYPyI9RaHfOeP0BmuH0SYb0KsjXn311fzZz3428a3O4aBvSOW2bdtYU1PjMt/h6AivjQMxz5c/7QX090vlp+3ML/lSbDDJJq4bDAb7zXaIazvPjUQirKioYDgcHhOyhcNhLl26lC+//PLlRTQnstksd+3axalTp/ZLhV6o00Za8iWo8LIX6rj8z53RFAP5r/LTTuV73wvdk/CbOQmdv4eA8z5Hk2wrVqzg+fPnL1+iCViWxQsXLriWBVZXV7v2QQLezgkH9A/886ozSr3kv0Sqqso5TfG9828gEOAjjzxCy7Iu28CFfiDJt956i5/61Kf6SbiKiop+/idxLJT+yU42p5/MudLNWYQkE4tgZs+ezUceeYQkJ9/eryRp2za3bdvGqVOnUlEUuWAjn0BiCHJmwJzMZBNF6IZOC9kwDFZXVxN42/KfN2+ezDRw4cKFyUU0J0iyubmZn/70p11bEDlTM+SvnJ/sZBPJGZ3zqIV2yqurq+N3v/tddnZ2TupQehfEdM7//d//ccmSJQQgp27EscgrBvg620BF6L2apnHdunX83e9+5+csHggkeebMGf77v/87Z82aRaA3pwj6GjMajRYcSjHGnTrexemrcwZUqqrKadOm8bnnnqNt2xMjlHuiI5FIMJVK8aGHHqJpmiwvL5dRJIAv2UQbOP+fN28en332WYrI6WL7YFIhkUiQJFtbW/nFL36Rs2fPdoUnTXayAb3D5nXXXcdNmzb5a2q9gNDnTpw4wX/913/lggUL5JvtNBbE9JOYMRDf5TuLhQUHR6c54+ycn+c7dvN9gZcq4lrC9+XMIIA80giHb/6eE+J7cSyMgPnz5/Mb3/gG29rafJKNBnK5HOPxOPft28f77rtP+psGm2Zy7pmFPCI4PevO75y5LYC3reP8PHSFZg+cMxADXVeQTxBwoJkNQT7x2fTp07l27Vq+/PLLbG1tLQmSlWYIiQO5XI6pVAptbW3Yu3cvtm/fjpdffhmnT5+W4UO5XA6WZblCmRRFkRtGAJChPgKmacIwDHR3d7u2RBL7pgNDi7dTFKVfGBXw9jZLIo5MIBgMys1NMpkMysrK0NXVBaA3Nm/evHlYvnw51q9fj/e85z3iXku+H0sOqVSKnZ2dPHLkCJ988knedtttLCsrk5P9TqkhnJ7O/0UYEgpIoGAw6JKaqqpKqZc/1DmlW760ypeuIgig0JAqhuk5c+bwnnvu4Y4dO+RqsVKcYrps3wiSTCaTCIVCOHv2LP74xz9i9+7deO2113DgwAG0trYCAMrLy5HJZJDJZKT0c0oiXdflHpx0bBZXTASxoiguySakrGVZCAQCuPrqq7F69WosXboUa9euRUVFBQKBAACMbIueCYKSvfHhIpfLUdM0JBIJtLS0oKWlBZ2dnXj11VfR0dGBM2fO4OzZs+js7EQikUBPT49riBMkE5Gtuq7L4U587oQIcs3lctA0DYZhyND0QCCA6upqVFVVIRKJYNasWViwYAHmz5+POXPmYMaMGZg2bRqi0WjpRssWwGXzICOBbdsUfdnT04OOjg6cOnUKTU1NOH78ONra2tDa2gpVVZFKpdDa2orm5macO3cOuVwOhmG4dhwWhHPyo76+HrFYDFOnTsWUKVMwdepU1NbW4qqrrsLMmTNxzTXXwLZtZDIZ6LoOwzAu2z65bB+sWBw+fFgSUSj2YuhUVbWfZBPnAW6yiUU9Yi9OTdOgaRrmzZvnt70PH6OF/wcqHBzK9ZMUwQAAAABJRU5ErkJggg=="},{"id":"e6b82efc-71dd-47e8-b308-d688aed334a3","height":22.74,"width":18.08,"perimeter":117.83,"area":187.09,"image":"data:image/png;base64,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"},{"id":"52bf4189-f5fd-449f-8df7-734f33797f86","height":23.28,"width":20.59,"perimeter":111.09,"area":296.2,"image":"data:image/png;base64,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"},{"id":"47f0a9c4-7a84-443a-9e32-363f2c280b3b","height":30.8,"width":3.94,"perimeter":68.44,"area":109.66,"image":"data:image/png;base64,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"},{"id":"c4c6bbc0-b1bd-4fce-b7d9-b7e073fd0d78","height":30.8,"width":23.28,"perimeter":105.24,"area":633.76,"image":"data:image/png;base64,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"}],"no_of_letters":11,"perimeter_of_sign":103.67,"nested_area":38.3,"occupied_area":22.12,"avg_char_height":26.110909090909093,"widthOfSign":"166.34","otherDimensionOfSign":74.66,"width_of_smaller_line":20},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"166.34","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1429,"no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":81.54,"width_of_line_2":166.5,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":11,"perimeter_of_sign":103.67,"nested_area":38.3,"occupied_area":22.12,"avg_char_height":"Greater than 24 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\"},{\"id\":\"11e32547-8409-4a39-9ac4-a39da442ee86\",\"height\":23.28,\"width\":18.62,\"perimeter\":130.26,\"area\":197.15,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"be15fb89-8e8b-48b9-889d-ff82f2611cb6\",\"height\":23.28,\"width\":20.41,\"perimeter\":113.42,\"area\":305.59,\"image\":\"data:image\\/png;base64,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xZ77CVGFRXkUql2EUsKipCcXExysvLEQgEkEwmkUqlWG5GIWSKEwH4J9EwDESjUUQiEdbQxCqZ6b2iKOy8rNaZHXC5XCw7LJVKZRCNJ2t\\/fz\\/cbjfze8TjcTz11FPo6+szA4FATuSwNUvcNM0M0zUYDGLBggV48sknsWjRIlRUVKCvrw\\/RaBQ+nw+SJKG\\/vz\\/rzjHjBaupSktbNBpFOBxGT08PO6d4PM4Gz\\/X09CAajeKDDz5Ab28vzp07h+7ubiQSCbak2KE\\/ESloedN1PcMpJssyS6OMRCLQNA3pdBpvv\\/02BEHA1q1bcyaH7eYqLRuCIKC3txe1tbW47LLLUF1dDWCgzoJfRnJpY1xI4PUIXdfR1dWFM2fO4NixY3jvvfewZ88eNDY2stpU3vy1\\/s7rZpQOOVyPT97S4xVk61JFel0sFkNdXR0kScJ3v\\/tdGIZhZlvT6ng+bYCiKJgxYwYqKiqwZMkS3H333QCA9vZ2nD17Fi+++CJ2796Njz76iJm\\/1rICj8eDeDyeMfsdGCDKSLmo2WL37t2YMWMGnnzyyaw\\/4wTRbAB\\/g3mrpLy8HDU1NXjqqadQV1eHV199FWvXroXf74eiKBkjruLxOJMARUVFbF\\/5kgIY6CH6yiuvYPv27Whubs7KZHKIYQMonkEVa5RxLggCAoEAAoEApk2bhjvuuAPbtm3Dj370I1x22WWsRQL11KB9hUIhRjYiTz7QNA2hUAgvvvgi3nvvPei6Pio5HGLYAEqAJoWQShtjsRhTHMlb6XK58MADD+DAgQN46aWXUFNTw3QJr9fLyg+BgWRgO7Lo4\\/E4XC4Xjh8\\/jj\\/\\/+c9oaWkZ\\/Zzy\\/lYHrF6VzFaKE7nd7oy6GfLzUJ3NmjVr8OKLL2LdunUoLS1FJBJhFgfVytqJdDqNP\\/zhD6irqxtVajjKpw3wer0Z7yORCBRFYVX9qqoy64RqWEzThM\\/nw+WXX47vfe97mD9\\/Pl544YUhT7Pb7c6bIJqmsX10dXVh+\\/btuOSSS87rGXUkhk1IJBKIRqNwuVwoLi6G1+tlZY6GYcDr9bLlJBaLMQU1Go2iqqoKTzzxBB5\\/\\/HHMnz8fqqraWndDlo6mafD5fNi3bx9eeumlIZX5PGyVGLw9zruTJzusPh6w+hh43YAwXAyIyjIJHo+HKZ4PP\\/wwDMPAL37xC7S0tLAliS\\/35B1mVNNqhfV6U4vqeDzOJNjOnTuxY8eOEX0bjsQoAAiCAE3TIMsy1qxZg\\/vvvx8zZswAMJjfQWYwH4fJZYmhz1LTlc7OTvzxj39EQ0PDsNs7xCgA8J7LefPm4a677sKNN96IkpIS9pTzEookkXX+yflA4Qr+O+vr63HkyBGkUqkhIt0hRgFAkiREIhG27FZWVuLBBx\\/EypUrM8ZZkQudJ1I2KQvWFEMiSU9PDxobG9HR0THkMw4xCgDkBwHAHGPLli3Dpk2bsGjRIgCZ+Rj8059NkI6kCpnC9DsA\\/O1vf8Onn3469JjyOyUHdoFaRaiqym72jTfeiNWrVyMQCADIJEEuVgsvYehzlCJx8OBBHD58GD09PRnLiUOMAgDFQ\\/i4SCwWQ2lpKdasWYMVK1YwV3suksIKyn\\/hFdhEIoGGhgZ0d3dnbOsQowBAywh1C5ZlmZm0V155Ja666ioEg0EAmX03gOwSqUlK8H3OKT9XkiQcO3YsY6wn4BCj4GBNlHa73ViyZAmqqqpYSh8PsljO96Llhn5a5702NTWhsbEx8zgm4Fwd5ImFCxdi\\/vz5AAZ7l9lZfNbR0YFTp05lhOQdYkwBzJ07FytWrGDZbpRKaRd6enpw5MgRtLe3s785xJgCEEURy5cvx0UXXcSKn+jvdqG5uRm9vb2D32nbnh2MG2iwbk1NTYa0IBPXDnR2dqKvr4+9d4gxBSCKIkpKSjLmp\\/Jtt+1AKBTK6MfqEGOKgMjh9\\/vZezv1jGQymVmcbdueHYwbqD6lpKQEwWCQLSfxeNwWPYMvuyQ4xJgiMAwD1dXVKCsrG+KHGA1Wv4YV1Hejvb0dnZ2dJuAQY0qAquNcLhfzklqnKuWLWCyGUCjEEn8cYkwRUFMaUjjtNlkjkQg6OzuZAuoQYwqArznhcyusqX5jhcvlQiqVQl9fH8sKc4gxBTDejWWIbFSxDzjEmBLgl4vx6N5ITjKavwI4xJgS4M1JvhOiXSSh3FGfz8ey3R1iTCHYpVMMB5fLxWpfAKcSbUqAel10dHSwhJrhnFKE0ep4rJKGiqsXLVo0GMG148AdjD9UVUVfXx8b5DseuoYkSSguLhYAZymZEqDGd+fOnUNXVxcAsF4adoDMYL4XmkOMKQDqINjW1oZQKARgMPUv24Kj0aAoCtMvAIcYUwKSJKGrqwudnZ0Z9SX87\\/mAdAyK3AIOMaYMjh49itbW1iExErsKxsvLy1FSUsLeO8SYAojH49i3bx8++eSTIZ2H7TBfJUnCzJkzMxOB8t6rg3FHKBTCoUOH0NLSktFo1y7lU5bljCQgwCFGwYDPnkokEhllAo2Njfj0008zfBeUFEwNd0cbhUHLD+2TV1wrKiqwdOnSjJ6rjh+jQKCqKqsMo2kNqVQKnZ2deOutt3Dq1KmM6jMiQDa1q7z7nExffh9VVVWoqqqC2+1mIsiRGAUA0hOocw4A1vmvsbGRddrjq9yJJNkonyNNbCJ9ZcGCBZg7d27GZxxiFABEUUQikWD1qpRFFY\\/H8dZbb+HkyZMAMltFEzGyHelhJRCRUVVVVFdXY9q0aZnHNPbTcWAnSJk0TROapsEwDLz55pt4\\/fXXB9PtLLPbgOxc46R7DGfmzpgxAzU1NfD7\\/Rk7cohRAKDWBKZpIhwOQxRFnDhxAq+88gqOHDmCZDKZ0Zif1xlyKSHgC6aBAWmxePFiLFy4cOi2NpyXgzzBZ1CpqorW1lZs374d7777LnvaaRkRBCGj0ChbHYN+8hKmoqIC11577RD9AnCIURBQFIW1blRVFfX19XjhhRfQ3t7OnnJ+7BWQ2S5zNAy3jSRJKC0txcUXX4yioiKnneN4YLj6UUrWpRtIg35o+0QikWGNkF\\/i5Zdfxg9\\/+ENmhdBYLqolATI77wwnMax1JDQThTK1aALkddddh3nz5g17Tg4xbAA5isgryQ\\/RpZtJjqhEIoFEIgFVVTNm0qbTabz66qv4v\\/\\/7P3z88cesYNmOMkSKmvLtH6+44gosW7YMs2bNGvYzjoPLRlB43Dosr6+vDx6PB7IsQ1VV6LrOphDF43Houo6dO3fimWeewcGDBwEMmqG0fT6gwYXAoKJ7\\/fXXo7a2NsOpxcMhhg3gZ7RaR1al02kEAgHWQ5wvGqJC4q1bt+I3v\\/kNTp48yfpkkaSwo5c4P4ExlUqhpqYGy5cvZ92Hh4NDDJvAu5x5fYD0CY\\/HA7fbndFrc9euXXjuuefw9ttvs94U1GeLrA8yVfMB7yMBgNWrV+OKK65ASUnJiJqrQwwbwEsIWsfpZtKSQMNkRFHE22+\\/jW3btuGvf\\/0rOjs7AQyMIaUpSYqiMG+oHUuJJEksSDdnzhzceOONqKqqOu9nHGLYCD5ARejr62NjMPfs2YPnn38eb7zxBmKxGDRNgyiKbCAe3bx0Om3LEkIgK6a0tBS33noramtrMdqQXocYNmA4P0E6nUZraytaWlrwz3\\/+E7t378bevXsRiURY5bqu6yy3IhqNQhAEeL1eRKNRKIiam3MAAAWzSURBVIoCl8uFSCSS91JimiY8Hg8WLlyIdevWYfbs2aN+xhZiWJ0vNEdDURT09vbCMIwhJhqJWJpNfj4UwrwT6+x2a\\/CKJiGePn0a77zzDurq6rB\\/\\/360trYOGfhLfgR6T7EQ0zRZtblhGExqjJalRTEUcpRRf1DeVxIMBvHggw9i2bJlkCRpVK+YLcTgRShNEAQGRNjRo0exd+9elJeXo6ioiNnmVCfJX6SRYFcm9FhBQ2TC4TA6OzvR3d2NcDiMSCSCRCKBo0ePoq2tDa2trQiHw4jH4+waZBv9zAfWsL0sy4jH4ywg53K5cMcdd+Azn\\/kMRhp1ZYVtxKBWxPwBplIpHDlyBPfeey80TWN1kfxk52wmINnZa2osoGxssjj4+lHTNOH1ejPGSNG56rqeYaGMF\\/hOfjT7nVd6V6xYgdtuuw01NTXZ79Oug+ODPQCYK5fGS8bj8TEPfbOzc8xYMRJ5BUFgpJAkiU1hnkgy80E2YMApRiSuqanBpk2bcOmll0LIgaG2EIOWBFrnUqkUdF2Hy+VinjbeycJHCmVZHlUDt6uXZT6w6gm0dEqSxJYN0jMIVEHO988cD6TTaTYpURAElJWV4cyZM\\/D5fNi8eTPWrl07bKDsfLCFGFYi0tNFNj3\\/tA2X\\/j6acjUR6\\/T5wOdHAmB6EZmVdP7Ue5NmmKXTaYRCoXFfSmgQnqZp0HUdZ86cQXFxMR566CFs2rQpZ1IANhGD1jQaZE9KKK97uFyujKFvhGzqIiZbx7DCOp+Mjo\\/IQPmafEBtPEGzTEh6aZqGRx55BF\\/96lczMr9zgW2PIrlyaTmxhniJIEQECjRZiTIcxvuJGw103BQP4W84KZcUSeV7Y9Hfx9vc1nUdHo8HkUgEqqpiy5Yt2LJlC0pLS3PSK3jYRgy+LoJ0BmveAP\\/05PIkTbYfg46V72jDw3pu9Ldsj5u\\/d3yWFUld0sUop4O35Gj4TTQaxbRp0\\/DlL38Z999\\/f16kABzPZ0GAbrQ1xZ83\\/4kkwKC01XWdWX3z5s3Dhg0bsHHjRlRVVeVFCsAhRkGAJ0RG2+b\\/LE8ej4d5RF0uFzRNYw1UvF4vFi9ejLvvvhvr169HSUlJ3qQAHGIUBKz5m7xVJwgC+vv7M9L0yPwtLy9HbW0tvv71r2PZsmVjsj5GgkOMAgJPDH5pIZOfDztMnz4dDz74ILZs2YJgMGiLlODhEGMKgA8xlJaW4oEHHsDmzZtRVVVFVpHtZptDjALBcF34KCCm6zoqKiqwevVqPPTQQ7jqqqsoZ3Tc7HiHGAUEfvmg1D5VVXHnnXfivvvuww033EB6x7g7dmRgMPhDB8dXVPNxDgeDZqT1mpDziy88pptM19Pq75BlmaXd8ZLC4\\/Fg6dKluOeee3DLLbewpN2JIAQ7NmAg8kmZRHyGMlAYAazxxmjXmx+Eay33kySJJcdYXffkGs8YKcXFU\\/im7tOmTcOll16KlStX4pprrsGiRYsQDAZHTO8fb8jAgC1sDRUrigJZlpkD5b8Zo3koeWuA93zynlBK16PtdF2HrusZyTN8wREAzJw5E9OnT8eVV16J6667DqtWrcL06dMpMj2pcQAZGOjHIEkSioqKIIoienp62In9L2A0icG79ml7KiyiRN6RcjAolVFRFFRXV2Px4sVYsWIFFi9ejDlz5iAQCCAQCNB+JzcoxEEGwMLD1FyU\\/fM\\/uROFFt2cLFD+BQXKyFUtSRLcbjeKi4tRWlqK0tJSBINBFBUVwe12o7a2FlVVVZg\\/fz5KS0shiiK8Xm\\/BkGA4yADg8\\/kwe\\/Zs1udJURTW2DyVSmW0Ev5fhKZp0DQNRUVFCAaD8Pv9cLvd8Hg80DQNF110EUpLSzF79mzMnj0b06ZNg8\\/nyyhVLCRpkA0EAEin02Z\\/fz88Hg8jBKW2BwKBcZ+wU+gg64wf9EJ5J+SmHq1Ow4GD\\/wr8PwG0Q9IWFeUUAAAAAElFTkSuQmCC\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"166.34","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":81.54,"width_of_line_2":166.5,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":11,"perimeter_of_sign":103.67,"nested_area":38.3,"occupied_area":22.12,"avg_char_height":"Greater than 24 inches","width_of_sign":"166.34","width_of_smaller_line":81.54,"other_dimension_of_sign":74.66,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1429}},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"13.91348"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"169.229316"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"3.265605"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"22.9929693"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":19.355},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":149.04368399999998},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"3.064"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"146.3443"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"1.485"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"7.6615"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.010192669979800001},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":10.1926699798},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0008095351279166667},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.8095351279166667},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.007721719681666667},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":7.7217196816666664},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.015870007486667"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"15.870007486667"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00770221837"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"7.70221837"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0103129334"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"10.3129334"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00082286922666667"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.82286922666667"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":10.6863906545434},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":28.724999999999998},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"29.108"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"6.1886993787063"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":639.7551132272604,"totalDenseWeight_before_formula":77.91121633197903},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":703.7306245499865},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":11,"totalDenseWeight":85.70233796517694},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":11,"sign_depth":"1"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":20.41,"height":23.28,"depth":"1"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":20.59,"height":23.28,"depth":"1"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":19.34,"height":23.28,"depth":"1"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":18.62,"height":23.28,"depth":"1"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":20.41,"height":23.28,"depth":"1"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":19.52,"height":31.33,"depth":"1"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":27.04,"height":31.87,"depth":"1"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":18.08,"height":22.74,"depth":"1"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":20.59,"height":23.28,"depth":"1"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":3.94,"height":30.8,"depth":"1"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:58:59] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":23.28,"height":30.8,"depth":"1"},"timestamp":"2026-04-07 11:58:59"} 
[2026-04-07 11:59:00] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775563140_5d74ef60ce855fc8e90e7626c69d977f","bins_packed":[{"bin_data":{"w":27.34,"h":32.17,"d":13,"id":"unique","used_space":64.4233,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":32.17,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/bdce2ad8a40dc8b3c9949c13d62e3ec2/1775563140-8736-2377644.svg","items":[{"id":"item-8","w":18.38,"h":23.04,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/bdce2ad8a40dc8b3c9949c13d62e3ec2/1775563140-8728-6611035.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":20.89,"h":23.58,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/bdce2ad8a40dc8b3c9949c13d62e3ec2/1775563140-873-4936295.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-10","w":4.24,"h":31.1,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/bdce2ad8a40dc8b3c9949c13d62e3ec2/1775563140-8731-8979361.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-11","w":23.58,"h":31.1,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/bdce2ad8a40dc8b3c9949c13d62e3ec2/1775563140-8731-8733155.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-9","w":20.89,"h":23.58,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/bdce2ad8a40dc8b3c9949c13d62e3ec2/1775563140-8732-3876357.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":20.71,"h":23.58,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/bdce2ad8a40dc8b3c9949c13d62e3ec2/1775563140-8733-8444010.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":20.71,"h":23.58,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/bdce2ad8a40dc8b3c9949c13d62e3ec2/1775563140-8733-9208090.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, 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[2026-04-07 11:59:00] local.INFO: Box added from packed bin {"data":{"length":13,"width":27.34,"height":32.17,"denseWeight":85.70233796517694},"timestamp":"2026-04-07 11:59:00"} 
[2026-04-07 11:59:01] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":15,"width":29.34,"height":34.42},"quantity":1,"denseWeight":85.70233796517694}],"cheapestShippingCost":956.7669588180376,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":15,"width":29.34,"height":34.42},"denseWeight":85.70233796517694,"volumetricWeight":50,"higherWeight":85.70233796517694,"quantity":1}],"totalHigherWeight":85.70233796517694,"DS":0,"rate":1116.6538377606837,"tariffAndDS":1116.6538377606837,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1985.9186480053263,"totalShipmentCostFormula":"((tariffAndDS (1116.6538377607) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1985.92","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":15,"width":29.34,"height":34.42},"denseWeight":85.70233796517694,"volumetricWeight":50,"higherWeight":85.70233796517694,"quantity":1}],"totalHigherWeight":85.70233796517694,"DS":0,"rate":648.0609789522107,"tariffAndDS":648.0609789522107,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1230.3595224625446,"totalShipmentCostFormula":"((tariffAndDS (648.06097895221) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1230.36","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":15,"width":29.34,"height":34.42},"denseWeight":85.70233796517694,"volumetricWeight":50,"higherWeight":85.70233796517694,"quantity":1}],"totalHigherWeight":85.70233796517694,"DS":0,"rate":841.7669588180376,"tariffAndDS":841.7669588180376,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":956.7669588180376,"totalShipmentCostFormula":"(((tariffAndDS (841.76695881804) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 956.76695881804","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":15,"width":29.34,"height":34.42},"denseWeight":85.70233796517694,"volumetricWeight":50,"higherWeight":85.70233796517694,"quantity":1}],"totalHigherWeight":85.70233796517694,"DS":0,"rate":557.0651967736501,"tariffAndDS":557.0651967736501,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1083.6379232778334,"totalShipmentCostFormula":"((tariffAndDS (557.06519677365) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1083.64","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":15,"width":29.34,"height":34.42},"denseWeight":85.70233796517694,"volumetricWeight":50,"higherWeight":85.70233796517694,"quantity":1}],"totalHigherWeight":85.70233796517694,"DS":0,"rate":872.4498004855012,"tariffAndDS":872.4498004855012,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1487.7013997878767,"totalShipmentCostFormula":"(( tariffAndDS (872.4498004855) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1487.7013997879","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":15,"width":29.34,"height":34.42},"denseWeight":85.70233796517694,"volumetricWeight":50,"higherWeight":85.70233796517694,"quantity":1}],"totalHigherWeight":85.70233796517694,"DS":0,"rate":1307.0233796517693,"tariffAndDS":1307.0233796517693,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1307.0233796517693,"totalShipmentCostFormula":"((tariffAndDS (1307.0233796518) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1307.0233796518","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-04-07 11:59:01"} 
[2026-04-07 11:59:01] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 11:59:01"} 
[2026-04-07 11:59:01] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 11:59:01"} 
[2026-04-07 11:59:01] local.INFO: Final API Response {"data":{"sign_width":"166.34","sign_height":74.66,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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Light","boxWeights":[{"size":{"length":15,"width":29.34,"height":34.42},"denseWeight":85.70233796517694,"volumetricWeight":50,"higherWeight":85.70233796517694,"quantity":1}],"totalHigherWeight":85.70233796517694,"DS":0,"rate":1116.6538377606837,"tariffAndDS":1116.6538377606837,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1985.9186480053263,"totalShipmentCostFormula":"((tariffAndDS (1116.6538377607) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1985.92","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan 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USA","boxWeights":[{"size":{"length":15,"width":29.34,"height":34.42},"denseWeight":85.70233796517694,"volumetricWeight":50,"higherWeight":85.70233796517694,"quantity":1}],"totalHigherWeight":85.70233796517694,"DS":0,"rate":841.7669588180376,"tariffAndDS":841.7669588180376,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":956.7669588180376,"totalShipmentCostFormula":"(((tariffAndDS (841.76695881804) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 956.76695881804","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":15,"width":29.34,"height":34.42},"denseWeight":85.70233796517694,"volumetricWeight":50,"higherWeight":85.70233796517694,"quantity":1}],"totalHigherWeight":85.70233796517694,"DS":0,"rate":557.0651967736501,"tariffAndDS":557.0651967736501,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1083.6379232778334,"totalShipmentCostFormula":"((tariffAndDS (557.06519677365) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1083.64","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":15,"width":29.34,"height":34.42},"denseWeight":85.70233796517694,"volumetricWeight":50,"higherWeight":85.70233796517694,"quantity":1}],"totalHigherWeight":85.70233796517694,"DS":0,"rate":872.4498004855012,"tariffAndDS":872.4498004855012,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1487.7013997878767,"totalShipmentCostFormula":"(( tariffAndDS (872.4498004855) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 1487.7013997879","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":15,"width":29.34,"height":34.42},"denseWeight":85.70233796517694,"volumetricWeight":50,"higherWeight":85.70233796517694,"quantity":1}],"totalHigherWeight":85.70233796517694,"DS":0,"rate":1307.0233796517693,"tariffAndDS":1307.0233796517693,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1307.0233796517693,"totalShipmentCostFormula":"((tariffAndDS (1307.0233796518) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1307.0233796518","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"}}},"cheapest_shipping_cost_usd":960.0,"totalCost":2130.0,"productionResults":[{"material_id":1,"dense_weight_expression":13.91348,"result":"169.229316","sign_material":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},{"material_id":2,"dense_weight_expression":0,"result":"0","sign_material":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","description":null,"sequence_no":2},{"material_id":3,"dense_weight_expression":3.265605,"result":"22.9929693","sign_material":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","description":"0.074 inch Aluminium - Durable for Sign Returns.","sequence_no":3},{"material_id":4,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":4},{"material_id":5,"dense_weight_expression":0,"result":"0","sign_material":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","description":null,"sequence_no":5},{"material_id":6,"dense_weight_expression":19.355,"result":149.04368399999998,"sign_material":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","description":"0.315 inch Frosted Acrylic - for Ideally Diffiused Halo Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":3.064,"result":"146.3443","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC & IP65.","sequence_no":7},{"material_id":8,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":9,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":10,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":10},{"variable_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":13,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":13},{"material_id":14,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":14},{"variable_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":15},{"variable_id":22,"dense_weight_expression":1.478,"result":"50.64","sign_material":"Power Supply 20A-(10A+10A)","description":"Power Supply 20A–(10A+10A) UL Certified","sequence_no":16},{"material_id":17,"dense_weight_expression":1.485,"result":"7.6615","sign_material":"Wire 18g UL UL Certified Red & White China","description":"18 AWG Wire Gauge (Red & White) - UL Certified","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.010192669979800001,"result":10.1926699798,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.0008095351279166667,"result":0.8095351279166667,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.007721719681666667,"result":7.7217196816666664,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":28,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":29,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":30,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":31,"dense_weight_expression":0.015870007486667,"result":"15.870007486667","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00770221837,"result":"7.70221837","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.0103129334,"result":"10.3129334","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00082286922666667,"result":"0.82286922666667","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":10.6863906545434,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":28.724999999999998,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":29.108,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":6.1886993787063,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":85.70233796517694,"result":703.7306245499865,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"166.34","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":81.54,"width_of_line_2":166.5,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":11,"perimeter_of_sign":103.67,"nested_area":38.3,"occupied_area":22.12,"avg_char_height":"Greater than 24 inches","width_of_sign":"166.34","width_of_smaller_line":81.54,"other_dimension_of_sign":74.66,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1429},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1429},"timestamp":"2026-04-07 11:59:01"} 
[2026-04-07 11:59:01] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 11:59:01"} 
[2026-04-07 11:59:02] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":74.66,"sign_width":"166.34","dimensions":[{"id":"3d3961d9-9c4e-4160-b2b6-606495c2c398","height":23.28,"width":20.41},{"id":"b89a0833-1531-4620-9ca6-5ff2685c7333","height":23.28,"width":20.59},{"id":"4a51ceb9-38ee-4dc3-8c3d-31466fb7330d","height":23.28,"width":19.34},{"id":"11e32547-8409-4a39-9ac4-a39da442ee86","height":23.28,"width":18.62},{"id":"be15fb89-8e8b-48b9-889d-ff82f2611cb6","height":23.28,"width":20.41},{"id":"37236e9f-c2a6-4169-b3b4-10e6b9de9aeb","height":31.33,"width":19.52},{"id":"5654890e-65ab-4fa1-85c8-7f8e5ada30cd","height":31.87,"width":27.04},{"id":"e6b82efc-71dd-47e8-b308-d688aed334a3","height":22.74,"width":18.08},{"id":"52bf4189-f5fd-449f-8df7-734f33797f86","height":23.28,"width":20.59},{"id":"47f0a9c4-7a84-443a-9e32-363f2c280b3b","height":30.8,"width":3.94},{"id":"c4c6bbc0-b1bd-4fce-b7d9-b7e073fd0d78","height":30.8,"width":23.28}]},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":74.66,"sign_width":"166.34","dimensions":[{"id":"3d3961d9-9c4e-4160-b2b6-606495c2c398","height":23.28,"width":20.41},{"id":"b89a0833-1531-4620-9ca6-5ff2685c7333","height":23.28,"width":20.59},{"id":"4a51ceb9-38ee-4dc3-8c3d-31466fb7330d","height":23.28,"width":19.34},{"id":"11e32547-8409-4a39-9ac4-a39da442ee86","height":23.28,"width":18.62},{"id":"be15fb89-8e8b-48b9-889d-ff82f2611cb6","height":23.28,"width":20.41},{"id":"37236e9f-c2a6-4169-b3b4-10e6b9de9aeb","height":31.33,"width":19.52},{"id":"5654890e-65ab-4fa1-85c8-7f8e5ada30cd","height":31.87,"width":27.04},{"id":"e6b82efc-71dd-47e8-b308-d688aed334a3","height":22.74,"width":18.08},{"id":"52bf4189-f5fd-449f-8df7-734f33797f86","height":23.28,"width":20.59},{"id":"47f0a9c4-7a84-443a-9e32-363f2c280b3b","height":30.8,"width":3.94},{"id":"c4c6bbc0-b1bd-4fce-b7d9-b7e073fd0d78","height":30.8,"width":23.28}]}},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"3d3961d9-9c4e-4160-b2b6-606495c2c398","height":23.28,"width":20.41},{"id":"b89a0833-1531-4620-9ca6-5ff2685c7333","height":23.28,"width":20.59},{"id":"4a51ceb9-38ee-4dc3-8c3d-31466fb7330d","height":23.28,"width":19.34},{"id":"11e32547-8409-4a39-9ac4-a39da442ee86","height":23.28,"width":18.62},{"id":"be15fb89-8e8b-48b9-889d-ff82f2611cb6","height":23.28,"width":20.41},{"id":"37236e9f-c2a6-4169-b3b4-10e6b9de9aeb","height":31.33,"width":19.52},{"id":"5654890e-65ab-4fa1-85c8-7f8e5ada30cd","height":31.87,"width":27.04},{"id":"e6b82efc-71dd-47e8-b308-d688aed334a3","height":22.74,"width":18.08},{"id":"52bf4189-f5fd-449f-8df7-734f33797f86","height":23.28,"width":20.59},{"id":"47f0a9c4-7a84-443a-9e32-363f2c280b3b","height":30.8,"width":3.94},{"id":"c4c6bbc0-b1bd-4fce-b7d9-b7e073fd0d78","height":30.8,"width":23.28}],"sign_height_raw":74.66,"sign_width_raw":"166.34"},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":75.0,"sign_width":167.0,"tax_factor":0.0887},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Dimension Calculation {"data":{"dim_id":"3d3961d9-9c4e-4160-b2b6-606495c2c398","height":23.28,"width":20.41,"ceilHeight":24.0,"ceilWidth":21.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Dimension Calculation {"data":{"dim_id":"b89a0833-1531-4620-9ca6-5ff2685c7333","height":23.28,"width":20.59,"ceilHeight":24.0,"ceilWidth":21.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Dimension Calculation {"data":{"dim_id":"4a51ceb9-38ee-4dc3-8c3d-31466fb7330d","height":23.28,"width":19.34,"ceilHeight":24.0,"ceilWidth":20.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Dimension Calculation {"data":{"dim_id":"11e32547-8409-4a39-9ac4-a39da442ee86","height":23.28,"width":18.62,"ceilHeight":24.0,"ceilWidth":19.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Dimension Calculation {"data":{"dim_id":"be15fb89-8e8b-48b9-889d-ff82f2611cb6","height":23.28,"width":20.41,"ceilHeight":24.0,"ceilWidth":21.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Dimension Calculation {"data":{"dim_id":"37236e9f-c2a6-4169-b3b4-10e6b9de9aeb","height":31.33,"width":19.52,"ceilHeight":32.0,"ceilWidth":20.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Dimension Calculation {"data":{"dim_id":"5654890e-65ab-4fa1-85c8-7f8e5ada30cd","height":31.87,"width":27.04,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Dimension Calculation {"data":{"dim_id":"e6b82efc-71dd-47e8-b308-d688aed334a3","height":22.74,"width":18.08,"ceilHeight":23.0,"ceilWidth":19.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Dimension Calculation {"data":{"dim_id":"52bf4189-f5fd-449f-8df7-734f33797f86","height":23.28,"width":20.59,"ceilHeight":24.0,"ceilWidth":21.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Dimension Calculation {"data":{"dim_id":"47f0a9c4-7a84-443a-9e32-363f2c280b3b","height":30.8,"width":3.94,"ceilHeight":31.0,"ceilWidth":4.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Dimension Calculation {"data":{"dim_id":"c4c6bbc0-b1bd-4fce-b7d9-b7e073fd0d78","height":30.8,"width":23.28,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":11,"baseProductionCost":3436,"result":[{"id":"3d3961d9-9c4e-4160-b2b6-606495c2c398","height":23.28,"width":20.41,"depth":2,"price":264},{"id":"b89a0833-1531-4620-9ca6-5ff2685c7333","height":23.28,"width":20.59,"depth":2,"price":264},{"id":"4a51ceb9-38ee-4dc3-8c3d-31466fb7330d","height":23.28,"width":19.34,"depth":2,"price":264},{"id":"11e32547-8409-4a39-9ac4-a39da442ee86","height":23.28,"width":18.62,"depth":2,"price":264},{"id":"be15fb89-8e8b-48b9-889d-ff82f2611cb6","height":23.28,"width":20.41,"depth":2,"price":264},{"id":"37236e9f-c2a6-4169-b3b4-10e6b9de9aeb","height":31.33,"width":19.52,"depth":2,"price":409},{"id":"5654890e-65ab-4fa1-85c8-7f8e5ada30cd","height":31.87,"width":27.04,"depth":2,"price":409},{"id":"e6b82efc-71dd-47e8-b308-d688aed334a3","height":22.74,"width":18.08,"depth":2,"price":250},{"id":"52bf4189-f5fd-449f-8df7-734f33797f86","height":23.28,"width":20.59,"depth":2,"price":264},{"id":"47f0a9c4-7a84-443a-9e32-363f2c280b3b","height":30.8,"width":3.94,"depth":2,"price":392},{"id":"c4c6bbc0-b1bd-4fce-b7d9-b7e073fd0d78","height":30.8,"width":23.28,"depth":2,"price":392}]},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":75.0},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Total Production Cost and Tax {"data":{"productionCost":3584.47,"taxFactor":0.0887,"tax":317.94248899999997},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Box Calculation Details {"data":{"breadth":81.0,"boxDepth":8,"oneBoxCapacity":-19.0,"noOfBoxes":-8.0,"noOfFullBoxes":-9.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-19.0,"widthOfHalfBox":-4.0},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":554.7625899280575,"shippingWeightInKG":251.5930113052415},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":251.5930113052415,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":11,"min":"241","max":"280","rate":"220","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":220,"defaultShippingRate":null},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":3436,"PSUCost":148.47,"tax":317.94248899999997,"shippingRate":220,"miscellaenous":0,"signPrice":4122.412489},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"166.34","sign_height":74.66,"sign_depth":2,"totalCost":4122.412489,"TATDays":7,"baseProductionCost":3436,"productionCost":3584.47,"PSUCost":148.47,"tax":317.94248899999997,"shippingCost":220,"uniqueReturns_count":2,"objects_count":11},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"3d3961d9-9c4e-4160-b2b6-606495c2c398","height":23.28,"width":20.41},{"id":"b89a0833-1531-4620-9ca6-5ff2685c7333","height":23.28,"width":20.59},{"id":"4a51ceb9-38ee-4dc3-8c3d-31466fb7330d","height":23.28,"width":19.34},{"id":"11e32547-8409-4a39-9ac4-a39da442ee86","height":23.28,"width":18.62},{"id":"be15fb89-8e8b-48b9-889d-ff82f2611cb6","height":23.28,"width":20.41},{"id":"37236e9f-c2a6-4169-b3b4-10e6b9de9aeb","height":31.33,"width":19.52},{"id":"5654890e-65ab-4fa1-85c8-7f8e5ada30cd","height":31.87,"width":27.04},{"id":"e6b82efc-71dd-47e8-b308-d688aed334a3","height":22.74,"width":18.08},{"id":"52bf4189-f5fd-449f-8df7-734f33797f86","height":23.28,"width":20.59},{"id":"47f0a9c4-7a84-443a-9e32-363f2c280b3b","height":30.8,"width":3.94},{"id":"c4c6bbc0-b1bd-4fce-b7d9-b7e073fd0d78","height":30.8,"width":23.28}],"sign_height_raw":74.66,"sign_width_raw":"166.34"},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":75.0,"sign_width":167.0,"tax_factor":0.0887},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Dimension Calculation {"data":{"dim_id":"3d3961d9-9c4e-4160-b2b6-606495c2c398","height":23.28,"width":20.41,"ceilHeight":24.0,"ceilWidth":21.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Dimension Calculation {"data":{"dim_id":"b89a0833-1531-4620-9ca6-5ff2685c7333","height":23.28,"width":20.59,"ceilHeight":24.0,"ceilWidth":21.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Dimension Calculation {"data":{"dim_id":"4a51ceb9-38ee-4dc3-8c3d-31466fb7330d","height":23.28,"width":19.34,"ceilHeight":24.0,"ceilWidth":20.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Dimension Calculation {"data":{"dim_id":"11e32547-8409-4a39-9ac4-a39da442ee86","height":23.28,"width":18.62,"ceilHeight":24.0,"ceilWidth":19.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Dimension Calculation {"data":{"dim_id":"be15fb89-8e8b-48b9-889d-ff82f2611cb6","height":23.28,"width":20.41,"ceilHeight":24.0,"ceilWidth":21.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Dimension Calculation {"data":{"dim_id":"37236e9f-c2a6-4169-b3b4-10e6b9de9aeb","height":31.33,"width":19.52,"ceilHeight":32.0,"ceilWidth":20.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Dimension Calculation {"data":{"dim_id":"5654890e-65ab-4fa1-85c8-7f8e5ada30cd","height":31.87,"width":27.04,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Dimension Calculation {"data":{"dim_id":"e6b82efc-71dd-47e8-b308-d688aed334a3","height":22.74,"width":18.08,"ceilHeight":23.0,"ceilWidth":19.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Dimension Calculation {"data":{"dim_id":"52bf4189-f5fd-449f-8df7-734f33797f86","height":23.28,"width":20.59,"ceilHeight":24.0,"ceilWidth":21.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Dimension Calculation {"data":{"dim_id":"47f0a9c4-7a84-443a-9e32-363f2c280b3b","height":30.8,"width":3.94,"ceilHeight":31.0,"ceilWidth":4.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Dimension Calculation {"data":{"dim_id":"c4c6bbc0-b1bd-4fce-b7d9-b7e073fd0d78","height":30.8,"width":23.28,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":11,"baseProductionCost":3606,"result":[{"id":"3d3961d9-9c4e-4160-b2b6-606495c2c398","height":23.28,"width":20.41,"depth":3,"price":277},{"id":"b89a0833-1531-4620-9ca6-5ff2685c7333","height":23.28,"width":20.59,"depth":3,"price":277},{"id":"4a51ceb9-38ee-4dc3-8c3d-31466fb7330d","height":23.28,"width":19.34,"depth":3,"price":277},{"id":"11e32547-8409-4a39-9ac4-a39da442ee86","height":23.28,"width":18.62,"depth":3,"price":277},{"id":"be15fb89-8e8b-48b9-889d-ff82f2611cb6","height":23.28,"width":20.41,"depth":3,"price":277},{"id":"37236e9f-c2a6-4169-b3b4-10e6b9de9aeb","height":31.33,"width":19.52,"depth":3,"price":429},{"id":"5654890e-65ab-4fa1-85c8-7f8e5ada30cd","height":31.87,"width":27.04,"depth":3,"price":429},{"id":"e6b82efc-71dd-47e8-b308-d688aed334a3","height":22.74,"width":18.08,"depth":3,"price":262},{"id":"52bf4189-f5fd-449f-8df7-734f33797f86","height":23.28,"width":20.59,"depth":3,"price":277},{"id":"47f0a9c4-7a84-443a-9e32-363f2c280b3b","height":30.8,"width":3.94,"depth":3,"price":412},{"id":"c4c6bbc0-b1bd-4fce-b7d9-b7e073fd0d78","height":30.8,"width":23.28,"depth":3,"price":412}]},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":75.0},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Total Production Cost and Tax {"data":{"productionCost":3754.47,"taxFactor":0.0887,"tax":333.021489},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Box Calculation Details {"data":{"breadth":81.0,"boxDepth":8,"oneBoxCapacity":-19.0,"noOfBoxes":-8.0,"noOfFullBoxes":-9.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-19.0,"widthOfHalfBox":-4.0},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":554.7625899280575,"shippingWeightInKG":251.5930113052415},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":251.5930113052415,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":11,"min":"241","max":"280","rate":"220","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":220,"defaultShippingRate":null},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":3606,"PSUCost":148.47,"tax":333.021489,"shippingRate":220,"miscellaenous":0,"signPrice":4307.491489},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"166.34","sign_height":74.66,"sign_depth":3,"totalCost":4307.491489,"TATDays":7,"baseProductionCost":3606,"productionCost":3754.47,"PSUCost":148.47,"tax":333.021489,"shippingCost":220,"uniqueReturns_count":2,"objects_count":11},"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:02] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 11:59:02"} 
[2026-04-07 11:59:03] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":74.66,"sign_width":"166.34","shipping_weight":85.70233796517694,"shape":"rectangular","dimensions":[{"id":"3d3961d9-9c4e-4160-b2b6-606495c2c398","height":23.28,"width":20.41},{"id":"b89a0833-1531-4620-9ca6-5ff2685c7333","height":23.28,"width":20.59},{"id":"4a51ceb9-38ee-4dc3-8c3d-31466fb7330d","height":23.28,"width":19.34},{"id":"11e32547-8409-4a39-9ac4-a39da442ee86","height":23.28,"width":18.62},{"id":"be15fb89-8e8b-48b9-889d-ff82f2611cb6","height":23.28,"width":20.41},{"id":"37236e9f-c2a6-4169-b3b4-10e6b9de9aeb","height":31.33,"width":19.52},{"id":"5654890e-65ab-4fa1-85c8-7f8e5ada30cd","height":31.87,"width":27.04},{"id":"e6b82efc-71dd-47e8-b308-d688aed334a3","height":22.74,"width":18.08},{"id":"52bf4189-f5fd-449f-8df7-734f33797f86","height":23.28,"width":20.59},{"id":"47f0a9c4-7a84-443a-9e32-363f2c280b3b","height":30.8,"width":3.94},{"id":"c4c6bbc0-b1bd-4fce-b7d9-b7e073fd0d78","height":30.8,"width":23.28}]}},"timestamp":"2026-04-07 11:59:03"} 
[2026-04-07 11:59:03] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 11:59:03"} 
[2026-04-07 11:59:03] local.INFO: Input Parameters {"data":{"dimensions_count":11,"shape":"rectangular"},"timestamp":"2026-04-07 11:59:03"} 
[2026-04-07 11:59:03] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 11:59:03"} 
[2026-04-07 11:59:03] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 11:59:03"} 
[2026-04-07 11:59:03] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 11:59:03"} 
[2026-04-07 11:59:03] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 11:59:03"} 
[2026-04-07 11:59:03] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 11:59:03"} 
[2026-04-07 11:59:03] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 11:59:03"} 
[2026-04-07 11:59:03] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":2010.54,"dimensions_count":11},"timestamp":"2026-04-07 11:59:03"} 
[2026-04-07 12:03:09] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"203.67","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpBCAA.tmp"}},"file_present":true},"timestamp":"2026-04-07 12:03:09"} 
[2026-04-07 12:03:09] local.INFO: Validation Passed {"data":{"sign_width_or_height":"203.67","user_input_dimension":"width"},"timestamp":"2026-04-07 12:03:09"} 
[2026-04-07 12:03:11] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":11},"timestamp":"2026-04-07 12:03:11"} 
[2026-04-07 12:03:11] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":11},"timestamp":"2026-04-07 12:03:11"} 
[2026-04-07 12:03:11] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":11},"timestamp":"2026-04-07 12:03:11"} 
[2026-04-07 12:03:11] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":11},"timestamp":"2026-04-07 12:03:11"} 
[2026-04-07 12:03:11] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"203.67"},"timestamp":"2026-04-07 12:03:11"} 
[2026-04-07 12:03:11] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"203.67","file_size":41900},"timestamp":"2026-04-07 12:03:11"} 
[2026-04-07 12:03:11] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":11,"objects":[{"index":0,"position":{"x":1009,"y":254,"width":128,"height":172},"scaled_width":22.89,"scaled_height":30.76,"actual_filled_area":303.82,"bounding_box_area":704,"exact_perimeter":176.19,"approximate_perimeter":166.91,"convex_hull_perimeter":105.94,"perimeter_pixels":985.3137084989849,"original_contour_points":19,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.34,"compactness":0.123,"perimeter_to_area_ratio":0.5799},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":835,"y":254,"width":142,"height":172},"scaled_width":25.39,"scaled_height":30.76,"actual_filled_area":700.31,"bounding_box_area":780,"exact_perimeter":102.78,"approximate_perimeter":99.3,"convex_hull_perimeter":100.57,"perimeter_pixels":574.7939392393406,"original_contour_points":112,"approximation_points":6,"shape_analysis":{"aspect_ratio":1.21,"compactness":0.8331,"perimeter_to_area_ratio":0.1468},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":657,"y":254,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.74,"bounding_box_area":880,"exact_perimeter":118.28,"approximate_perimeter":111.25,"convex_hull_perimeter":98.52,"perimeter_pixels":661.4873734152932,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3124,"perimeter_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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":163,"y":254,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.85,"bounding_box_area":880,"exact_perimeter":118.18,"approximate_perimeter":111.03,"convex_hull_perimeter":98.52,"perimeter_pixels":660.9015869776663,"original_contour_points":352,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.313,"perimeter_to_area_ratio":0.3397},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":495,"y":251,"width":152,"height":178},"scaled_width":27.18,"scaled_height":31.83,"actual_filled_area":261.82,"bounding_box_area":865,"exact_perimeter":159.51,"approximate_perimeter":140.66,"convex_hull_perimeter":95.14,"perimeter_pixels":892.0214280248111,"original_contour_points":395,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.17,"compactness":0.1293,"perimeter_to_area_ratio":0.6092},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":334,"y":251,"width":137,"height":178},"scaled_width":24.5,"scaled_height":31.83,"actual_filled_area":301.73,"bounding_box_area":779,"exact_perimeter":180.24,"approximate_perimeter":156.34,"convex_hull_perimeter":93.27,"perimeter_pixels":1007.9625535217655,"original_contour_points":435,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.3,"compactness":0.1167,"perimeter_to_area_ratio":0.5974},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":251,"width":151,"height":178},"scaled_width":27,"scaled_height":31.83,"actual_filled_area":261.98,"bounding_box_area":859,"exact_perimeter":158.79,"approximate_perimeter":140.21,"convex_hull_perimeter":95.1,"perimeter_pixels":888.021428024811,"original_contour_points":382,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.18,"compactness":0.1306,"perimeter_to_area_ratio":0.6061},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":483,"y":2,"width":128,"height":172},"scaled_width":22.89,"scaled_height":30.76,"actual_filled_area":298.68,"bounding_box_area":704,"exact_perimeter":176.21,"approximate_perimeter":166.12,"convex_hull_perimeter":105.66,"perimeter_pixels":9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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-07 12:03:11"} 
[2026-04-07 12:03:11] local.INFO: Nested area calculated {"data":{"nestedArea":8518.147},"timestamp":"2026-04-07 12:03:11"} 
[2026-04-07 12:03:11] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"5078d041-5545-4b43-858e-7181713d2abc","height":30.76,"width":28.61,"perimeter":118.28,"area":347.74,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKQAAACwCAYAAACB8sXMAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1dfXAU5f3/7N6+3F1IQkIgvCuogCClQnnRCviCpcqryEuVQfFtqNap07Gd2tZO26kznfl1tK3W2qJIrYIIAqKoCMaKIFBBBeT9JQgCSQQS8n63t7vf3x/wPDx7uUvucpvkLtnPzDNJLrt7+/Ld7/sL4MFDGkFq6xNIFxARAUBVVRWysrLg8/lQX18PTdMgSY3fJlmWG/1/KBSC3+9HdXU1srOzITV1wA4Mpa1PIJ3whz/8AR988AGKi4uRm5sL27Zh2zYu0mpcWJbV6P8lSUJNTQ3y8/OxZMkSN0/ZQ3vFiRMnqHPnzpSVlUUASFEUApDQkiSp0eXz+fi2//rXv6i8vLxxCvfQsUFE9PTTTxMAkmWZADiIyI2lqir5fD66/vrrqaSkxCPIOGhc+ekgKC0tRVFREQBAURQoisLFsKK4o9VEIhFYloX9+/dj8+bNXGf14MEBIqIVK1aQqqqcM4rc0S1OyTgvALrrrrvII0gPMWFZFs2dO5cAUCAQcBCipmmuiWymm+q6Tt26daPDhw9TJBLxiNKDE/v376devXoRANI0jSRJ4jpfMoZNU4sRdzAYJAD061//2uOSHpwwTZOeeeYZkiSJi2y/3+8gJDdENiNsRuwA6PLLL6dTp055BOnhEioqKmjMmDEOHY8RJiMeUfdr7mLckf1kx3zxxRc9LunhAqqrq+mbb75xcDBRRAcCAdJ13RVxzYhbkiSup6qqSlOmTKH6+nqPID0AkUiEFixYQLIskyzL3IkNl3TGeIvpkLIsUyAQoG3btnlcUkCH9UPW1tZi3bp1sG27Vb7P5/MBuOCPZKivr8e6deta5fs9pDFs26aioiJutLQ0hxSNJlzkjsxYGjp0KJ07d87jkBfRITmkJEl45ZVXIElSk5k8bkHkxKqq8oSNvXv3YtWqVV7kpqOCiGj79u2Um5vLuVZLc0jRUhcd7szFNGLECKqsrPQIsiOCiOinP/2pw63T0gQp+jJFS17TNFIUhXw+H33yySdkWZZHlB0NFRUV1L9/f27tBgKBVrOyZVlu4CRnOuzDDz9MNTU1HkF2JFRWVtL+/fsbcK3WIkhVVbmawGLbuEicubm5dOTIkQ5PkB3KqNE0Df/4xz+gqir/TJIkR0Z4PCMnGAzyY8iy7EhL8/l8DUodJEni+zBEIhFEIhFIkoS6ujpuVBERqqur8dFHH3nGTUdCeXk5XXHFFVxUMy4ZneGNKM6mKIoj2iJJEum6TnfccYeDy7GfzIiJF3aM/j6mPkycONGL3HQUEBEtWbKkAWGoqtokQbIQopiO1rdvX3rnnXcchhE7pmi4xCLK6O9jxw8EArR69WovctMRYBgGjR8/nnRd53qcpmkO/TEeQTKiEvMlZ82aRefOnaNevXpxYyVWulqsnMpY38fOafr06WSapkeQ7RmRSIQ2b95MwWCQGxM+n49ycnISEtlsMYILBAL073//m2zbpnvvvZf/X0xdY+qAGKFBAgSZn59PJ0+e9AiyPYOIeFa4z+eL64NsjCBFq3zQoEFUXFxMtm3T2rVrKTs728FxgYZ5lWiCINkxANDf//53T2y3Z1RUVHBuKMsyderUiT/8QCCQsMhm/7v77rvJMAwyTZPKy8tp7NixDp0Ugt4Za8X6vkAgwPe99tprO6wLqN27fWzbpj179qCmpgaapsG2bZ5xEwwGUV9f3+QxGLPSdR2yLOPqq6+Gz+eDbdvIy8vDiBEjEAwGQUR8W/YdiVQtsvMgIuTk5ODLL79EUVERbNvucETZ7glSkiS8+OKLyM7OhmEY0DQN4XAYAOJ2pJBl2bHYZ6FQCKqqYujQoaiqqoKqqqipqcHEiRNRV1eH7OxsR/msLMswTbPB8RnhshUKhQAApmlyQn7vvfdaLfHDQyviyJEj1K1bNy4uxQgJs4BjdZtg+qWYKsZE8p49e4ihvr6eSkpKuAXOtmW+y0RrcsQSCl3XqbCwkPbs2dPh/JLtmkPW1dXRBx98gG+//RbAhYgK40bAJQ4pitro/wGXevf4fD706tUL/fr1459rmobu3bvjuuuuA3Ap0mOaJogooQRgkROyfkJlZWVYtmwZNE1L+ro9pCnOnTtHN954I/n9fgoGgw0aACTitBYtckVR6Cc/+QkREZmmSbW1tUREZFkWvfzyyyTLssPvmGiBWHTyLi5y2AEDBlAoFOpQHLLdgojonXfe4WE5kRh1XW+y5jq6WRRz42zatIkTYSQSISKiuro6On/+PPXo0YNb14qiJEyQscQ68wSsW7fOcwG1BxARzZs3r8HDFmPNiEMMiCJKVVVJlmXy+/1UXV1NpmlyHdKyLLJtm4iIxo0bRz6fz0HsieqQIpfMy8vjv0+fPp3C4bBHkJmOkpIS6tu3L0/5Yt3H0AghxFuMgEeNGkWmaZJlWVxsG4bBifP//u//HKFJJEGQosNeNJCCwWCHim+3S6OGiGjDhg04ffo0IpEId6eIjUU1TYOmaY4qwEaOB13XMWbMGBARZFmGZVmwbZunstXV1WHq1KnIzs7m+6mq2mR3XbadZVmQZZl37u3cuTM/7ooVKxI6Tw9pCsMw6JZbbnEYL8kk4MbKxunatSutWbOGi2gmpiORiEOEP/HEE/x7xS4YicTK431/v379Ooz7p91xSCKizZs3Y/fu3QDgSt21aZq47LLLMHz4cMiy7HDTKIrCozYAMG7cOHYeiEQi8Pv9KX//2bNn8fLLL3vJu5kIIqIFCxZw3c8NDgmAHnroIc4Fw+Ew55BMnwyHw0REVFFRQX379uW6YzAYTJlDAqBhw4Z1CD2y3XHI0tJSrFu3DsFgELZtJ6TDJYLx48cDuBCjtm0bkiRx5zdwaRJD586dMWnSJN6poq6uzpXv37dvHw4ePNju49vtiiAv+h5x/Phxbmy4IbLz8vIwduxYGIYBIuJi2LIsTngsiYKIcM8998C2bdeiLD6fD6ZpYsmSJV58O5NARDRx4kRe64yLbp1URfatt95KREShUIiLbdu2qa6ujv/NnOTMwOnevbvDnZOqyAZAV1xxBRUXF3scMlNw9OhRfPbZZ9A0jXMvNzjkvHnzAFxIP2Mi2jRNB1cEwF03ADBlyhTX1AWGo0eP4rXXXoPXUCADYFkWL+JiYTuxQWgqHDIUCnEHuMgVRY4oGjj19fVUVFREBQUFrrh9xMKxa665xmsokAk4f/48DR482BFDTrZpfXSkBACNHj3aER6MB0awtm1TKBSiUChEs2bN4mlorAgsXuvoxhZ7oXw+H+m6Tm+++Wa77QXULkS2YRi0ceNGnDhxAqZpOsQ0MzoSASvsNwyDfzZhwoSE9hXFM2sacP3118M0Td4MwDRNHi1KRpWQZZlHiMLhMFauXImcnJyE9/fQyrAsix577DEHR4Eg+pAgJxLrYFRVpS5dutD//ve/Jjkki9wwkc2MnAMHDvDJDmLUJl7qW7zF9mWcOz8/v92Op2sXHPL06dPYunUrLxuQJIlzlUR8yWyfcDjMXTqyLGPMmDEYMmRIk/sTESRJasD1Bg4ciFtvvZX/H7iUjMt8mYkgEolA13V+/KqqKixevNiL3KQjiIieffZZrp+JCa5IkAOJ07uysrL4vosWLeLGSlMckuhStMayLG7srFq1ysG5Rc6YzDky7s247ZAhQzpMfDujQEQ0fvz4BkZMU/11xMXEOiMQVVXJ7/fTN998kxBBMjCCNAyDLMuiUChEdXV1NGDAgJjnkkjqW/QSR4wsXbqU2huXzHiRvXv3buzcuRPAJXEoy3JSRgNFhf8ikQhmzZqFnj17JnwcIuJ+SVataFkWAoEAbrvtNgANxXSsisRYEI/Lzse2bbz66quorKxM6BiZgowmyDNnztDbb7+NyspKBAIBbh2LlnUyzmnDMBAIBAAA99xzDyzLanI4OwOLm4vhROagHz9+PA8jKooCSZLg8/kS0m+BS4TL4ueKosA0TWzevBmHDh1q9/HtjAFr9uRGaI6Jz86dOxMAbjmzDPFERDbTJ8VFRFRaWkoTJ07kVnK0Nd/U+UdnnbM6Ib/fT/Pnz29XYjtjOSQR0b59+1BSUpLyscTM8crKSsyePRuSJMEwjKT8mPFQWFiIKVOm8C4Z4XCY51Emmgnu8/m46GZiOxQKYceOHQl138gUZCxBGoaBt956y5VYNWMwuq7D5/PhoYceAuBOphDDD37wA/h8Pp6FlAxTi1YdRLXg0KFD+PDDDz0XUFuivr6e9u/fT3379o1bR93YirU9K84aPnw4nT9/noguZfCkKrLr6uooFArRpEmTSNd1R2jS7/cnff6Ac3zypEmTyDCMdkGQGckh/X4/li1bhhMnTrgiUoELBkMkEnEUajHneqrw+/3QdR0//vGPeV8hBjFMGQ9iXqU4oo5Z7EVFRdiyZYvHJdsKpmlSv379eIJCqhxSLO7fvn27IxTIViockqG6upo3AFAUxeHsTvT8dV1v4PyXJIkefvjhdmHcZByHJCLauHEjjh075lpGNnuOd955Jw8VstxGtzK0I5EIsrKyMGPGDABwdFZLBJLQM4jtx7ilqqpYv349L2zLZGQcQbJsF+BCTNcNkc3a9M2dOxeBQIA3fHITzKn94IMPIhgMwjCMpKzjTp06AXAaOOxFMgwDx44dw5o1azyx3do4f/48BYNB3hE30RIBMV4t9uphibw5OTlcxIqiVszgaS6Y2GedLm677bZGWwHGOn80onKw62gPlYkZxSFt26aPP/4Y9fX1nDsmGkmxLIuLPUVReFs+5m+87bbbOFcUOZAbIlsUsaqqYubMmTAMg3eqcAtHjx7Fjh07MppLZhRBhsNhvPHGGw1iz4mC7ceIjCXSqqqKefPmNUieTSZFrCmwcyUizJgxA7m5uTFT1poD6eJEsJqaGrz22mspH89DAqitraUvvviC16kkI7Kjs2yYdcu66Y4cOZIqKip4GQLL2nELzJ9JRFRVVUVERHfffXejIrixFW97TdPosssuo6+//trjkC2NYDCIFStW4OzZsw5RnYjIjuZCYugNAKZPn47OnTvzKIoU1dE2VYhimXkG5s+fn/Jxo0FEOH78uDcQvjVARDRo0CBHcoHoh0uGw4iJsT179qRdu3Y5WqOIhkx9fb0rXFJM2rUsi6qrq2MmhjSHQ0aPPb7hhhuotrY2IwkyIzgkEdHatWtx9OhRB7dRFCWhsRsiNE3jhVcAMGnSJAwcOBBExH2PLI0MSF5PjYVoXVSSJHTq1AlTp06FruspHx8A5+66rmP37t1YuXKll5bWUjAMg6ZPn865gKgTJtLMSczMFt09wWCQVq5cyblYdXU1/11sRJoqxGOxum7Lsmj9+vVUUFDgWvqcOLX25ptvprq6Oo8gWwKlpaW8Wg9w1jQ3NjEr1mLbs4664XA4qdBgcyCqAKy8wTAMMgyDZsyYwV8Y9sKJpRjJVE2KJRiqqtKJEycyjiDTXmQTEa1bt85RIiDmECZaBsAQDocRCAR4mYI4zL2lIA5QYpWRsixDVVXccMMNXD1gYl1MuKAEbROWTQ5cGhS/evVqz7hxG5WVlTRhwgSHeEaSnCN6286dO5OmabRp0yaeRNGSHJLI2aiK6JIraM+ePVRYWMjPM3quYqLXyfYTs8uvvfZaOn/+vEeQbuEid+QiWswBjC4pTWSJk7kmTJhARNQqIpt9D9GlXkBMr4xEIvTAAw9wYhL7ESVzbdHjkNnfmTZWJO1F9po1axAKhXi+Iru3lERYj1nK0sUGApZlYfbs2fw4rQGmbjCxysoXFEXB/fffz0sUpKiGAolCEhoQiFi5cmWrXWO7R1VVFQ0YMMCRGCFalom2JIluOpWbm0uHDx/mI4ZbmkOKHdLEKBAT2zU1NTRkyJAGHE8cFdLUijWoSVEU6t27N33++ecZwyXTlkMSEa1cuRLHjh1z+AXF+0oJtkqhqBj2zJkz0adPH9i27WpyQzyw77Usy+E3VRQFRARVVTFr1izHPozTJcIpJUlyzGNkkGUZJ0+exMKFCxNOQvEQB7W1tTRlyhTHGx/d6SFZPUvTNJJlmdauXdsgxayldUgiZ9SH6ZDMJXTgwAHKz89P2o0VfR90XXdIEODCmLqSkpKM4JBpiy1btrhWosAIEQAVFhbyFidiKK81CFKEWOZgmiZFIhGaNGkSvwZW6pDs9ccKRQYCAVq0aFFG9AJKS5FNRLRlyxZHiC8VsJ6RiqLg9ttvh8/nQyAQSNqH2VJgBs2kSZO4SK+trQUAV0KL4XAYS5cudWVmTodEeXk5byCVSGeH6BWLS/h8PsrOzqaNGzc6uCGLnLQlh2TnceLECbrqqqsc15JsmWysa2f7fPvttx6HTBa2bdMnn3yCHTt2AEgsvawpsMzsyy+/HN///vchSRLnQG7XzjQXlmWhT58+mDx5MoBLnDG6bDYVLFy4MO0jN2lHkJIkYeXKla4TDCtTYFaomDWeDmDidN68edA0jfsk3VBZiAiBQAAvv/wyvvnmm5SP16Fw8OBB6t27t2OcsBsiu2vXrrw9M7NsWXZPOohsIqLa2loiIho4cKDDM+CGyGYRrueee47SmUumFYc0DIOWL1+O06dPu1ZgxXDnnXdi8ODBjkSHdOGO7HzEGTduTiIT/bjLli3D2bNnUz5mSyGtCNK2bbz//vuwbbvBNIVU4PP5MGfOHC6uLctCbW0tNE1Lm85htm3D7/fDtm1MnToVBQUFDod3KhAd8tu2bcOxY8fg5UomgK+++qpZM2bEkgRWuCWK+7y8PDJNs0FiQ7pAPB9WBHb77bdzp3d0AKA5iSXsHum6TlOmTCHTNNOSINOGQ4bDYVq9ejXninRxLksiELkIy5W0LAvBYBBEhGnTpjk61oolqelgZTPxHA6HkZ2dDdu2MXPmTACI2UWDfcaSRRKBaZpQVRXhcBhbt25NG8mQtiguLqarr746bkisqRVrNk2nTp1I0zT6+OOPOScSDQnTNFvdmGkMLGfSMAw6d+4cL2qLZ8yIWfSNLSZtxNDrG2+8QUTpa9y0KUzTpIULF3LCEm9yIjdc3E60KAHQuHHjKBwOcwd4dFVhOkA8J/bSEBH97ne/49cWL/snmSpL9tIGAgG68cYbqaysLO0IMi1EtizLWL16Ne/kIIbLErW0SRDH4j4zZ86EpmkIh8P8f+kgpkWIU2RZuNQwDJ6zaVkWbNuO6XmgBJgca5QvqgafffYZNm/enPaO8laHbdt04MABysvL45kuwWAwaaVdzHBhHOHKK6+kgwcPkmVZvNrPtm2ehxiJRNJCZIvckYGJ7/79+zd6vYksdi9ZGJb9Pn36dCJKL4JMCw750ksvoaKigr/tLEM8GdDFIjDLsjgnmTp1Kvr168fnxbDtxHk0bvo6m4tYhgk7r7vvvht+v79B3mYyURx27aZpOqRPUVERvvjii7Sq304Lgly8eDEXpaqqwrbtmAmnTUFsKO/z+XDjjTdCVVWHOBTFYzqJ7lAoBFVVeXsXVq4xa9Ys5OTkIBAINPvlqa2t5Z3XxHKQ6upqrF692s3LyGyEQiHatWtX0gPWG1tMZOfm5tKZM2eSbsncFogOIUa3lH7kkUccBgm71ngtoRsLNYpGoqZp1K1bt7SqTGxTDmlZFpYuXZrycXw+H7KyshxtjxcsWICCggJXWqG0NJj4pTglGRMmTODXxgrDgAsJI4m0khELx8RW0qZpor6+Hps3b0YoFEobomwT2LZNX375JfXp08cVDikaQaqq0s6dO3mHiHTnkAyxGu3btk2lpaWOPEmxc0esfNHoJfpoxVJiXOSYDz74IIXD4bQgyDZjH6FQCG+99ZZr6VC2bXPlfcKECRg8eDAikUirdKZwExTFJSVJQk5ODmbOnMmvhemZABKaBMY4JMWITFmWhaKiIhQXF6OqqqrNibLNCNK2baxZs8aVqr/oiQazZs2Cz+dLm2yeVOHz+TB37lzehgW4YMA152VjPk3RQDp27BiWLl3KX+gOh0gkQrt37+YzV9w0arp160Z79+7lFX6t1ZnCDcQT2QxDhgzhRomoojQlsuOFHcWoWL9+/dJCbLcJh5QkCa+88goMw3DF9cIGWQLAj370I/Tv359nYCfbP7KtwQycWEbO/Pnz+XU1Zx54rO8BLtyjY8eOYfny5Wnlk2w1hMNhys/Pd/SxSYVDitxi06ZNRHQh+sG4ZLpzyKbcPpZlUSQSocrKSurRowc3TlhyRSLckW3LtmeSiXXflSSJvvvd7xJR20ZuWp19WJZFq1evRnl5OfLy8mAYRgMlvql7Eu0gZn936dIFI0eORG1tLbKysuD3+1FTU4OsrCwAicV92xLR5xftrlEUBcOGDUN5eTm/b7GuKd5nYpqeuA3jtrt27cInn3ziyrU0F60usk3TxLJlywAAFRUVrohUn8+H/Px83iJZ13VEIhFYlsUnYGUyWMFbMBjEvHnzeCWiruuuqiREhI8//rhNEy5alUOapkl79uzBu+++C0VRYJpmUsOP4sEwDM5xjx49iq5du4KIUF5ezssCMhmdO3fGmTNnYJqmo/ubbduuxeOZZFq1ahXuvffelI+XESAi+v3vf8/DVohjJaIJnTF6+969ezcIq4nZP00dL1NWIBDgbWFkWabs7Oxm3b9495T9/sILL7S5LtkqCIVCNHz4cN63xq3ePexzMSOaEWKsMtJMW8CFuDW7pu7duyd0P5q7brrppvZPkERE7777LgUCAZ4UwPo7ukGQwWCQJ1a48VDSaWmaFpPTBwKBhKZQJLNUVaVgMEibNm3KiOZUzYZpmnTHHXcQ4HTTMAJKhSCjU/vZFAL2PaKLIxMXuy5Zlik3N5e/gM0dHBXrfgLOBrBz5syhdAglthhKSkp470Km6zX3hkZvz0Q1e1giN4nuKZmJi0kRUe9mTaiaI2GiF3sO7CdTpdqi5qZV3D5ERG+++SbC4TAvzhc7SDB/Wjy/WozjORZLMKisrAQQuyw2k8HqacRxIaFQiFvayd6/aLDnED0Nd+nSpWhtsd0qBFlWVob169cDuNTNK5mWxR5aFqysgS62l2Z47733UF5e3lan1XLYunUrHycMODtNeKvtV7QqwP7WdZ0++ugjas3k3RbnkERE//3vf1FVVdUgTcxDeoBlnsuyjFAoBMMw4Pf7EQ6H8fbbb7s2IDQtcPz4cRo6dGiDt7K9uWYyfWma5jAA2e+9evWiQ4cOtZpfskXZFRHRBx98gK+++oqnTTGd0efzNSjq99A2kGUZhmFwA5DlAui6jlOnTuGll15CdXV1G5+lC4hEIjR27FiumyiK4nAxeFwyPVb0c2DOdl3XSVVV6tOnDx06dKhVOGSLoqKigoBL5Zqio1eM0iANHkpHXz6fL6bPlvkkP/3001YxblpMZFdXV9OKFSt4nxopKgNa7FcTDUnImpYkiadY6brO62RkWebKdvT20SvTkch15Obm8t9VVeX3SexV3thxLMviIlvclrnpnn76aZ4G15JosfQz0zSxZMkSV1ozs+6yrNqOFTjV1dVBVdUm09cy3bJnL614H8UXWVEUHhQAwDt/sKTeVNP7AoEAPvzwQ5SVlaV0nETQIgRp2zZt3LgRGzdudOt4/HdZlvmAcgDIysrC+fPnXfmeTEUkEuFVlpZl8V5Gtm03q09SNCRJQlVVFTZs2AAiIinTxA4R0X333Rc39QsJKNniYulqTNFm27H2zW2d/NDSS+wPyVZ08gVzZjOdj/2d7BSHWPeffTZ8+PC0bQXdKI4ePUoFBQVUUFAQ9wIbW7GyeYBLWULsZ35+fpsbA+mwxIGbmqZRMBh0vLRuECRLXHn99ddb1CfpOuslIvrTn/6EJ598EoqicIMmapvGTyrG9qzkIScnByNGjMCpU6cQDAZhmmbG64jJIF4BF1NlDhw4wMeABAIB1NfXp3z/VVXliR0jRozAjh070FJi23Udsq6uDsuXL4eu6641VmfEGAgE8Itf/AKPPfYYv9mJNFzKNJUnGk1VFmZlZUGWZRw5cgSLFi3Cn//8ZwDJtTJsDOw4uq7j888/x7Zt22DbNsmynN431jRN2rdvHwGXEijcGJ6Ji2Jp7NixdPLkyczTYVoJRERlZWWUm5vL1ZxAIODK/Rd108cff5wikUj6Pwciot/+9rf8Aphi3dQNET9jDlqmsIvO2oULF7b/Wo8UQUQ0ZsyYJgks2SVm5Xfp0oWOHTuW/s+htLSUhg8fToDTAEmGIKP/LxLl/v370/8mtDGIiF588UWSZTlhhtDUis7AlySJnnnmmfRmDkRES5cudbB3CG9WUzckun6ELUm6MObj+uuvT+8bkEaoqKigYcOGxe2wiyQJUtyHWfBpX5lIdGkcGkvGZZwtkRsiSZKDIJm/jf39n//8J71vQBrBsiz6y1/+4qrIxkX9kT2jXr160ZYtWygtm1OFw2Havn07J0TGIZv7hjIxLSrU5eXl6XfhaYzS0lLSdb1ZVZ3Rix1DlHyKotDcuXPTk0kQEf3sZz/jEZXo0s2mbki0qI7+e8KECel54WkMIqLrrruuWZGa6MU8JkxiMcmXk5PjeqmsKx7l+vp6bNiwgfur4iUBxIO4vTgkU1EU5OfnY86cOW6cZocCEeG+++5zpfxArErUNI134K2qqsKqVauQDo1OOSzLoh07djjYOdM1xH6EiVrZop6Sk5NDgwYNoiNHjqTPBWcQqqqqqGfPnq7okKyWnnFH1v149OjRrVoE1iSIiO666y4ursWGT4nOvI5OENA0jR/nySefTE/FOQNQX19P8+fPd+iB8ZoCJLOiCXzRokXpo1Lt27ePdx+DYMggijgTWdEErOs6rV271iPIZoKIaMWKFfw5RAcgoj9LdEUT5IwZM9KjDxAR0bPPPutQfsXISqIcEsKFin+PHDmSzp492/YXmsGoqqqiW2+91fE84vl8E13RBFlQUOBazU1KRk04HMa6deugKAq59nMAAAjkSURBVAr8fr+jrYnP53O0/mgMzBhi2eUs/X7y5Mno0qVLKqfY4ZGdnY0HH3wQwKUBAOJYEDcypc6dO4e33367bUcdExG9//77VFBQ0IAzIklRIDrAmZ6Tl5dHO3fu9LijC6itrXV0SwMaunKSWbGMpIEDB1JtbW3bEuQDDzzQgACjIy6Jdh+LjsyMHTs2fRTlDAcR0fjx47m4hss6JHvGW7duTfmZNZtfV1RUYOPGjQ7Wr2kaFEVx+B6ZD6vJE5Flvp/f78e0adOae2oeomDbNh555BEEg0EA4Am8AFyZTMFUrsWLF6OioiLl4yUNIqJt27Y5wlKIeotUVU3KqBHj3r1796Zdu3Z53NFFEBH17t3bkQUUrzNvUyuWyGYS7tNPPyXLslr32RER3XzzzVwXiT7BRBzh0f8Xu6Pdf//9bauPtEOEw2H64x//yF/+aL09Fcc5YyaaptFdd93V+oVgp0+fpsLCwrgXlCxBim8sAFq7dm16+LXaGT777DMqLCzkvmLGId3KBgJA3/nOd+jw4cOt9+yIiF577bVGCay5BBkIBOiyyy6jmpoajxhbALZt0+zZs2OqSakSpBhte/7555tt3CRt1FRXV2Pp0qX8bzdGABuGAU3TYBgGZs+e3b76EaYZJk+eDOCC4ehmu2vbtrnveeXKla4dt6kvpVWrVjlmprihQ8rypSFAn3/+uac/tiCKi4upd+/ejlr3VDkk445s37y8PNq3b1/Lh3yJiGbOnMkJUfRluSGyCwsL0ytzpB0iFArRo48+yi3j5lSFRi9JkhxGkq7r9Oijj7a8H/n48ePUpUsXToyx3q7mECTbZsGCBZ4zvIVh2zZt2rSJsrOz4442RjMNGnF6Wo8ePZpVlJewDmkYBu3duxfnzp2Dqqp8JIUbsVAiQo8ePXDnnXemfCwPjUOWZem6667DoEGDHMEIN5CTkwPggk1QUlKCjz76CC3mkyQiGjduXEx3ARL0VYlpUOxt0nWddF33qgpbEeFwmJ566ikHRxMbWUF4bokGN2INwRo1alTLeUyOHj1KnTp1cpxgMl5+kXA1TWswGuRXv/qVR5CtiE8//ZQKCwsb5BqI4+WSWWIuA/usZ8+etHz5cqqurnb3uRIRL6tMddyvLMucGNmFd+rUibZt2+YRZCvCsiyaMWNG3OSX5rbbjt5v2rRp7lvbZWVlNGrUKEe/HnYhiWbzRBMhcKkuY/r06Z513cogIlq2bBl3uymK0mT1ZyIrum9l165d3X22hmHQK6+8QpqmOeZbM9GdKMcU66yjL3j16tUed2wDnD17lq644gr+LGI9y0S4ZHTfTkmSuCdGkiRavHixe6FgIqJbbrmFczhWzIUUxLeu65y4u3Tp4r6O4SEhEBH9/Oc/dzyb5uiQ0cm+jIgZ0xo2bJh73dK+/vpr8vv9vKcLa6MsnkBTS4zq4CJBsjcobbsfdAAQEX3xxReUn5/viNwkO9KZ7Sta7YhS5957773Un7NhGPTPf/6TfwkjRtE9kMjbJBov4uedO3em119/ndKq0LyDgYho6NChvGUz4ByOmowUZLoje84ix5w8eTIZhpHac66qqqKRI0c6IjKJnpy4WLqTz+dztPb43ve+RxeHK3loI9i2TU8//TR/ViLTSDTyFr1ibd+9e/eEJsvGDbMQEe3Zswc7d+5M+aLD4TCfJxOJRHh14ZQpU7h330PbQJZl6Yc//CEGDRoEVVVRU1MDTdOg63qzB8LHQkVFBd55553mZ3KFw2EehE+VQyLqzWMiYfv27R53TAMQET3xxBMNdH32e6ockumUV155ZfPVs8OHD1P37t0pJyfHFYIUXQJ+v5+uvvpqqqys9AgyDRCJRGjbtm0xGYcbIlu0wouKipI3bizLohdeeCFmW+amTqapxaz1v/71r16LlDRCZWUl9e/f39H7h+WouqFDsp9z5sxJniCJiG666Sbq2rWrawTJ2Daz1M+cOeMRYxrBMAz629/+5iAqMRCSCkEyxqYoCgUCASouLk782RMR7d27lwKBAOXn53NTPhWCFOPXuq7T8OHDPd9jGuLs2bOUn5/PmYeiKK6MpmPPnh33qaeeilsV0MDKNgwDr776Kurr61FeXu6KlaVpGkzThM/ng23bmDZtmmtDlTy4h9zcXBQWFiI7OxuAc4JXKhAbnkqShBUrVqCkpCSxnU+fPk1dunThddJsjl6qOgSz4AYMGEBlZWUed0xDWJblqCgVh5umIiFF5zpL4nj++eebDieGQiHasGGDozyyOUVA0dszx7iqqnTHHXd4kZk0xqFDh2jo0KEO/dEtt59ImIMHD47ZUMAhssPhMFavXs3LI4PBoGNWdXMh9veZPHmyK6WzHloGV111FebMmYNQKATAvXmJbI43cEEV2LdvH4qLixtv4Xf48GHq06dPAzHrhshWVZUuv/xyT1xnAA4ePMiNEDc4pDgumY0NDAQC9Jvf/Ca+cUtE9Nxzz/EdxVIFNwgSAP3yl7/0rOsMABspApdENlMBZVl2zDIqLCyk0tLS+AQ5evTomMPS3dIhDx06lBlTRDs4iIheffVVB0dzKzAiDpsHQMuWLWvIpGzbpg8//LDBxmK4L1U/1NChQz3umEE4c+YM9erVyzWCFA0aJsKDwSBNmjTJocbJwIXBRcuXLwcAEBE6deoEAK4YNMAFo+bmm292xafloXWQk5ODUaNGJdxwtinIsgxZlqGqKurq6gBcMHTWr1+P3bt34/z585eY1alTpzh7FjM9xBEfja1YAXhx+f1+2rhxo8chMwiRSITefffdBuXKzVksoVssABO57ujRozltKABw8uRJdO3aFeXl5bAsC1lZWVBVFbZtw7Is+P3+pk6+0f8/9thjuOaaayBJwgw5D2kNVVWl06dP0+OPP45nn3220W2b6l5immbMiB/7zLIszjWli/+gsrIydOvWDaFQCIqioKamBpZlIS8vD+FwuNEvZOMm4uHbb79F7969PYLMMBARlZSUNDmahfkX40H0ZcYizEgkgmAwCJ/P59GHh/TC/wOsb7nnZ+1VygAAAABJRU5ErkJggg=="},{"id":"1ff81904-028d-4cd0-a13e-3e83f193af46","height":30.76,"width":28.61,"perimeter":118.18,"area":347.85,"image":"data:image/png;base64,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"},{"id":"4afb7d8d-f774-49d2-b62d-25a5aa09dcc3","height":31.83,"width":27.18,"perimeter":159.51,"area":261.82,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJwAAAC2CAYAAAAsj+QdAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1deZAc1X3++px7d/bSImm1C6uDIyAJG5WFDitIKlsQikjBgipzp3DKxE7FJg4OrsKFk1TZie0EggsqxKmYYEMZMC4QEIgMSsxhIkAYhLCFVujWSlppL+3c0/PlD+k9XvfO7s5qeld79Ff1StqZntfd7339u99rIECAcYR2ti9gMoAkT/+LUqmEUqkEktA0DaZpQtMGD2OxWESpVIKmabAsS36m6zoMw5i24z5tb7wcSqUSS6UScrkc+vv7cfToUezduxd79uzB8ePHkU6n0d/fj2PHjqGrqwt9fX3I5/PQNA2GYQA4RcrT/IRt20gmk2hqakIymcTMmTMRiUSQTCbR3NyM2bNnY9asWWhqakI8Hkc6nUYsFpvSczKlb244lEolAkBPTw8OHjyI48eP44MPPkB3dzf27t2Ljo4O7Nu3D93d3cjn8wAAXddRKpXgOI4kFQBomgZd1+E4DnRdF/27zqdpmvyNpmmoqalBc3MzWltb0dLSgrq6OixduhQzZsxAa2srzjnnHEQiEXHeKTNPU+ZGRkI+n5dqsbe3F9u2bcOmTZvw3//939i7d68kkWEYMAwDpVIJxWJx2D6FKlXJBwCWZUniCdUrWrFYRKFQKNuX6MeyLJx//vn47Gc/i7Vr12L58uWYMWOG2teknbdJe+GVgCRTqRS2b9+O3/3ud/jlL3+Jjz76CLt27ZISyLZtebyQZCpO21zQdV3acOUknLDnyn3vhWr7OY4Dx3Hkd4ZhyH4KhQIMw0BTUxNmzJiBq666CosWLcKyZcvQ2to6qYk3ZcDT2Lt3Lx955BFef/31bGlpIQDquk4ABEDLsmjbtvxb0zTX9wBoGAZN06Smaa7jxLGiic/U3+q6TtM0aZqm7Ne27UH9ec+n/q0eZ1kWAbCmpoarVq3i97//ff7+978Xtzs0uwP4j1QqRZLMZrN86qmneNVVVzEajboIgjITPNmapmkuUtbU1PCaa67hk08+yf7+fpKk4zgB+cYKfX19JMm33nqLX/ziF9nU1CSJhtMSIxQK0TTNs04Wv5qu67QsyyWNw+Ewk8kkv/nNb/Ldd98lSeZyuYB4fqFUKpEk33//fd50002sr69nKBQiAJqmWZZkXnU52ZsgnqqmQ6EQzz//fH71q1/lrl27AlVbLU6cOMFSqcSXX36Za9eulSQSdhQmABHGugn7caT7TSaT/MEPfsBcLsdsNhsQbzQgyWKxyGeeeYaXXnopgVMGeCKRcBnlNTU1jEQiNAyDhmHQsqwppU5FEw6JuE/bthmJRBgOh6WNl0gkCIC1tbV86KGHpI3n36xMQQgj+LXXXuOtt97KeDxedgKi0aj04so1wzAYDofPOlGqbeJhGup74TUL80I00zS5YcMGPvfcc8xkMgHpvMjn8yTJHTt28Oabb2Ztba1r8HRdZyQSYUNDw6BBD4VCTCQSjMfjw5JwMjdN0xiJRFhbW8va2lqGw2E5JkLah0IhxuNx2rYtH9Ta2lp+97vfZW9vbyDtBEjy2LFjvPPOO9nY2ChJY9u2fLqFOsHppzqZTA47QULtDHfMZGrl7DdhOggnwvu96khdeeWVfPPNN6c36UQA84UXXuC6deskoeLxuCvU4WcTMTo1mOs9Rg3ulvtNuf50XZf2lTd4q37mDSwP17df9yse4Hnz5vFnP/sZc7nc9CMeSWYyGd59992cN2+enJxYLCYHq6amZswJJwKrtm0zFApJqTBcSEXTNJqmOaQEFf0NZ0N6MxZjHaxubGyU/7/33ntZLBanD+mErbZx40Y5+FAmMxQKjZktVukE67pO27YlIU3TlB6w+jvhParxMW8/lmUxFAq5TARB2rEmXDgcdvUrHug1a9Zwx44dU590juPwqaee4sKFC+UgRCIR1tTUuNTOcJ5ZNc07wYJE5c5XjgDDkcKrWofLkw51PWNxz8LBAOAKlre1tXHr1q3s6uqaeqRzHIf5fJ7/8i//4sp5DkessYinDTfBavJdfBeLxRgKhYYkQyQSKSuNhYSMRCKS0EJleyX6WBJODZeoISZhDsyePZsffPABe3t7pw7pBgYG2NXVxRtuuIHAJ7aZsHHEJEOZxLGKoXknOBwOlyWMN44npKFQjeXsPCHdvBUqQ12LcCbGWsIlk0l5HartKR78eDzOHTt2jFl2YlzrqQqFAvfv34/rrrsO77zzDiKRCDKZDCzLQqFQkP8Cp4oQNU0rW6PmF7zlZCSh67oshjQMA4lEQpaIt7a2IhaLob6+HnV1dYjFYrJY03EcRCIRWeOWzWbR19eHrq4unDhxAgMDAzh27Bh6e3vR29uLTCaDbDYr6+ZEP97r8Rvi/kSNXy6Xc50nEokgEonghRdewKWXXopQKOQrR0w/OxsOjuPwwIEDuPHGG/HOO+8gGo0inU4D+GRgC4WCLEwUxBMD4zjOoAkZC8yaNQsXXXQRFixYgPPOOw9z587FggULMHv2bCQSCRdJhyuALBQKPH2MbJ2dndi3bx+2b9+O9957D++++y527tyJ3t7eMb8vATGGjuPAMAx5P6LSOZPJIJPJ4IYbbsDDDz8Mkpx0hZ4k2dfXx7a2NpnjA8oXPY7UotEoo9GoVGvi9954l1DLwgME3AWOwn6qq6vjDTfcwKeffprpdJoiyzGWhY0kXef54IMP+PDDD/PSSy+VQexyCXphV6rjJ9S5qsKrUceapjEajdIwDEYiEf7ud79jOp2ePDadqL6dO3euK/UiBm80g+P1IEUIQiTqE4nEoHhYLBaT9omu62xoaODSpUt555138vnnn+eRI0dYLBYpJNLZwvHjx1koFPj+++/z+9//PlesWCEdFGFzqQ+naZqu2KRI3FdDOK/TJkicyWQmB+kymQz7+vq4ePHisk/maMMdah/i9+UG1zAMRqNRl6EfCoV4ww038JFHHuHhw4cpaurGdUAqhJp1WbVqlStr4R07TdNkoLpawgnHSfw+EokQAFeuXMkTJ05M7DInx3G4f/9+zp07lwBYV1fnik15B2U0YQ/LsuRgiL/VflRJGo/H+dd//dfs7OycdPX/2WyWJLllyxbedNNNUnqrpoRpmjLE4YdKhTKOiURChlK+9KUvTdyxI8ndu3fzsssuc92EbduDyqOhiG6MMAjiGK9arampGUTYlpYWfvvb32ZHR8ekr/UXqb9f/vKXXLJkiZTYggxqgNkvwqnaoba2lpqm8f777594pMvn8+zr6+PVV18tL7ypqUmKbHUwVKMXFQxCOSmo2oG6rrO5uZnXXnstn3/+eTqOw2KxOLEGqAqkUilms1n+4Ac/YGNjI03TlMTwQ6UCYH19vevvuro6KVUTiQT7+/s5MDAwccaUJO+66y5XtQeUJ0YlncgunMl6A29CPJFIsL29nT/96U+nfDKaJA8fPszPfe5zgzSAn+X2QoKKObRtmytXrmQ2m2V3d/fZH1/HcfjAAw/I0IeXbKJywhtxr5RwXlUq/p4xYwavvfZa7tmzZ0oTTYXjODx27Bi//vWvy2IBvwgnwk5qulHYzJZl8bbbbjvrXj1I8p133hm06FglG0Zx08L7UgdPzQWKkMDMmTP5+OOPU6x7GOfbPqsolUrM5XJ88MEHXeEgb7wRcC++qYaQgthizMf5lk+BJLu6unjFFVdIr0ncqFqlO9LNqIQS8Sd1QQxOq05B5ssvv5w7d+6cNlJtKPT19fHpp59mTU2NK0+qOhXD7RIw2qbrOhcuXHj2KksKhQLvvvtueTHqU1Uuyj9UU4+xbbusqhWi/ZZbbiHJsy/aJwgcx+GDDz7I2tpaOUbq+EWjUd8IJ+bp7/7u78Y/NlcsFvnoo48yEokwFAq5ysGHEvOV3JD6W+HJioLBv/zLvyRJ9vT0BGRTQJL/9m//xkQiIedBrb6plnCqk6frOmfNmsX/+7//Gz8N09/fz2PHjvHCCy902QkAXGskK71Bda2lGuoQJUCmacpY0ITwkiYgSqUS77//fvlwhsNhl2qthnBqsF3095WvfGX80l6FQoFf+cpXCI/9JUgy1IUO1VTCevuIxWL89re/TbGRYIChQZK33367a2yFiVKtSlXn2TAMzp49m0899dTYSzmRcoFCKG8Fq/jsTNYkqEHNOXPm8Gtf+xpFxH1Mb2wKIJPJsFgsyu0wRKGlH4QToS51gdPatWuZSqXGdl6OHj3KlStXulShuIByKSj1AodqYtGM+jfwSR7v+PHjAdkqBEnu2bOH8+fPl5qiWsKpc6j2YZom//d//3fs0oeFQoHf+c53CLg39htNibT3WHG8Wmuv6zq//OUv8+TJk9M+9HEmIMknn3zSFZISqSp4CDSabI/XqWtububKlSvHxtzp7e3l/v372d7eznA4LE8sareqIZxQzUKVrl69mnv37g1CH1Xg8OHDvPPOO8vaX8AnlTaVRBFU4qopSV3XWVNTwyeeeIJiL2XfUCwWeccddxBwhz0sy/JNwpmmyfr6em7dujWQbFWCJDs6OtjW1iaJoppAZ7rmt9xmj2vXrvXXYy0Wizxw4ICUQuJivYn5agh3zjnnEADvu+++gGw+gSTvvfdeqVIFScT8jdam84atxAo2UZLu24UXi0UpnkVVrfg/fCCcqOe//fbbJ3Z16SQDSXZ2dnLNmjUusqil96iQbKKsX/1MkA4A//7v/94fQVEoFPjmm2/K5Lxax+ZNDJ8p4TRN4/z583nw4MFAuvkMknzppZdkfhoeaVWJlBupntGyLM6fP9+fuUulUrztttukYa+msMRJ/SDc5s2bAydhjECSN954o2tjw3IV2JU0kTMXdpxayvTyyy9Xp6EymQx7e3tl5a6aKlEvoFrCrVmzJpBsYwiS3Lp1K5PJpGvJYaV5bnVOvetSBBdisRhvvfXW6uaRJL/xjW+MilDlmvclGeJzUbC5Y8eOqbWvxQQESa5fv94lNIYqHSu34EmUigkOqCpaeMAtLS3ypSVndJH5fJ4XXnhh1YQD4Hqq1OrUP/qjP+KJEycCso0xSqUSH374YdbV1Q2KwZUr9xekUte9ogwxvXy4++672d/fP/r5JMlNmzaVVYPeE1fS1KyEWCEfDoe5adOmQJ2OEzo7O7l69epBFdXAJyVI5bYX8+5nV87+q62tpWVZ/MIXvnBmqa5SqcQNGzb4sruPuhxQFeXr168PkvLjCJJ86KGHCHxSeKGaOOq2/ChDOPG3mmkIh8Mu1bxy5crREy6VSvHNN99kfX29Lzs0lkutaJrG559/PpBu44z9+/ezsbFREq3ctrFinsXicjHnYvuyclmKcDjM9vZ23nvvvaMnHEnecsstBEafuirX1AsUhFuxYoX/+bcAI4Ik//RP/1QSChi8d0klu3bG43HOnTuXn/nMZ3jHHXfwRz/6Ef/nf/6HAwMDoxciuVxObkAs9H21NpxoYvXPo48+Gki3swCSfP3111lXVzfI6BcSTSWiiCSYpsnm5mYuXLiQGzdu5H333cf33nuPhUKBAsOdd8j94QqFAt966y2k02mYpinf7V4tbNtGPp+HYRiwbRsbN24MXjR7FqBpmkaSs2bNQk9PD8LhMAqFgnwTtngbdigUQltbG84991xceeWVuPDCC7Fo0SKcc845rr4qPe+QhDNNE08//TTS6bR8nXaZi3b97SW393vt9I6WoVAImUwG69evd72ROcD4wnEcbNy4Ebt370Y2m0U8Hkc0GkVDQwPa29vxmc98BsuXL8eCBQsQj8dRW1sLXderEg5DEi6fz+OFF16QEskPCELmcjnYto3Vq1f7IjUDnBkMwxAaBtu2bcOKFStwySWX4NJLL8WMGTMAjE56VYWPP/6YwCcr3Mulrkay6cp9LxyHiy66iLt37w5stwmAUqnETCYzLi/1LasrSfKNN94AALkPr2VZvpxQ9LN69Wq0t7f70meA6qDruhaJRDS/N5Aue65yHxYKBWzatAmxWEwaj47j+HJCsVv52rVrfekvwBTAb3/7W7a0tLjeT+CHShVxntbW1kCdTlMMknAk+dvf/hZdXV1wHAe6rsM0/d1df9myZS63OsD0wSDCdXd3Y/fu3SAJy7KQTqdRKpV8eUdCqVSCbdtYunQpotFo1f0FmAIgyYULF8q8p6pSMcpswlBqd8eOHYE6naYYpCszmQz6+/vl39lsFgB8kXC6riMej6O5ubnqvgJMTgxSqbt375b2m4BfIREAWLBgARoaGnzrL8Dkgotw+Xyer732GlKpFIrFokxpOY7jS0ZA0zQsX7686n4CTF64CFcsFvHqq6/KvzVNg23bKJVKvhAuHo9jzZo1Y/KWvACTAy7CkcSOHTukCtU0TUo5P2y42bNn47LLLqs6ARxg8sKrUtHZ2elSoblczreTtbW1BQ7DNIeLcOl0GqlUSkozkiCJSCTiy8kaGxuD6pBpDhfhdu3aJUuRSEpPVYRGRoJQxbZtwzAMAJBvHyaJT3/60+jr6/Pt4gNMPrgId+zYMZms96ISySTe4lwsFuE4DkjKV3JrmobW1lYkk8lAxE1jSMKVSiXu27dPksRLsKGqflWIV1qXqwS2LCuw3wJ8QrhcLodDhw6VPUjYciOB5CBiisR/c3MzkslkNdcaYApAprZOnjyJo0ePSukkCKbresXJe+8xwn4DggxDgFOQ4qi3txcHDx48I1Va7nhN00BShlXa29sRi8Wqvd4AkxySTX19fdi3b5/MKniJVonTYJqmtOOEKhWebnt7u5R2AaYvJKsymQyOHTsGwJ1hEKq1ErIUi0UUCgWQlMfruo5oNIr29nZEIpHAQ53mkDbcoUOHkMvloGmayxYTEmqocEk56LqObDYLTdNkEedoVXOAqQnJgoGBAf86VaSjIGoQEgkAKIRLpVL+darr0uZzHAehUAhz5szxrf8Akxdq4Ne3Tr3BY13XUV9f71v/ASYvfDWsVKlGUnqqqhMRYHpDB069vvrkyZO+dVoqlVwkcxzHVwkaYPJCB05JoAMHDlTdmSCZN1tRaWoswNSHJNyRI0d86dAwjLJVwkFYJABwOg7nl40l9n8DThGvUCi46uECBNABuNRggABjCR34pCIkQICxhjSsRpO6ChDgTCHCIoGECzAukF5qsLlzgPGAdBoSicTZvpYA0wA6cCqcEY/Hz/a1BJgGkE7DnDlzyhZe6rpecdBWhFZs24bjOLAsC5qmIZfLIRQK+X3tASYhhITTRKK9XHn5mULkVIOwSwAByaxQKCSlmlpaNJo8qJo7BdxJfD/3KAkweSEJFw6H5fYOKsFU1ToSvIRTf+tnRXGAyQu5pkE4DeqeIipGk/ryqk+S6OnpOdNrDDCFIMVWXV3dsAn80STfvYQrlUpyRViA6Q1JuMbGRkSjUdc7GcTahDOtZxO2YLFYxIkTJ/y54gCTGpJwiUQCoVDIRTiv8zAaCG9X/D6VSiF4EW8ASbhoNIrzzjtPricFTkk4dUFzJRDHC1tQvAxkz549cjuvANMXkkXxeBwXXXQRampqZF61UChIklTqNIitItTjSeLo0aO+LkUMMDkhCZdMJtHa2opsNls2ZlYJ4XRdL7u/HEl0dHS4XjgSYHpCEs40TTQ3N8sScVWFCsN/JAiSqWQTW0d0dHTId68GmL6QrNI0TVuwYIH8wjRN17rSSqAep4ZGxCKdQKUGcHkCra2t0n7L5/OSNJXab94Mg2VZrvfcd3Z2+nPVASYtXISrqakZ8t2olbxvS9hvgmRqQQAAfPzxx0FoZJrDRbhoNIpIJCJLiQTJ1F2QRuzwtOMAuPeUM00Thw4dkjZigOkJF+Hi8TiWLVuGXC4Hy7JGvbBGOAjCS02lUlLiOY6DDz/8MChln+ZwEU7TNFxyySWuTWkA+LaQ+eTJk8GC6GmOQYRbuXIlYrGYy2HwqyCzs7MT+/fv96WvAJMTLg9B13Xt0KFDjEajsn5NvEnGD3R2duK1115DJpNhsN/v9MQg0dXU1IS6ujoAn9hkfpWHZzIZvPLKKwiHw770F2DyYVAMRNd1zJ8/Hzt37oRpmq5carX2l6ZpePfdd6vqI8DYwHEcbtu2DW+//Tbi8TgWL16MOXPmiKiFb9qobNDtU5/6FF544QXfN7hxHAcHDhxAb2+vr/0G8Af/8A//gJdeegkDAwM4//zzsWjRIixbtgy//vWv2d7eLl8/WiqV/HsFguM4/OlPf0rbtmlZFjVNo2EYBDBi0zRt2AaAoVCIO3fuDFzVCQbHcRiLxeQc2bYt5zUajTIWi3HJkiX8m7/5G27dupXZbJYkWSwWWSwWq5vP/fv3c/78+TQMg7quEwBN06Su6y7yjNTKES4cDvOhhx5ikHGYWHj77bcrnt9QKMTZs2dz+fLl/OpXv8rHH3+c27dvlyQc9ckzmQyvvfZa2rYtSadpWtWEE5Ly1ltvZW9vb0C4CYJSqcTvfe97I86v4IP38/r6es6bN48bN27kv//7v/Pdd99lT08PSTKXy1X0Gko+8MADssNwOEwAvhFuzpw5/PjjjwPCTRAUi0WuWLFiVPNrGAYNw5DzGgqFGAqFaJomAbChoYHr16/nfffdx/fff39kybdt2zbZeSQS8YVw4kIB8Fe/+hUHBgYC0k0AdHZ2srGxccT5NU1TajxhanmbpmmMRqMuzqxfv17O9ZAphAsuuAAzZ84EcGqzQr+yDaKfzZs3B6+znAAgyffee6+iamzxankRmzVNE5FIBLFYDNFoVJajZTIZZDIZGIaBUqmEI0eOyBz6kCyKRCJYtWoVdF1HoVDwJfgr4nrhcBjPPvssuru7q+4zQPXYsmVLRVU86g71wCkCZjIZpFIppNNpFItF2LYt3/wt0qLz58+XlUfDiq3rr7/e16yAWhSwa9cuPPHEE6japQ5QFT788EP86le/quhYtZjDMAzYti1L2oR0cxwH4iUzxWIRhmFg3bp1lV1MKpVic3Mzo9Goy1v1w4YLhUJcsWJFEB45i3Ach48++ijD4XDFUYiRvhNOg2masq+PPvpIzvGwEs4wDFxzzTVIp9ODUluVZCHEin115b5aD/fWW2/59kKSAKNHLpfDq6++ilwud0brVsp9VywWEY1GpXq94oor0NLSIo8ZlnC2bWPFihUA/NvlXF2CWCgU8OyzzwZl52cJvb29eO6553zb41n0kcvloOs6crkcNmzYgEgkUnknBw4c4Lx584ZUkWfaLMsiAC5dupSlUikg3DiDJH/84x9L80aEOqqZW6FOoQSJ9+7dO7q5Jcm/+qu/cunkagkn7AWcjtO89NJLgS03zuju7ubll1/OcDjsmgs/hIn4/ac+9SkWCoXRE+43v/kNQ6GQL4QTOVn1s40bN1afAA5QMUjyySefpGVZjEajLiFQLeFs25bz+8Mf/rCy1JYX+XyeF198sS+EExUo4iYjkQjj8ThfeeWVQMqNE4rFItetWyelmogcVEs4ke4CwNbW1tGrUwGS/Md//MeqCadKNvF7Yctdf/317OvrCwg3xiDJxx9/XJYf2bZ9xqlLb1N/d/PNN1cnQA4fPlw14QS5vP8Ph8O0bZu7d+8O8qtjDMdxeMkll7jGHvjEcahWpeq6Tsuy+OMf/7g6wpHkH//xH8unQr0o4ZGMlpDe4z/3uc8xnU4HhBsjkOR//dd/ldU6lcyXsOPLfScESCwW46JFi3jo0KHq5pEkn3vuOVemQCXemTgV3uNjsRifffbZwJYbI6RSKS5fvlxmBFQto4Y0hmpek0iUJKk2oGEY/N73vuePE5jNZqWxKWyAcDgsT1gt4QDwsssuY0dHR0A6n0GSjzzyiJRCUOagErKVa4ZhuH5rGAZra2vP3FnwolQq8ZlnnqFt2/JEhmFIo7Nawol+vv71rwdhEh+Ry+V48OBBLl68eJD9rHqplTTDMFy/97YNGzb4KyzS6TSvuOIKeXJxokgk4ouEa2pqIgC+/vrrAel8Akl+85vfpKZpkizRaNSlIkU8bqQmJKLITAjVbFkWQ6EQN23a5C/hSPKxxx6TajUUCvlmwwFgPB6naZpsa2tjJpMJVGuVIMn/+I//YDKZdJlBXsevkvlSBYxhGLIf8dmSJUvGxukbGBjg6tWrpaGPYQg0XCt3vFCrAPilL32JjuMEoZIzRCqV4v79+1lfX0/gE8cgkUi4NFOlNpzXyRC/0zSN8Xic//qv/zo2AoIkf/GLX0iyWZZ1RrlW7/GiD9u2ZY7vG9/4RiDlzgCO4zCdTnPjxo0usgiyeednOLvM23Rdl5oNp82gpUuXMpPJjN08FYtFLlmyRJLO+5SIQGK5mxuuiUBkXV2d7OfFF18cfRJ4mqNYLPKee+5xkcyvVXeqdBNO45YtW+g4ztjNUS6X4yuvvCJtOZw2PAVhRBvJq1Gbqk4BcNasWfL/TzzxxNje0BSC0EDAqRDImeZKy2ks0zSlBhLB/ptuuonZbHbs54Ykr7vuOgJgTU2NvKBybvZQy8rUJohZV1cnb1CQOZlM8plnngkWUI+AbDbLzZs3ywdYjLvwSqshnOhLzFMoFOKcOXO4devW8TF7MpkMd+3a5fJUcJpc4ikQn3kl31BNHKeWzbS2tsrvnnzyycCmGwKZTIabNm0icGo1vDfU5JdKVTXWXXfdNb7zkc1meddddxE4FdIQF4rT6lSQsVJPSFWr6v/VONF//ud/BqTzgCR//vOfS2crGo0O0hJ+qNREIiFX2i9evHj8s0KZTIYHDx6UqhWn1Wu5HGslN6kWBYpBEv83TVOS+p/+6Z9Icmw9o0kCUXKUTCaZSCRc5FDDTdUSTtVkhmHwueeeOzsPPkn+/ve/5znnnCNvVK2xAiqz4aBISV3X2djYWFbaxeNxaprGO+64g729vUylUtOSdCTZ39/PBx54gA0NDVKaiWV/AFhbW+ub0yAIF4/H+YUvfOHsahmS/Na3vuXKq0IR55XcZLljxZpY4BP7Tr35FStWcOvWrSwWi9PKiyXJrjmu8scAAAm1SURBVK4ufvnLX5aaRA3oqiaMCF35oVLr6uo4b948dnV1nVn5uF9wHIf9/f0ylCHIEY/HZZBwtIHhck0Yr+qA/sEf/AHvuece9vb2TnnbrlgskiS3bdvGq6++Wo6BX2tOAHepuOjbNE0pOX/yk59MjHEmybfffpuzZ892XbQaAK5mQCzLcqloNa2WSCS4bNky/uIXv6DAuA/AGIMkS6US7733XrkTggiQi7Ui1Y4v4I6ris9E2Ouuu+5id3f3xBlbx3H4s5/9TFYmCBUbi8V8ewJFi0QiLgcjHA5z5syZ/OIXv8hf//rXU4p0JLllyxZ+9rOflQ+YN95Z7fiqgkH8X1QBAeDy5ct5+PDhiTeuohwGOBWwhY8D4s1m6LrOcDjsknYAePHFF/PBBx+UanayerMk2dnZye9+97tsbm4eFPMMhUJnXI9YrgmnTZxHjOvChQv51ltvTTyyAacKNXt7e3nTTTcROOUpwYcBKRfLE4Yw8EnZjbr2dcaMGbz77rt59OhRCpU0vqMxegg7rVgs8oEHHpDePzC40kP8XwR6qyWcGk2wLIuGYTAajXLLli0Tk2wCJLl3716uXbtWPjF+qlR1J0ZVtYi+RQWL+Lyuro5XX301f/KTn/DkyZMT0s4rFArs6enhtm3b+K1vfYvNzc3y+sPhsCSYaqpYluXy3qsZX3UchYSzLGvsyo78Rjqd5vvvvy+diGoHJBwO0zTNsmoVpwdcTbuIv1Wvtra2lpdffjnvueceGU45myrXcRyeOHGCe/bs4csvv8xbbrnF5Qio9WreILiqXv3YikMdPxE0/ou/+IvJQTYBknzjjTdkqsUPCeetXlDtN3X/WTEJ4jt14sREzpw5k1/72te4bds2lkol2cZqkKng8OHD/PnPf84bb7yR8+fPl9eoXr+4diHRxQPkHQ8/vFRvn5/+9KdJVrgTeYUYlxesdXd3s6OjA9dccw0ymQz6+vpgGAZqamrQ09MDXdfllq7iLdJ+bQ+mQhvi9U1iG9FkMon58+djyZIlWLRoEebOnYvZs2dj1qxZiMfjckdHXddHHLdCoUDTNOE4Do4ePYqDBw/i6NGj2LlzJ958801s374dnZ2dyGQy8l61Efbc8/MZsG0b+Xxejr24VpKIx+NYtWoVfvSjH+Hcc8+FNtKFjQLj9ka/kydP8o033sDNN9+MgYEBpFIpAKdee04SJ0+edL0qU2zvKT4rlUpj8q5VMZba6Vf6AJDbidbU1GDWrFloa2vDjBkzUFdXh4aGBsyaNQsNDQ0Ih8MoFovI5XIoFAqIRqPI5XLo6enBkSNHcPz4cXR1deHAgQM4fPgw9u3bh0KhIN9fpuu6fIN2JXsoV3v/sVgMqVQKkUgEmUwG0WgUuq5jYGAAhmEgHA4jlUph8eLFeOmll9DU1FTRwzVhUSqV+Jvf/IaxWMy1nhWK2vDuriRiQn7E7eBRGd7mPbdQYaFQyGUzqipLjTeKlJvYQWgoFSj69t5TuWvyM26p2nyqGaKWi19++eVMpVKTy24bDn19fdy6dSsvu+wyl+EbDoelZ1lpov9MmyCxN7fonVTv+whEaXW56xO/9aaFRD+aprGuro61tbWMxWKDQjzljH6/CQcP6cS4C4/3jjvuYGdn59nNkY4F0uk09+zZM6ikqZxkgw+D7G1DEU5UK6sEFCXy6kQJaag+IEORVhBwuHtRpfhYEk6t/vX298///M/SY/dpmicWSLJQKPC2226TYQDvpIw0UdW04SZULPD1SiohhYeafJWAwjxQ87/iPOoCYlXSjYeEU+OWIgv02GOPTY9Km3w+T5K8//772dDQ4CpFAtzlNGNNPJEi86o6YYd5bTgh+byhF/UYr51WToJ6Je1YEk6NUYZCITY1NbGrq2v67VhVKBS4efNmNjU1lRX3wOiWGg7Vhuqj3LujhNpUCTgUucTxQnqIrQ+8Doh67GgdBr8knLi+VatWsbOzc+qq0JHgOA7z+TxvvfVW1xMp1A/gJoi66lv9v98TNJGaV1qqJBa2onc7BmECqOuE//Zv/3ZCpvbGHYVCgb29vXzmmWe4bt06OUDqSi4RZhCDL0IS5dQSJgBJ/G7eMIv6wOE0EROJxKDqGQD8kz/5E77zzjsB0bwgyQ8//JAbNmxgJBJxbe0umhh0NU86HQgnmlD3w3nHwrNua2vjfffdN71V6EgQIv+1117jVVddRQCD1rmqpPOzxHqit6EC4cK5Ufft/bM/+zO+995708ML9QOiLuyNN97g8uXL5eokr0EPTA8J511gHo/HmUwmXdmCUCjE22+/nR0dHXQchydPngzINloIiffYY4/x85//vCQeTj/ZftfbTcSm3pO6jYP4LplM8rrrruMrr7wytYO44wlBvBdffJFXXnmlq1BwqhNOlH/jtBQTnmdLSwvXrFnDV199NfA+xwoiaNzT08MHH3yQCxcunPKEA9xe6ty5c/md73yHH330EUXmxs8xHgtM3tITBblcjvl8Hm+//TZeffVVvPjii/jwww/R398vy37UmrtQKAQAyOfzsuRH/d4LTdNkLZ0qPAzDGFRaVO5YXdehaRocxyn7G/GZ+htN02CapizLEr9vaWnB0qVLsW7dOlxxxRVob2/3tV5trDFpLrRSkGR/fz+2bduGF198EVu2bMFHH32E/v5+xONxpFIpWWtnmiZs20axWEQ+n3e9M1SQQq3DC4VCKBQKZYlpGAYcx5GEExzw1vFpnvo+Uf8nyGZZFmzbRi6Xk4WZyWQSLS0t+PM//3MsXboUF198MUqlEsLh8KSbv0l3wZXCcRyWSiU4joOenh6cOHECmzdvxvbt2/H6669j165dFRU9AqeIaRiG6+XCglRqH2rVrIBlWbAsC4ZhyHfBi6pmIbkEsYVkTCaTWLJkCT7/+c/jD//wD3HBBRcgFouhUCjAtu1JPWeT+uJHi9P1+ejq6kJnZycOHjyI3bt3o6OjA0eOHEFXVxfS6TS6u7vR09ODgYEBF3kSiQSy2ays2NXKlKwLVahpGorFoouQtm2DpFSt9fX1aGtrw7nnnov6+npccMEFmDt3Li655BLMnDkTuq7DsqwpNUdT6mbOBGpAtLOzE93d3Thw4AA+/vhjHDhwAMePH8fAwAAKhQKOHDmC7u5uHD9+HNlsFrquwzAMsc4BhmG4Ss5t28aMGTNw7rnnorm5GcViEY2NjWhra8N5552HtrY2tLS0oL6+XtqVk8keOxNM6ZurBtu3b6dQm4JQNTU1GBgYQDqdlpIMOLX+Qqhv27ZhWRZIolAoSGlmmqa02UqlEi688MJg7AMEGGv8P2WQkzn+52jkAAAAAElFTkSuQmCC"},{"id":"cb62da72-2575-40c6-bc1e-7ceecb91add8","height":31.83,"width":24.5,"perimeter":180.24,"area":301.73,"image":"data:image/png;base64,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"},{"id":"729d4215-4114-4b07-890e-81401f7faab1","height":31.83,"width":27,"perimeter":158.79,"area":261.98,"image":"data:image/png;base64,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"},{"id":"7489fe9a-50a3-4dc8-b4d0-25e9ec6aef63","height":30.76,"width":22.89,"perimeter":176.21,"area":298.68,"image":"data:image/png;base64,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"},{"id":"a7c1cda5-b77b-4517-ad8d-9bd4dbdbc33e","height":30.76,"width":19.31,"perimeter":99.15,"area":171.48,"image":"data:image/png;base64,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"},{"id":"6c8fbcc6-081f-4d5f-93b1-ea8a91f3d992","height":30.76,"width":23.25,"perimeter":105.25,"area":633.99,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIYAAACwCAYAAADKWhYhAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1deXBcdR3/vGvf2yP3TdKmpPYC2kTAWg47lgJChXKVStB2KgXriKNYGGZ0GDsOMiCiiKgMgyigVLBVpCJnBwqUEiotYFt6pWfahJA2x272fG/3+Uf4/vp7L5vmbbKbLPA+MzvJXm/f8Xnf3/f+Ai5cpIEAAK2trWYsFoOqqkgmk9YPCMK47Nh4wTRNAAPHbZomUqkUe08URei6DkEQIIoiTjvttM/syREAYO/eveaDDz6ItWvXQpIkRoZ0f/kT9VmELMswDAO6rgMA/H4/KioqUFVVheLiYvh8PhQUFKC6uhoTJkzAhAkTUF1djeLiYni9XsiyDOEzcDfJAGAYBnp6etDe3g5RFNmb/PHR/3RHfVYhSRIAMGmRTCaxd+9e9r4oiuzmkGUZ5eXlmDRpEurr61FeXo76+no8/vjj5uTJkzFx4kQUFxfD4/EAADRN+9QQRgaAvr4+pFIpeDweJBKJ8d6ncQW/lEqSBFmWkUqlGBlSqRREUYSiKJAkCb29vdi8eTNaWloGbaugoAAzZ87ExRdfjAULFiCRSJiSJEEUxbyXKjIAlJeXQxRFJBIJeDweJhX4v/Q/L1E+i1AUBclkEoZhWEgiCAJkWWaSJB6Ps/dEUYTH44EkSUgmk2zJjUQiePvtt9HS0oK7774bsiyjqakJl156KXbt2mVOmzaNtp2fJNm6dav5rW99y1QUxQTgPgBTlmVTVVXT4/GYkiRZ3hMEwRRF0ZQkyRRFcdhtSZJker1es6CgwCwpKTElSTLLysrM5uZmc926deaxY8fMVCplJpPJvFmnZWBgrUwmk0zh4mFXQD/rOoZpmhAEAYZhwDAM9rooihBFEclk0iJB+fcEQWDvE8i6iUajlt8JBoN45pln8PTTT6O2thbf/OY3sXTpUiSTSfMTq2f8pcjOnTvN5ubmcb9LP68PURRNWZZNj8djXn/99eZLL71kEpxcv1xAHq8fdmEFSaFnnnkGu3fvxptvvokrr7wSpmma46GDuMTIA5BgSKVSiEaj2LJlC7Zu3Yp33nkHy5cvx7Fjx8yysrIxVVJdYuQJSGIIggC/349wOIxXXnkFu3btwqJFi9Dc3Dym0sMlxjjBfn15dSKRSEBVVcRiMbS1teGRRx5BW1sbFi5ciHg8bqqqmnNyuMTIM6iqynwkiqJAURT09/fjueeew/vvv4/u7m50dnaaVVVVOSWHS4xxBpmz9FfXdfh8PuZEIxdCLBbDoUOHcO+99yIcDuecHC4xxgmmaTIvMpECAPOYEih2Q/6R9vZ23H///Ugmk+jt7TWLiopyopTmlBgUqSU3Mt0ZPPLNYSZJElME7Y4qYMCZxSuK9PpIji9dpNr+ffoMOc9EUUQ0GsU999wDXddx++23j+xAh0HWicEHney5HcCJE0vg75Z8AJ18iqLy8SLyfBLGY79pn0zTxMMPPwyv14uuri6zoqIiq1Ij68QgN7IgCJAkCRRNTKVSgwJT+QhFUSyhAVEUWXCMv8NVVWXSRdd1i/s81zAMA4lEAtFoFL/97W+haVrWTdmsE0NVVei6zojAnzBFUYYVteMdaEwXL0qlUozoRGw+ugoMEEiW5bTfzyYURWGpEcXFxfjoo4/wyCOPYNasWYhGo6bX683KCcw6MeiEiaIIr9eLZDKJWCwGYOCi5/rEZQMejwcejwe6rlsIIEkSVFW1JPHwSmMikcg5sYmYfr8f0WgUiqJg//79+NnPfoYHH3wwa5Ij68Tg8zUikcggxw2JXx75pGOYpolEIsHuSk3TWPQ5kUgMkhSyLFsU0lwvlZQolEgkLDfZnj178Pjjj2dNGc2J8gmAndhTTz0VV1xxBb785S+jqKhoWOVtvJeSo0eP4qOPPkJHRwczGyORCI4ePYqOjg6IoohIJIJQKIRYLIZkMmmRHLnef1KMdV1n+an0+tq1azFt2jT09fWZRUVFo9qRrBOD3LnAwEmaNm0aLrvsMlxwwQWDLJB0xBjvDDFewbSbo6RrRKNR9Pb2or29Hbt27cI777yDTZs2Yc+ePYPyLrIN0zRhGAZ8Ph8ikQjLHOvo6ICmaVizZg3mzJmDVCpljianI+vEEASBiVtBEBCJRFBSUmLx8PGfzTcMRUy6UwEgEAggEAigrq4Os2fPxuLFi9HT04NgMIjt27dj06ZN2LBhA1pbWxEMBgEMHKvX62UWBTCgqCcSCZimabn7eQy1zJI003WdlTTE43G89957ePLJJ1FXVzeq8+B6PkcAUj4pa0vTNFRWVqKkpATTpk3D/PnzceONN+K1117DE088gffeew+JRAKRSASKogAYUGTtfpJsoLu7G1u2bMHGjRthGIYpy/KI7r7PdmZvjkCSjvdtSJIETdMQi8VQXFyMGTNmYMWKFXj++eexZs0aLFiwAMDAHV5UVASv18v0BK/XC9M0mft7tNiyZQv+9a9/4dChQyPehisxMgQth3QRyV9Dr2uahr6+PqiqCk3TUFhYiMsvvxzTp0/HvHnzcPfdd6O7u9uyzXg8bnF9jwaSJKGvrw+bNm3Cpk2bRmy+uhIjQ9jjG+TYUhQFsiwjEomgqKgImqbBMAxmpVVVVWHFihW48847UV1dDWCg7sQwDKRSKXi93qzoXLIsQ5ZldHR0YMOGDQiHwyPbzqj35HMGXtynq7fx+Xzo7++HLMvQNA2RSAQ+n4+Z6jfeeCNkWcYDDzyADz/8EIIgQFEUxOPxQe74kSAej0NVVUSjUbz//vvYsWMHEomE6fF4MmKdKzFGCHJm0YPc/6ZpIhAIQNM0AGC5FZFIBLquQ1EULFu2DCtWrEBdXR2LmpLnNBug/Wlra8MLL7yAUCiU8TZcYmQI3hVOSwiVK5Lfgzc7o9EoTNOEz+djXl9JkrB06VLcdtttKCgoQDKZRGFhYVb2T1EUJsWCwSDefPNN9Pb2ZrwdlxgZgqKtdn8Hr5CSXgEAXq+XvU4BMEmS4Pf7sWjRItx6663QNA3BYBCKorACaHs+iH27BD53hJdiwACJ29ra8OqrryLTGhWXGGMMuvCCIKCmpgbz5s3Dueeey4gWj8ct7nW+LYWT0D6vHOu6jqNHj+KDDz5AZ2dnRvvpEmOMwZuloihi9uzZuPrqq9HQ0MA8mASSAjw5nOKTPh0Ih8PYvn07du3aldH3XWKMMUgaSJLEugtccsklmDt3LoCBC+rxeJgE4WM0TkDLlmEYbBsfffQR9u7dm9Fy4hJjjEEuceBEfsrkyZMxf/581NXVMQuF12F41/lw4D9HukZ3dzcOHjyYkSnsEmMcQBFY3oKYOXMmzj33XEsKpCzLlg4/TsD7Veh/igS7xMhz2COpqVQKtbW1mDt3LkpKSphZa5ccTkBmNBGKpFJ7ezs6Ojocb8clxhgjmUyy5YQvQSgtLcXpp5+Ompoa+Hw+ACf0C0I6czUd+OZy9FudnZ1obW11vJ8uMcYYvJMLOJEgHYlEMGHCBDQ1NVkKjkhiDJWvMRTI35JIJKAoCiKRCOkZjtYklxjjBJIUvE7g8XhQU1MDr9cLAKznFwDHuaS0XV5hNQwDfX196OjocLwdlxjjDLp4iqLA5/OhsrLS8p5hGBkVZQ1V0NXf34+Ojg7HCqhLjDGG3dXN+zV8Ph/q6uoQCAQGvcf/PRnsnQb5qjq+SHo4uMQYZ/BE8Xg8mDx5MiZNmsTyKnhk2pWZrxkGrM1rh4NLjDGG3YPJP5ckCUVFRairq7PU/o60TTeRgqybTBxlLjHyCOSDqKqqGkQMPkt9OKSL/JJC6tS17hJjHJCuvQK9HggEUF1dzQJndJFHWuVGGWK8w8sJXGKMA+xKJOkZ5Hugu5s3V506t2j7vP9D13VWbO50Oy4xxhnp7mCyHOxVcU5h10lM02TllE634yYDjyPs9a60XITD4VHNhkm35GiahqqqKldi5CvsbZz4+li6s3t7e5ljKlPPZ7plCgCqq6sxc+ZMx0VNLjHGGEM16yezsqenB52dnYNE/kjbK9DvlJWVoaGhAU57hLrEyBMQMTo6OtDe3j7itgp2ApFS6/P5UFpa6ng7LjHyBKRfHD16FO3t7ewCj6Q7AJ+xbpomVFVFaWkpampqHO+PS4xxQLoLTPpET0+PpQ6E92U41g84BxfVtFRWVrrEyGfwPcr44UGyLKO3txdHjhxhn6XPUMmB03wMiomQBVJYWIgzzjgjIyvHNVfHGNRtiMoVCaRf7N+/nzWzI/AtMp3EOkj6GIYBVVVRXl6OhoYGSJLkWGFxJcY4gGpLCYZhIBaLYceOHdi+ffugZiqkbzhZSuxNaktKStDU1IQZM2ZktI8uMcYB1BgXAPNIBoNBbN68GW1tbewzdoI4UT7tFfjFxcWYP39+RvoF4BJjzMF34AEGMrdUVcWRI0fw9ttvD4qAUjsn/rsnA9/zXJIklJWV4Zxzzsm4Eb1LjDEGP3EAGCBIKBRCS0sLdu7cCcCa68lfTyfE4CvYaCDwSBq1ucQYB/Dlg5FIBBs2bMA//vEPRKNRS5N+PqnXnss5FHjynHrqqVi4cOGIWmS6xBgH2NsUvPzyy3j99dfZxeeVTXvHnuFAZqooiqivr6f+qhn3cHLN1SzAnnhjGAbLq+Abt9HICzJZ9+/fj6eeegpr1qwBMJDzGY/HLV0BCWTF8O2Y+BxO/n9N01BWVobFixdbTOJM4BIjB+DbFgifzIQnGIbBLu7GjRvx2GOPobOzk01OHO7mto/9IOWUSEjkuO6663DRRRdl5Lvg4RIjB6CLJ0kSdF1n1WDU7lHXdfznP//Bn/70Jxw8eBCA84RfXjJQ4g2fDa6qKk4//XRcfvnlGQXN7HCJkWWkUimL+KYmbcCAO7ynpwcvvPACHn74YWzevBmaprH+5E5UAYqdUB8we0lAaWkpli5ditNPP31Us9JcYmQZ9ip1XdeZQtnf349f//rXWLNmDfbt2wdZlpn7W9M01lf8ZOA9pqIoslaQwEBMZPbs2Vi0aBFKSkrya/rA5x381MOPP/4YFRUVUBQFzz//PO644w60tray9or8RaaGKZnc5Ly0UFUV06dPx3e/+11LmeNI4RIjy9B1HaFQCCUlJaipqcH//vc/PPTQQ3juuedw9OhRFgZPJBIwDAOaprEZKE7A14jwVktTUxOWLFmCiy++OCvjNl1iZBmKoiAQCOC9997D6tWrsWbNGhw+fJhZEKqqMhLQzBFgoO2jPaqaDvY6FFmWUVpaiq9+9atYsWLFiK0QO7JODN4hI0kSPB4Pay0Ui8Usylg+zivhoes6Ow5goEWS1+tN2+nm2LFjOHz4MJ566ils2LAB7777LoATjim6u3nJwP9P54jM0HS5F7y7myYWxGIxXHPNNbjjjjuyNr0AyNEUReqmT548Omg+IJSvoP2mFtB8JFSWZRw6dIiNxmpvb8fevXuxZ88e7NmzB4cOHYIgCJbWz4qiMBc3jaw6GfgcTTpv/GwT6r7T3d0NSZLwve99D8uWLSNvZ/6O1+SHyRmGgY0bN+KJJ56AYRhoaGgY1Acqk8nGYwFJkhCPx3H8+HF0dnaiu7sb4XAYoVAI/f39aG1txZEjR9Dd3c2mC9H3ZFlmx6+qKgzDsJwPJ5nedGPxw/p4xdQ0TXR3d0PTNDQ3N+M73/kOGhsbczLGGzt37jSbm5tNAFl7eL1e0+fzmQBMQRBMURTZ//aHKIrske79sXwoimIqisL2F4Apy7KpKIopCILp9XrZ64IgDDpuVVVNr9drKorCXpMkyfR4PJZtDvXgz5UoiqYkSew9v99vAjDLy8vNlStXmvv27TMTiURO7qSsSwyv14toNMoihSSGaa5Hug774y0leAw1kBcAWxapLRJ9no6RxnLyx0NLkb3R2lCg/lxkilIT+0QigXA4jKlTp+KWW27BwoULUVtbmxtJgRwQw65PkBKVTCbZDFNCuqKb8dZBaB/4KnNyWhFSqZTFgqBjo7gItX5WFIXNa3UKurEIvANsxowZWLlyJa655hr4fL6cnqicSIxEIsHWxYKCAgiCgGAw6MgcyxcMpQ/QOq+qqmVkN3k4SRegaCof/aQBMycDvU+hc2orffnll+PGG2/ERRddlFUlcyjkRGJQL2xy9hBoLDYhn5YQgj3Xks+k4ofhxuPxtPPdKbBlr1RPpVKOZ7KSRWIYBqZMmYIlS5bg2muvxfTp03O2dNiREwfXUKIzWxN8comhJIV9Fkg68LqI/btDwX6dyQFWWFiIxYsX46abbkJjYyM0TRvTNdb1fI4xTtaDCxjQKebOnYsbbrgBl1xyCaqqqsZMSvBwiTHGSHeN+deuuuoq3HzzzZg/f/64EILgEmOMka7/Fq/HbNmyBevWrYOmaQiFQmYgEBg/guTCweU+hn8M5WDzer2mx+Mxp06dat51113mkSNHTNM0zWAwOGbaupslPo5INxBP13WWzdXR0YFVq1Zh+vTpuP7669HS0oLu7m4z08F3I4G7lIwThlJCfT4fS/WLx+OQJAmxWAxPP/001q5di2984xtYuHAhgsGg+YmP6NPh+XRxcpDzy/4agTLFSSjw3Xx9Ph9Wr16NF154ARdffDFuuukmxGIx8xMX/acjiAaABaTouZMgUq4fTgJpfECPviPLsqmq6qBtSZJkCXQN9Zu0zWwdAwCzsrLS/P73v29u27Yt68tL1iUG1V2mUqlBASm+mcdQGGkTMqdw2l/C/pzPz+DT9cnTSbUktP/2CQPZum6apjGP68cff4xHH30U27Ztww033IBoNGp+ErPJv9Q+CppRkg5FVem94brCjKTOMhMMd854VzbfqZcuLn2fT+HnYyS86ZkLHZHiTZIkIRAIoK+vD6+//jo6OzvxwQcf4Pbbb0cikTBHu7TkTMegE2wfZj9c+lmuJcZw8Hg8lk79VGKYDnzjd4ql0LHmynDweDwsSJlIJBAIBBCJRLBr1y7s3bsX+/btw49//GOYpmnmVV0J7ThgzVF0Gl3MpGf2SDDcBbPHc+yz3Pm2y/Z5IEPB7sgaDZLJJCRJQjKZZOeS8lDj8TieffZZhMNh3HrrraMiR9avAn9i7do1JbmcDJkMhMsF+LxUftYH/75dqpG0IB0jHQHIGhlpG2gCEVNVVabH0XmlxKj169ejv7+f9KERkSMnt6csyywS6fF4UFtbi/Lyckti7VDIZqZzOjghJiUY9ff3o7u7Gz09PSyjm46NdApStknR5pcie7Q1Gy4Hj8fDuv3x2yPFPh6Pw+PxoKWlBT/60Y+watWqEZEjZ3KbTsbUqVPx7W9/GwsXLkRdXR26u7sdfS/X+zUUiMx0kvv6+tDX14dYLIZUKoVIJIJIJIJgMIje3l50dXXhyJEjOHDgAD7++GN0dnamnUyUreOyS2Q+g9y+hO/YsQMPPPAAvF4vDMMwZVl2TI6cEINfDioqKjBv3jw0NDRAFEWccsopufjJnCFdmyKyRHi94/jx4zh+/DhaW1vx7rvv4o033sDu3bvR09NjyVyjLHBgwGFFhANgMYXTgf8u7Yd9WVMUhf2eIAh46623cOedd8Ln8yEej5tOe4m7ns8RgKQyNUKh7nherxfTp0/HZZddBsMwEAqFsG/fPmzYsAHr1q1DS0sL4vE4K1Hkq9DIyqB2CcAJk59uNHvGWDrwviNFUSCKIjZv3ox7770XZWVljpcVlxgjBJ/XKcsyPB4PW/8lSYKiKCgtLUVpaSlmzZqFRYsWob29HY8++iheeeUVtLe3WzLqfT4fq1MhpZ2Ixy8XTkCfTyQS8Pv9AICXXnoJ9fX1WLVqlaNtuMTIEIZhMJOazyTnpQiBaktVVUV9fT0qKyvxxz/+EevXr8fvf/97vPrqq4xMfLmi3Zojq8eJj4e69ZBJG4lE4Pf7oes6/va3v6G2ttaR1HDD7hnC3sCdJwRZBHx7Ar480e/3I5VK4Stf+QqeffZZvPbaa7j00kst1gVZbvYyC6eOP76b8CdLB8LhMLxeLyKRCP75z3/irbfewnCxFZcYGYJ32lHPK7IOeNOVntOdHolEEI/HmQSJxWJobGzEfffdh5/85CeYMmUKK0fUdZ21fMw0RED9wwEgFAqxwijya7S3t+N3v/udJXs/7XGO4Ny4QPrwOTm5qFqdRmZTkTI5pUzThKZpUBQFDQ0N+OEPf4iVK1eipqYGBQUFbHupVGpEfh2SNlQVR4VPuq4jHA5j/fr1WL16NUKh0JBSwyVGhuC75pFEIBOTj8B6PB6oqmqZeUrNUug5tW4sLS1Fc3MzHnvsMUydOhVlZWXs93jyOfFRiaKIcDjMyMF36fH7/cwP89e//hUHDhxAMplMS46sE4PfeXsTsXwsMMoU9lgOSQ7qh3WyWA85zug8qKrKFM2CggKcd955WLVqFc444wxIksT6ctFn+daN6SQWcELv4QufyNIJh8NQFAWRSAS7d+/G2rVrh+zk41olY4zh7voLL7wQuq7j+PHj2L59OwKBABKJBPNhjNatTn6O/v5+vPjiizj77LPTWinuUpJHEAQBXq8XCxYswLJly1BZWYn+/n5L/Ws2QP1HyUObDi4xxhHpMrv6+/sBAMuXL8d1113HlmBSakcL8m8AA0TcvXs3m5HCwyXGGIN0A3vqH70eCASYi33p0qW45JJLGDmGa9PkBEQKwzDg9Xrx4Ycf4o033oCu6xaGusQYRwyVC+rxeBAMBjFr1iw0NzezhnbZWkpInYjFYti3bx/eeuutwZX7WfklF1kDXSByp59zzjm48MILIcvyiCcJ8CAzGzhheu/cuRP79++3fM4lRh5BEAQWOykqKoKu65gwYQJuuukm1NfXO4quOvkNfkny+Xzo7OzEjh07LD4NlxjjBPJ90IPEO69/UK7p5MmTcdZZZwE4sfxQry57nIV/P92D71EqSRISiQS6urqwbds2hMNhti2XGHkGvvaGLn5xcTG+8IUvoLCw0KJn2DPYneaT8v3OaYJjW1sbjh49yj7jEiPPYFdGBUFASUkJZs+ejYaGBvYaD5I4Tj3Ldjd7IpHAvn37cODAgRPbHOkBuMgN+OgtP4KzsbERTU1NQ0qFTDyiPIEo+kr5qmw/Mt5zFzkFxTf44Jeu66itrUVjYyMAax4IAEtGuhPwuR1EvlAohK6uLqRSKRNwiZGXoPRAAs2BnzRpEgumDVW74gT2QTvAgJl87NixE+730R6Ei9yAaluAE8tLIBBAeXk5S8QBrHU4TohBn+dTAQjBYPDE9IhR7r+LHMCeP8o7tkpLSy3PM/WG8hno/DYURbFYOS4x8hB00fh+5fF4HBUVFWhsbEQwGGSfowyxTEFphkSUcDjMlhPAzcfIS9hLGinB2OfzMbLwZOATj4eDvTqOkqiSySTC4TC6uroGtp+dQ3GRTfAtq4ETJKAMsdEk6/DE4MPviUQCPT09LjHyGXTh6SLyExwAWNzbgDUJ2en27U4u0zTZsB7AJUZegm/DwPfgIDNzKC9nJjm16aSOruuMfC4x8hh0Z1OwjIqR7BfVLkGcIB2J+Ix2lxh5DL6NEz3PpIZ1KNj7iRF8Ph8CgcDAb43qF1zkBOkkAgBWNGQnRibmKv9ZfsmicgUqeHKJkYegJYGvegcGZrvymVZ8DgcARxlevDucV25VVUVdXR1OO+00AC4x8h6U0AOA9dyg1+1wqmOkkzjUbsHVMfIY/EXndYFwOMw8k+mWhEwr4vnMMUmS2Jw3wPV85iXsop7yNLu7u3H8+HH2WjZKPvk0Qr/ff6L3x6i37CJnIHe1KIqIRCLo6OhgS4m9LsUphqp31TQNpaWlJyygUe67ixyCXy6OHTuGnTt3WjrtALD0L3eCdNXzgiCgoKAAp5xyCutD7hIjz5Du7g+FQmhtbcXbb78NwDoClE/aGWlBEiUc8x0KXWJ8ChAMBnHo0CFs377dMhYdGJxXMRz4yC2vePr9fktfDpcYeQC+7oPP3KK/iUQC7777LuvGx3cF5ouHnLTbNs2BKdPUJlKWZZSVlaGxsRG1tbXscy4x8gzUHolaJB0+fBgtLS1Yv3591iYzUFMVSjwuKSnBtGnTLG2eXGLkGch7yYfe//KXv+DgwYNZ+w1q/EYSqKKiAl/84hct47NcP0aeQRAEKIrCRk7s3r0br7/+OhRFyait41CgQBxfnlBdXc2KmQguMfIM8XgcqqoiFAqhvb0dv/nNb1hTt2y0QeAjtOS/mDJlikXxBNylJO9AnkdJkvDUU0/hxRdfZP0xRjvrBLCaw7IsY+bMmfjSl740yPHlSow8gyRJOHToELZs2YK///3vAAYU0qG69GUKIpeiKPD5fJg9ezYRw23Ols9IJpPo6OjA/fffjwMHDsDv91sauY4WJDEURWHLSHV19aDPuRIjB6CW0VT3wXcLVhSFSQDq2EsOq0gkgo0bN+K+++7Dxo0bWXc9QiaNU2ibvEOL0v98Ph8ikQgaGxsxf/78QdICcImRE/Ap/vxdrigKQqEQ8xeEw2F4PB5IkoTu7m60t7fjD3/4A7Zu3QpgQOzz1Wj885OB/BNDBdcMw0BtbS2uvfZai1PLcgzOD9eFU/AzWOPxOCsBTCaTKCgoYFlUmqaxO3vr1q346U9/infeecdSFsDXfjghRbrZJvb8jkQigYaGBnz9619HaWlpWsXFJUYOwCfAaJpmaW0Ui8XYQD1RFHHkyBGsXr0aq1evxsGDBxkpVFVlLu5MR47yy4c9occwDFRUVOD8888/6RgylxhZBh8OB6xxkHA4jIKCAtbWYNeuXbjvvvuwbt06HD9+nLVZongIP4Ux0+ws2geSNJTbIUkSzjnnHCxevNhSNW+HS4wsgxxINMuEglaCIDB/RGtrK/785z/jySefRHt7O7tgmqYxjyfd7bxewQ/IcQr7HFhVVTFnzhw0NTWlVToJLjFyAH4Aja7riMVi6OvrQ0dHBx566CH8+9//RkdHBzRNgyzLjERkgdibs/F6Rqbgc0OesAMAAAVYSURBVDUCgQDmzp2LuXPnnpQUgEuMrIM3Vfv7+7F3717897//xSuvvIKNGzeiq6uLhddpDCaNquDntZJkoMav/NJyMgxlifh8PhQVFWHZsmU477zzht1O1olhmiab755KpeD3+y39I/N9Zslw+0eWQiqVSutw6uzsxObNm/Hcc8/hzTffxOHDh5FIJBhZ+Itrz+7mfQ0EPsfCSXsl0iVo/0RRRDQahcfjwdVXX40rr7xyWGkB5IAYdk344MGDePnllxGPx1FaWsrW0HzFcBbAtm3bEI/HEYvFEIlEcOzYMRw+fBhtbW3o7e1FX18fe5/yHmg5oOe5REFBAUKhELsh/X4/iouL0dTUhOXLlzveTk4kRiwWYzPQd+7ciZ///Of4xS9+YZnuk68YTvsnaUG+CVEUYRjGSScDiKLIxmRlY4LAyUDLUzgcRkVFBbq6unDaaadh2bJlmDlzpiNpAeRQxzAMA5qmQRAENjRupG2BxhLDnTdZltkyaXdRUy9wPjuKdAO7GZsr6LrO8kK7urpQXV2NOXPmYMmSJY5JAeSAGH6/H/F4HIZhWGaak6buJC8xn8GbjvyMMrr46cgy1igrK0NnZye8Xi/mzZuHe+65J+NtZJ0YpGjyrlle8crUizfWyIS4fIcbgt/vh2EYltxNWkrI85lLBAIBdHZ2QlVVXHHFFbjrrrtQXl6ekbQAckAM6hPF3z2keH0aMNz5I6Lz8QhSMMm7SaDXaM66k+2PFjS56IILLsAvf/lL1NXVZUwKIAfEIF2CQESh6cPjIVozgRPlOJlMWgp9+KUEOLHM2E1PIlQuEYvFsGjRIvzqV79CTU3NiEgBjIGDy06UfLdKnIK/wPaLPVRv70ylJoXv7ZYML4nsns2rr74aP/jBDzBx4sQRkwJwPZ95Bz74Ztd3+DkjwED/T3KnV1VV4eyzz8bNN9+MWbNmjYoUgEuMvAMpq/bEHFJe+cG8JJVOOeUULF++HCtXrkRxcfGoSQG4xMhLUKicX3r4JbmwsBDBYBCGYeD888/HLbfcgq997WsIBAJZIQXgEiMvwROCpActLalUCsFgENXV1ViyZAmWLl2KKVOmQNO0rGr1LjHyFLwJzDvNKisrceWVV2LRokVoampCRUVF1qQED5cYeQaKJ9k79k2cOBGTJ0/GbbfdhlmzZo3YP+F4P3K1YRcjA59xJQgCioqKcNZZZ+GGG27AddddRzGonDuDZOBEpdPJUsd4M+qzDL7iy34u+IZoFAwcagz3yZqn8VlZPLxeL6LRKDRNw4wZM7BgwQJcddVVOPPMM2m/xsw7KAMnQslkKvGwj0j4rCPdhaaLTNVg5MAikc+TYKgbiC86ohxPfsnw+XwoLy/HNddcgzPOOANz5sxBQ0MD9Q4fc3exDAykfWmaxojBn5zPCyEI/LRjSZIsc9DT5V3w5KDnwIDzic/4TiaTrBINODGLbNKkSZgzZw4uvfRSnH/++aivrycSjWvsQAaAaDTKMqvsJW2fN/Ai3jCMQRFUuvPpBuJT8+1JwPwgOr/fj8LCQpx55plobGzEueeei1mzZlGnPOi6Pia6g1PIwAC7aaRSOhH4eYJ9eeAbpCqKglgsBsMwBukJHo8Hfr8ffr8fJSUlqK6uRmVlJaqqqnDqqadi2rRpqKurQ3l5OQoKCqAoyrgsEU4hA9a5GOnGNdpL3D7rIPczuaSpnFDTNEycOBFerxd+vx8+nw+FhYWorq5GfX09qqqqMGXKFJSUlKC8vJxJj3g8nlfSwAkEADBN06QObrz4++S9cdmx8QKf/s+3JCKdgUC6A0mPT9IYP1UX34WLjPF/PVMeKCW6YX8AAAAASUVORK5CYII="}]},"timestamp":"2026-04-07 12:03:11"} 
[2026-04-07 12:03:11] local.INFO: Number of letters detected {"data":{"noOfLetters":11},"timestamp":"2026-04-07 12:03:11"} 
[2026-04-07 12:03:11] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1548.2200000000003,"perimeter_in_feet":129.02},"timestamp":"2026-04-07 12:03:11"} 
[2026-04-07 12:03:11] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[303.82,700.31,347.74,347.85,261.82,301.73,261.98,298.68,272.74,171.48,633.99],"actualFilledAreaSum":3902.1399999999994},"timestamp":"2026-04-07 12:03:11"} 
[2026-04-07 12:03:11] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":27.1},"timestamp":"2026-04-07 12:03:11"} 
[2026-04-07 12:03:11] local.INFO: Average character height calculated {"data":{"avgCharHeight":31.099999999999998},"timestamp":"2026-04-07 12:03:11"} 
[2026-04-07 12:03:11] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":1139.0,"originalHeight":431.0,"ratio":2.6426914153132253},"timestamp":"2026-04-07 12:03:11"} 
[2026-04-07 12:03:11] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"203.67","otherDimensionOfSign":77.07},"timestamp":"2026-04-07 12:03:11"} 
[2026-04-07 12:03:13] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"19552\" height=\"7398.517998244073\" viewBox=\"0 0 1139 431\">
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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":657,"y":254,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.74,"bounding_box_area":880,"e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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":163,"y":254,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.85,"bounding_box_area":880,"exact_perimeter":118.18,"approximate_perimeter":111.03,"convex_hull_perimeter":98.52,"perimeter_pixels":660.9015869776663,"original_contour_points":352,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.313,"perimeter_to_area_ratio":0.3397},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKQAAACwCAYAAACB8sXMAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1dd5BV5dn/nXL7FmD3Lk2WplQLARUxNFFaokhEog6MZTCJ5c9MJhlnook4ycTEfEbjWDIYRFSkSK8WqogMGkAldNiIlGWX7bed8nx/7L4v77nbzt17dvfu7vnNvHPv3r3n3HPv+5ynF8CFiwyC1N4XkEkgIopEIggGg9B1HbIsW/4vSan9XNFoFJIkQZZl+Hw+lJSUID8/n53L/e0bgNreF5BJOHv2LJ555hl888030DQN8Xic/y+ZfuzQkyRJCAaDKCsrg6qq0HUd999/P1566SXHr91FJ4OmafTqq68SAAJAqqry5+ksWZZJURT+PDc3l2pqaqhtv52LDoezZ8/S0KFDSZIkkmWZAJAkSU0u2CRICESuqir985//pHg87hJlA5Cbf0vnRyQSoU8//RTnz58HEUGWZSiKkvZ5ZVmGaZoAAJ/PByKCruvYvHkzdF1P+/wuOikikQhNnDjRwtE8Hk/aHFLkjqFQiB/j8/nowIEDFIvFXC7poj7OnTvHRXQgECAApCiKIyKbLXYM002feeYZIiKXIJPQ5UW2pmm0Zs0aALUiNpFIAAAMw3D0c5JVgTVr1uDYsWMwDMMlShdXUV5eTiNHjqRu3bpxbubz+Rwxath7GLdl3FFRFFIUhX77299SVVWVS5AuahGPx2nt2rUEgPx+P9f5fD5fs8SYCkGy84quJEmSqH///nTy5EmXIAV0aZHt8XiwZcsWKIqCWCyGrKwsSJKEeDwOVU0/ZkBEkCSJW9pEhFAoBKDW6i4qKkJxcTGi0ahLlF0dREQHDhyg3r17W6xh9tzr9TriGEcSx0xec+fOpYqKCpcg69BlOaRhGFi3bh2uXLnC480MonHTmiAi7N69G5FIpNU/y0WGg4ho5MiR3MhIjqjAYe6IRjgkAFqyZAklEgmXS3ZVmKZJJ06cII/HQ7Is1zNQPB5PmxAk6gyoMWPG0KVLl1yCRBcV2ZqmYdGiRTAMg4f0gKsZPIZhpJxq1lKoqoqvvvoKW7Zsgeso76IoKiqi/v37kyzL3HiRZZlUVbWIbqdXModkqoEkSTR58mRyneRdEERES5YsqWdVJ1vXqYYG7azGCDIrK4sCgQBt376dTNPs0kTZ5UR2eXk5Nm/ebHlN9BUyOJHt0xx0XUd2djaqq6sRjUbBQpguuhC+/PJL6tGjB6mq2mzkhSXWJkdcxOcsK4i9324upSRJ/PwsoSMnJ6fLJ1x0KQ5JRLRlyxbE4/GU8hFZYgTzVzKO2qdPH1xzzTWcmxqGwTmtHQ7LjKdoNAoAiMVi2LhxY5c2broUQUajUaxcudI2MZqmyQmLEaLoRJ84cSLGjx+PhujHrpXu8Xj4c03T8NZbb6GmpsbWsS46MOq4I7emG8p3RAOGCPNJsmNYGUL37t1pxYoV9OGHH3IRLp7Hbj4lM2x8Ph8pikJZWVm0devWLi+6Oz2IiObPn88Jwev12iJIRjCM4FjR1qRJk+jy5ctUVFREkiTxlDVRz2yOIEUL3+PxcJ3yiSee6PLWdqfHwYMHKT8/30I4dggy2S/JCGnhwoVERBSLxWjs2LEtIkjRByoeM2zYMPr222+7pF+yS+iQpmnS+vXrUVJSwpMmkt08TRxrSbxguuFdd90FoNZ4efzxx/nrTOe0o0MyXVaUzpIk4dSpU1i2bJmt63PRAWGaJk2fPp1zJK/Xa0uHFOPNELijLMtUVVVFRESaplF5eTllZWVZXDgNqQQNfZ7X620wSnTDDTd0SQ7Z6UFEtG/fPgqHw/WyeOz4CsWyA0YwgwcPJtM0Sdd1IiKqqamhW2+9lRMje7RDkEgidPF/u3fv7nLGTZcQ2e+88w6qqqosvkG/39/scURkEadMzA8bNoy7gAAgGAxi/PjxiEajPJcyuS9QS7B+/fou5wLq9AQZi8WwatUq6LoOwzBSLk0Qyw8AIBAIYOLEifz/TA+cPn06VFWFz+dLOVuIEX4yM1y5ciVOnz6d0vV2dHRqgjRNk/bs2YPi4mIAsHQ0i8Vits7BojSMWHr27Inx48cDuNqZwjAMjBo1CuPHj+eEaNdoagySJOH06dPYvn17l4rcdGqCNAwDr732Gn/OHr1eb4vPOXz4cAwfPpwTKDtXQUEB7r//ft4xLVWR3RCHBIDVq1fjypUrLb5eFxmECxcuNFisJSZN2DU8mMHxhz/8gYiIdF0nTdNIxMGDB5v0czZ1fiQZWszI8fl8tHz5ctJ1vUtwyU7LIaPRKK1btw6JRIIbM8yQsduVQuRyiqLA5/Ph1ltvBXDVz6hpGn/PNddcg+uvvx5Ay0U2K51lz+PxOBYtWtRljJtOS5CxWAyLFy+G1+utZ5gA9kSqaJjIsgyv14vBgwfzv1VVtRBkVlYWxo4dy2uv04EkSSAiZGVlYevWraiurk77nC7aCUREa9asqefXa2o1JE79fr9FxD/wwANcPDMfJBGRYRj8+ZkzZ3gXjMbKIexWNbL3eb1eev7557uET7LTcsjFixenfQ5miTNX0ZQpU/j/pKSOFMz9k5ubi5tvvhmmacLn8wEA7zHOuLLd9DemWiQSCWzfvh2XL19O+zu5aAdcvHiRgsFg2hyS/Y+loBUVFZFhGJwjMqNG13WKx+NERGSaJr344ovk9XotBpWYWW73msTl8XhoxYoVnT4LqNNxSCKitWvX8izsdODxeKAoCjRNw8CBA1FYWAjTNDlnFI0PMali6tSpKCwstHBCXde5Dquqqq2McnZ+j8cDTdPw0UcftVl5rguHQEQ0atQoHnt2QocEQL/85S8tHJHpjoZhWPRJXdcpGo3SvHnzuB4YDAYtemMqjQjE9/br148OHTpEmqZ1Wi7Z6TjkuXPncPDgwQadzKmCObnz8vJwzz33cIuaRWiYHilyu0QiAb/fjzvvvBNALWcULXFFUVK6Nqa/KoqCy5cv4/XXX3ekM5uLNkA8Hqe//e1v3DHtlA45adIkunjxooUTmqZp4Y6JRIKIiKLRKBERnThxgsLhcKNO7+auRzyGPVcUhQoKCuj48eMuh+wIqK6urud7TAei7zEcDvM+ksBVK5tZzizxlxVtDR48GDfeeCPy8vL4+1lM3DRNW1zO4/HwnpKyLMMwDBQXF2Pfvn3o7MZNh4dhGLRo0SLuM0QDXA9J3Icl6bK/fT4f1/XEjrp79uyx+BtFv2MyTNPka9euXTyUyBJ42ecA9QvDGlrsvWz5/X4aPXp0p7e2Ozw0TaPbbruNE6TdIi6xeIsdA4GYBwwYQGfPnuUiWXT3NEeQJSUllJ2dzetnkt1AzRGkeHOxNtMAqE+fPnTgwAGKRCKdjig7jci+cuUK9u3bx0WhaEg0BTYZgaWRMYOD6rJvpk2bhn79+llcOHaNkry8PEyfPh2BQACJRAKJRIKLdDvXl1zLQ3Vx7uLiYqxYscJS0+0ig0BEtGjRIm7INNbOBA1wIZErQjCGmCN7w4YNFldPKiKbiGjbtm3UvXt3fv5AIFCvtLYpkS1JksX1EwqFCAANHz6czp8/3+k4ZKdAcXExjRo1ivsNmQi2Q5DJkxGYmFQUhfr160fl5eVcRDPLOplAmyLIyspKmjx5Mm8ywM5vJ5LEXhcJMicnhxPzX//6V1eXzDQQEW3dutXCcVBHaHYIUtQZxY2XZZnmz59PRETV1dWcCBmh2SFIpne+++67XA9kHC4UCjVLkKJBwzpmiHroiBEjOt14ug6vQyYSCWzYsIE7q1nql90EBqYPimUKkiQhPz8fs2fPBgBLhrmUVH/dFNg1/OQnP0H37t0Rj8d5jyA7+Y1i3ibVlVIw95LX68WxY8c6XYlDhyfIo0ePYuvWrTyzJpWuZow4gNqEWnZsVlYW+vbti9tvvx1ArT8wFovx99r9DJYQHAwG8aMf/QiSJKGqqopfa3PQdR2KosDj8cAwDMtkCGZ0LV261DJo3kU7Qtd1+sc//sFFLJJcOWhADIqL6XNiIwAmthcuXFhPH2wJmP65adMmAkC5ublcBKcSSWLXJy5ZlikYDNL333/vcshMwY4dOwDUilLGeVJpkwJcFY1EBE3T0Lt3b84d0wXjahMnTkTPnj1RXV0Nn8/nSCQJACKRCNauXdupxHaHBFFtURXjOLIs844RdpfImURre+7cuVRTU5M2h2Q5kgxPPvmkhTunyyHZNd9+++1UXV3tEmR7wjAM+vWvf819e2hAFDe3kiMhrMfOu+++S0T1XTgtha7rVFFRQV9++SUPIbLQZDoEKabJLVu2jIhcLtluOHfuHBUWFtYjSEVRbOcbNpQVnpeXRz/88AN38aRLkGJTqmg0SjNnzqRgMMhvgHQIEgJnnzJlikuQ7QVN03jnWjHqAaQ+hYvFmdnf06ZNI6LadLJ0CVKMfzO89NJL9YyvdAiSzd5WFIV++OGHDk+QHdKouXjxIpYvXw5JkrgLRmxGnwpI6BjRq1cvPPzwwwCcGQvC3DGiy2bSpEnIyclJ+9wAuDtIURQYhoFFixa5aWntgf3791Nubi4X1WLaWCorOVF23LhxFI/HKRKJWLhjOiKbRXmIiCf0Pvroo7wvpBNGDeo4ZWFhIZ07d84lyLaEpmm0cOHCRkVYU6uxrHC/30+KotCbb77JCYfIGaOGiX6RQOsyvrmqwMKJ4mt2FvOfskdVVemdd94hoo6rS3Y4ka2qKtavX+9IXQnzWyYSCUiShNGjR/PejqlEfBqDYRjweDxctdB1HcFgEOFwGNdddx0X4ywL3e/3W0KDzYGlsLFjDMPAnj173C4XbQVN0+ibb77hXC1dDunxeLjYGz9+PMXjcV4TE4/H0+aQYgJGsk/yd7/7Hf8e7PpEb4Fd40zkrkBtZeIXX3zRYblkh+KQqqrijTfeAJBazLoxaJrGueQTTzwBr9fLDQUnOuAyw0jTNM7xGDecPXs2wuEwTNPk/2O15LIs204wloQ6bUmS8P3332P9+vVpX7sLGzh37hz17NkzpQRcNMEhUad3hcNhqqys5NwrFouRYRiOOcY1TePnqKmpIcMwqKqqiubMmcN1QPadxFIFO0s0bJj+OWzYMKqpqXE5ZGuCqHZOYXl5Oa+JThdMV7zjjjuQnZ3NXUB2s3GaA+NyqqoiHo/DNE0EAgFIkoRAIICf/vSnAGrdQ4xLapoGIrKtI7OMIKCWI8uyjKNHj+KTTz5BR+wp2WEIsrq6GqtXr+Z1JE74CRVFQW5uLh599FFomlbPr+kkiIj3HmcqwaRJkzBw4EAA4MZUS5IuSKgDYse/+eabKCsrc+4LuLgKwzBo3759VFBQ0OSkLLRAZA8fPtxigMTjcUvJghPpZ+IIESKrb/Khhx7ixkxyOYWd7yOOp2Mim5U5fP7553T58uUOxSU7BIeUZRkffPABrly5kpK4ZlwuEAgAqBWdTCyzhqM///nPeSY3e4+qqvxz2GopmOhlGelEhEAgwDnZ008/zbv8sqb8Pp/PMhK5sc8XOaJpmpzLV1VVQZIkLFmyxJHmqW2JDkGQrD+iruvwer18s5qDuFkiVFWFJEno1q0bxo4dC5/PZxGlgPMiuzEMGTIE1157Lb9GJrad+PwdO3Z0uJ6SGU+QRESffPIJDh8+DOAqoaTCJZleyI7xeDzQdR1Tp07FuHHj+HudMJRSgWEYCIfDmDp1Kr/JWNs+csCNeOzYMTd512kQEU2ZMqVe25NUy1zZRAPxtR07dhAR1etK0VhFYUuRHBdnbfxisRgREe3atYvC4XC9UKAT2UBjxowhlyAdRElJCd+k5D43qRCkoiiWOHF+fj4RXe1WxuLX8Xi8yUYAThIkM3Y0TaO5c+fy62TLCYL0er109OjRDjNWJKNFNhHRpk2bANT66nRd511tUzgHf2TPFUXh/RvFiAjr9dhS90uqYHqrqqqYNWsWgNoYdqqj6ZpCIpHAa6+95oibrMvj4sWLNH369HoxXhbnbY5DMrdIcnZ1r169aOPGjRSJRBrkZuJja3JIotqokGmaVFRURDfeeKOFiztR4gDUZsHv37+fiDJfdGcshzQMg06fPo09e/YgGo0iOzsbgP0mUgwkRD1YX8a8vDxMnTqVc6HS0lLL+4G2MXCornmUJEkoLCzElClTYBgGsrKyHDu/oigoLS3FqlWrbM93dNEADMOge++9l1cVilMM7NZdiysYDPLnL7/8siVe3d5gRtWBAwcsuq+oR6byXcVzoE7/Hj16NBUVFbkcsqUoLy/HwYMHUVFRAaCWu5GgA5IN6cM4oyRJiEQi8Pv96NmzJ8aMGeNYvDodJOupN9xwA0aOHAlVVR3JZmI6dzwex6lTp7B///6Mj29nJEEahkGbN2/GuXPnAFhbnqQiSkkwaNjj5MmTMXr0aIevuGUQ/aKRSARerxdz5sxxhBgZ2E1ZUVGBNWvWuMZNS0BENG7cOO7+ENsrA/ZHswFXU7KYyF6+fDkR1fobM0FkM3EdiUSourqajhw5Qrm5ueTz+dIW2SwJGXXupHA4TBcuXMhoDplxSCQSrFCp0Y1ghNrQ/xp6L3B1XsyFCxc4AWQSQeq6znMyH3nkEfJ4PGkTpLhYZvpf/vIXIsp8aztjQET07LPPkizL9RrYJ2f6wOZmsOPuu+8+S3/HTCBIolrnvBgdYv0unSBIsX7b4/HQoEGD3LYrqeDSpUs0ZMgQysrK4g06Wacw1igeKW6Kx+Oh/Px82rhxIxFd9TFmCkHGYjFOkJFIhIqLi6l///5pE2TyDc0iXe+//z4ZhuESZXOIxWK0fPlyvhGo0wFFImQxbbubxHqGjxs3jm86y0dsb4JkY+gYysvLiahWjC9YsMAxt4/X6+XEmZubSzNmzKBoNOoSZHMgqk1YBa7WlqSTgMs2RJIk+vvf/86JjyU1OFUz01KwG8Q0TYpEIlyfrKiooKNHj9a7IUXfZHO/BQRVRTxelmXKycmhLVu2ZOTMxIxy+/z3v//FoUOHIMuyI11hdV1Hbm4uQqEQbrvtNj7J1cn+jOmA9aWUJIlXPAJATk4OrrnmGtxyyy08eRcAL4Owmy+ZnMwsyzJkWUZlZSW2bt2akTMTM4YgiYg++ugjHDlyxFFfWSKRwJQpU3DTTTdBURRO6G2d+9gQxO/JZuVQnQEcCoXwwAMPAGj4Wu0m8LLsdwA8VAkAGzZscBsKNAUiohtuuMGi96UrspnetGHDBkt6mSgq21NkJ4O17GMpcMePH6eBAwfW+00A+z0wxWQNMa1NUZQO33al1UBU2w0XgtHiBEECtZk9sViM62diLmImEGRDhpWYcSTq1Ow7ptJyUCRgRsQse2rs2LEZN54uI0Q2EeHDDz8EAJ794pSON2/ePPh8Pl62wPSvVLOGWhOUxKQkYYzclClTLDov1WXwpHJuRVGgqioX80x3/eqrr9hs8YwiynbHt99+S0OHDq3HCdPlkNnZ2XTw4EGLiGYWthMNSZ2EruvcWa9pGsViMdI0jU6dOkWTJk2yWNapNmVlUZrk5q6KotDTTz+dUV0u2p1DEhEdOnQIx44ds1QTOjFYMj8/nxszbM4MU+ozwcIUpQAJjQRUVYXX64WiKBg0aBBuvvlmANZeQXaMMtYNg72XVVVKdbO7AWDp0qX44YcfHP1eHRpERNOmTWuR81e808VHlkjx7LPPUkVFBRFZY8YdBexaz5w5w/U+xv2d0LEZx3z++eeJKDPEdrtySNM06fPPP8fp06c5d0ylzDW57prq9K5IJIJBgwZh1qxZ9dons/OKU7EyFcwV1LNnTwwdOpTrloD9WTxNgemSH3/8saMpb+mgXQlSkiQsXboUp06d4n+nmvfIulGwYxhB33333RgzZgwAWPxtYkF+R4BhGAgEApg1axYX404xM1bQtm/fPhw6dAiJRKLduWS77kplZSW2bdvGLcHkAeqpgFmR7K5ngzN1XYckSVwnZZwgE3TI5sCqIAFg7ty56NWrF/+fnQ67dqAoCjRNw+LFiy3DPrscdF2nzz77jOs2DdVcIwU9MhgMch1y0KBBVFlZyWueRbBOtplgWTcHsTqRiGjevHlcV2Y1Run6aVkGVV5eHut93q5oNw6p6zrWrVsHoLbXd/LdaUekMh0LuGqlAsC0adOQnZ1tKX1g72GcJVN0pqaQXB/+s5/9DMFgEJIkOeZHZb9zaWlppxt1nBIOHTpEQ4YMaTC8BdgrUxDDZ+x5QUEB7dq1i4/gSCQSpGlavY4UHYFDElmjNsXFxTR9+nTH/LTJU88mT55Mp0+fbleCbBcOWV1dTbt378bx48ctzaBUVbVktjQH0UBhPrzevXtjwoQJFt2R+fUYN7Drx2tvsGydaDQKSZIQDodxxx13AHBGh1RVlXNar9eLHTt2YO/evehyybtERGPGjEm5M0PyErlodnY2AaAXXniBzxe0w30yeYnzcohqSx2OHTvGJYJTGeViFGjs2LHtWuLQ5hwyFovRrl27cPLkybTPxeqOZVlGLBZDv379MGnSJGRlZeH8+fM8/7GxlelgHD0ej0PTNPj9fgwcOBCjR4921A9pmibvDFJcXGzp5NHWaHPfh8/nw7///W9UVFSk7QtkjmJGYH6/H5WVlQCAgoICnD9/vtnjMxnshmOPOTk5qKqqQs+ePR3xRYqOdoYzZ87gvffeQyKRIK/Xm9k/kBNIJBKUnZ3doll/yUss/GLhQrt5gh1lybLMh0SJrwcCAcdEdrIh2bt3byInKL4FaFMOSUS0YcMGVFVVOdLKhKWSmaaJSCQCoLafOAsLNufaaaff3Da8Xi/i8ThisRi8Xi9CoRAqKyshyzKi0WjamfViCQVQO9qupqYGFy5cwIEDB6DrOqmq2nm5JBHRrFmzuKshXQ6JJMNGUZR6DvbOsAKBgMXwYBzTic4WIpeUZZlUVSWfz0ezZ89ulyKwNuWQX3/9Nfbs2WNxN6QL5t5hMV5WMxMMBvmotsaQ6Tokc/xrmsaNGBbydIK7s8kQ7LMSiQQPHmzYsAE7d+4EEZGU6T9USxCPx+mFF17gTnAndEjAmprPHL0taSaQyYv9ZqJTm9XFONFqRdRRxV5IDz/8MFVUVLQ5l2wTnD9/nm677TYuJpKjBun+qO5KfyXvR7du3ai8vLxNCbJN/JA1NTW0Z88enhXOZs24yGxEIhG8//77nS++TUR0//338zsxKyurwTsSbcwR3NU0hwRAt9xyS7u5gFoNkUiEunfvTsBV/xlcgsy41dB+BINBOn78eJs1p2p1kU1EtGLFCpSVlXGrrksngnYgyLKMRCKBJUuWdJgM+2ah6zrdcsstltEerlGTmauhPZFlmQYOHEjHjx9vE9HdqmRvmiZt2rSJFaPz1xVFyXgfoAvwYVMsvt3hQUT04IMPWowYNKOzuCtzOCRwtSnBiBEjKB6PtzqHbFXU1NTwrPDkJYpwOysUCvFH5vhuSMR0JQJPHgYg1msDzoRmgash2bVr11JVVVWrEmWrhQ51XadFixbh0qVLAFCvtqW5sB6Doijw+XyoqakBANTU1PCkgubEfqdRxBtBLBbjg+jZWGNZlnklYboIBAKIRqMwDAOGYWDx4sV8JmOHA8sKR91dltyWGTbuzOQQYJ8+fSgQCPAJBXbO0RWWx+OhYDBoScJIbmnY0vOKf3u9XorFYh2TQxYXF+M///mPJYmWgdVgNwcigs/nQzweh8/nsyTc2qkp6Wz+3GSoqopEIgFN0ywcUVEUnrqWDjRN47+/x+NBIpHA4sWLO17CBRHRK6+8QoB1xiBbqXC35KHr3bt350OF7J6jM69AIEC5ubn891FV1VEdUuyc5vP56Prrr2/VmptW4ZCXL1/GG2+8YUlvEvU5ViHYHAcLBoOIRCKQJIkn25aVlWHAgAG8BqQpdKSbuKWIx+OQZRlerxfRaBQlJSWIRCJQVZUnLbcUrFYJqN0zXddx9OhRbNy4sdW4pOMESUS0bNkyHDlyhHv6gastOzweD8/0bk5ssx80FAqhuroaqqpi/PjxeO655zB58mSUl5c3eXxnN2rYjMRAIIBgMIhYLIaVK1fi9ddfx969ex2pWWJg++XxePDuu+/innvuSffy2waaptHTTz9tGScMWGemiI/NLVE8B4NBty92M4jFYrRw4ULHRDYzbNh++f1+8nq9tG/fPjJNM7P3IR6P04ULFygvL69FP0hDfkTmVAdqh/64xNg8Tpw4YdH/RH3b4/GkNLxUtLSZLzg3N5fmz5/fKo5yR2Wax+PBm2++iYqKCgSDwbTPx4qOGGbMmOEmZthAjx49MHHiRMRiMa4isaI6TdN42YcdiGKfWfIVFRXYv38/qqqqnL94J0FEdO211/K7Ml0Oye5sn89HXq+X1qxZk/liIgNARPSvf/3LImqTvRJ294RN/0Idt2THKYpCGzduzNz9IKod7cEGZsIhkR0MBrm7obi4ODO/fAbi7Nmz1K9fv3r6usfjsa2/Jy9Jksjr9fLj58+fT7quO7onjols0zTx9ttv89EbTiEQCCAej2PKlCkIh8OOnbezo2/fvnwSmFi/nUobGTH4wFx4iUSCu+C2bduGw4cPIyO5ZHFxsSWRggX+0+WQTNSw0cLt8uU6IHRdp+3bt3PDBkkGip3RImLo1ufzNRj+/c1vfpN5+0JE9NFHH1liqU7okOz1H//4x1RSUpJZX7oD4NKlS7yfpKiTA/bdbmwxUc/Kjtnx1113naM9JR0R2USEdevWIRqNQpZl5OTkOGINs6kMs2fPRl5engNX2rVQUFCAe++9l2cAMce2GLBoDh6Ph3fs1TSNl6Cw40+cOIHdu3dnTk9JXdfpyy+/pHA4zO/E5JkqTeUrinmR7DVxznU4HG73rq4dGSdOnOBSixXasd851fzRhvYwEAhQ3759M8faJiJ68sknLUQEXA3yN0eQTIx4vV4KBoMkSdYG+DNnzqSysrLM+LIdEPF4nO6+++56rhw4QJDA1W4hX331lSNEmbbIJiKsXr2aW17MkUrTdSsAAAk/SURBVGonPczj8XDRzmLdRMTPpSgKZsyYgW7duqV7mV0WXq8Xjz76qGXMnCTM80kHTA3QNA2rVq1K+3xpg4joiy++aFBZbmhsRUMVbUD9rmWqqpKqqjRo0CD6+uuvXe6YJkpLS2nMmDH1Qonpcki216qq0rXXXktFRUXtyyF1Xcdrr71mCUOlMv6X+cMkSeJKMmtOT0SYPn06RowYkc4lukBtKHHGjBk8YZcN4UwXiUSCc9yTJ09i06ZN7dt25cKFCxQKhRoN1jfHIcVkUtT5usSE3k8//TTzfFwdEEREO3futEghr9friA7JEi4A0J133kntNp7OMAx6++23LSIg2dlqhyCTG3Gyv4cMGdJ5W8G1A8rKyuiee+6x+CSdIEifz8fFd05ODi1fvrxdGp3CMAy666676qXMowkrrrEfgBE003FycnLoqaeeyhxXQicAEdHSpUs5EcEBHbIhRjRnzpw26wPEUVFRQdu2bSO/399og9BUmoYyAhYjAEeOHHEJ0mHE43HOGQFnEnjFGnnUqQJ1+ZgtQos02+zsbKxduxamaTZaF2NH9WM5erquIzs7mxs3w4cPx+DBgyHLcucvimlDeDwePPXUU5aZj+mAGTTsOVCbM7l+/fq2NW40TaOhQ4c22lLY7l0nclHmJlIUhZ577jnXmGkFJBIJ5kbjki0dDim67kQ6uPnmm9tO/zdNk7Zs2WKxrprTEZtbTAfx+XxUWFhIBw8epJqaGpcgWwHV1dU0YMCAFiW/NLTE49k+qqpKH3/8cYuYSsoiW9M0/N///Z+ltKChz7VzLWLgnrH8kSNHYtCgQQiFQq64bgWEQiHMmzfP0RLh5HPpuo6VK1e2TblJ3ZDvekZLSzgj6ixqCHfXyy+/3H6+rC4AIqKvv/6aevbs6RiHTKYFr9dL/fr1o71797au6kVE9Pe//50AWBI/01liN7MePXqkZaG5sIeamhp67LHHHCNIwDrAijGXX/ziF61LkFeuXKEJEybwUsp0vghw1cuvqiopikJz5sxxjZk2ABHRp59+6li7PuDqeGjRJxkOh1uv7UokEqGtW7dylgw4k74kHrdz505XXLcRDMOgnJwcLunEisKWDp5qaH83bdqUUv22baPG4/Hgs88+4yPInFCKfT4fiAh5eXkIhUIYMGAAusRI3AzBY489hlgsxg1LRVHSHuiZjJdeeql1ZpOfO3eOhg4dylmyE7FQdifm5OTQtGnT2j7k1IVhGAYdPnyYj3hGHZe0U/zV2EreX8Z9jxw54iyHJCL6+OOPcezYMUdNedZRIRqN4vHHH+/0zaEyCYqiSMOHD8dNN93E91TXdZ426ASnZPu5atUqZyM3NTU1vHoNguKaLof0+/0UCARozJgxFI1GXe7YxiAi+vOf/8x7P0LYp5b032yIHvx+P40YMYLOnj3rzP4ahkF79+6lUChkyQZv7AJSuWD2I7z44ouudd1O+O6772jYsGGW7P10Ols0lqL2yiuv2NrjZmVkdXU11q1bh5qaGhiGAb/fD03THBGv8XgcWVlZuPvuuyE5GTpwYRsDBw7ErFmzLNn7TkFM4Hj//fedaU5VVFRE48aN43dQt27dONU7kU93xx13uNyxHRGNRumTTz6xuHvSSbZIpgc21xsAffPNN+m59UzTpLfeeovnPbIPTcVPlZwRnnz86tWrXd9jO6OsrIyGDh3K94VZxy1NlhGX2Kh2wYIF6e21rut033338ZOLim5LRnskO8PD4bAbKswAMONGTLYOBAKOEKTP5+O2Qo8ePeh///tfy/f75MmTlJ+fbzk5e26XIJO/iJixPGHCBNf3mCE4e/Ys5ebmWlpuO0GQgLXM+e23326yhV+jlolpmvTBBx+gpKQEfr8fACxzT+x635OnMHg8HhAR/H4/Zs6c6foeMwR9+/bFTTfdBAA8GpcuPB4PgNqyWyKCqqr48MMPW+bL1nWdBg0a1KDYTa4WbGqJyZuiq2fw4MFuz54Mgmma9MYbb5Df7+dJL05wSNZqBXW6aW5uLu3cuTO1RqdEREePHrUQI8vuSTW0JFamiV9s3rx5rnWdYbhw4QINHTq00b5MaKHIFo0kAPTwww83uvcNysvKykq89957UBSFi1Q24zpVGmLHs9nLRIQePXpg9uzZrRN0d9Fi9OrVC7NmzeK9ldIFCz/GYjEEAgFOC5s2bUJRUZH9Ex0+fJiuu+66ehQOpB5WEvu/sDtkyJAhbr/wDISu6/T555/z7iFOcEhWEYAkQ/jVV1+1Z9Capkl/+tOfLMmbLb0g8Rj2vHv37vTHP/7RFdcZitLSUpo6daplz0SbIbntop0l6pFA7eyh/v3726tMJCIaNWqUY3eIyCFZc1K3o1nmgojorbfeqsfRINADYC+JtzG/tSzLlJ2dTR988EHTSTW6rhMr4nLKDyUaNaqqUo8ePVzumOEoLS2lwsJCS64kgJQmgAHWcgYxhMjWAw88UC+b3GLUKIrCp7g64R8UB2xKdRNdFyxYkPZ5XbQuevTogQkTJvDWism0oKr2ZrYmG63J59q7dy+KiorQaA2+pmmUl5fH5wumyyFZVIZNty8oKKATJ064uY8ZDsMwaMWKFfVi28lNwZpbIs0wGhATawDQ73//+4YlJhHR+vXrLXqfEyJb1DUWLFjgiusOgkuXLtHo0aMtolpMuoXN/WcMKZl+GF0MGDDAQhOcf1ZWVmLZsmXw+XxIJBK22XJzYGxblmXMnDnTkXO6aH0UFBTgwQcfhCzLlp7vAFLKh22M/7DylbNnz2Lz5s2wZAGZpkmHDh2iwsJCi+KZLodkVrXf76dwOEzffvutyx07EL777juLH1HkjKkaOMyoaaief9q0aVbJSUT0yCOPWD5QbK2czmJE+atf/YouX77sEmQHQiKRoHvvvbcePYhZX+ksURXYvn07AYAKANFoFFeuXAEAdOvWDbIso6ysDKFQqMkLbi7d3ev1IhqNok+fPpg6dSry8/NT/U1ctCM8Hg8eeughnDx5Et999x1CoRBkWUYsFkNeXh5isViTxzdHH+Ls7jNnztQeA9RyyEgkAlVVUVpaCp/Ph9zcXEu6WUtgmiYfwh4MBt0mAB0QRESapqG0tBS9evWCpmkoKSlB7969EYlE0jq3pmm8RisrK8utq3KRefh/PMHG5gtuj04AAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":495,"y":251,"width":152,"height":178},"scaled_width":27.18,"scaled_height":31.83,"actual_filled_area":261.82,"bounding_box_area":865,"exact_perimeter":159.51,"approximate_perimeter":140.66,"convex_hull_perimeter":95.14,"perimeter_pixels":892.0214280248111,"original_contour_points":395,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.17,"compactness":0.1293,"perimeter_to_area_ratio":0.6092},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":334,"y":251,"width":137,"height":178},"scaled_width":24.5,"scaled_height":31.83,"actual_filled_area":301.73,"bounding_box_area":779,"exact_perimeter":180.24,"approximate_perimeter":156.34,"convex_hull_perimeter":93.27,"perimeter_pixels":1007.9625535217655,"original_contour_points":435,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.3,"compactness":0.1167,"perimeter_to_area_ratio":0.5974},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAI0AAAC2CAYAAADk4w7LAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO19e5RV1X3/59xz7jn3Me8XDAwvA8NjUAR8JEIJurRESlxiQ9qaLMQY05XWaGxNXQ2tpr+YqCmrSeqyNikJom0TbVYiFmtQwaCCGEChMjAMjwIyDMz7dd+Pz+8PZm/2OXOHuTNzZ5jH/ay118y995x9ztn7c77f7977u79fIIss+gntSt/AcCISidA0TQAASSSTSWiaJks6SCQS0HUd4XAYsVgMPp8PhmGMq3Yckw+bSCQYi8UQCoXQ0tKCuro6nD59Gk1NTaivr0cgEEBzczOamprQ2tqKQCCAaDQKkrAsy1aXk0xLly5FQUEBkskkvF4vZs6ciYkTJ6K4uBjTpk2D3++HaZowDANaukwcZRj1D0WS4XAYra2t6OrqQm1tLc6dO4eamhrU1NTg9OnTaGhoQEdHByKRCLxeLxKJBOLxOJLJJICLxDAMAy6XC7FYzFa/s98TiQQsy0IkEgEA5OTkwOfzIScnB1OmTEFlZSUmTZqEWbNmYfr06SgtLUV+fj7y8vLg9XrHBJFG3QOQpPj/1KlTePPNN/Hf//3f+PDDD9Hc3IxwOCyP1TQNLpcLAJBMJqGcKn/XNA0kU/6W6nMymYRpmojFYj3OKSgoQEdHhyQjAJSUlODaa6/F0qVLMW/ePKxYsQKmaULXdSQSCXi93lHXB6PihkmypaUFFy5cwNatW/Hee+9h586daG9vh2EY8Hg8iEajiEajcLlcvZJALSqZ4vF42vficrnkueI6KkkAwO12wzAMJJNJqfZUzJ49G7fddhuWLVuGa6+9FlOmTIFlWXC5XKOiP0bsTSaTSYZCITQ1NeGjjz7C1q1bsXPnTpw8eRKJRAIAoOu6rdNcLpc0blNJGCFVUkGQQdQtjnfCMAxEo1Hb7+Ja6rmp6gYuGeDiPiorK7Fy5UqsXLkSVVVVmDhxorj/Eds3IwqxWIwkGY/H+dZbb/Hzn/88PR4PTdNkTk4OAVDTNFsBMOqKpml0uVzy/l0uFy3Lot/v51e+8hXu3LmTAkPQzGMDiUSCJFlfX89vfvObnDNnDgHQ4/GwuLhYNrZhGGOWNG63mx6Ph4WFhfT7/Zw/fz6///3v8/Tp01nyqAiHwyTJpqYmPv7446yoqKDH46Gu67YGNgyDbrebbrd7TJBGPJdadF2nYRi2Y3Rd50033cRnn302Sx4AIMnm5mY+9thjvOqqq+j1emUDGoZB0zRpGAZdLhd1XZdv5lgijfpM4vtJkybR5XIRAL1er3yBli5dyo0bN7KxsXH8kUdIlg0bNnDWrFlSNBuGQV3XbVJG/CY+67o+ZkgD9FRTogjJ6jze7XazqqqKmzdvHj82T3t7O9966y3eddddLCgooGVZskHU//Pz81laWmr7TkidsUgaIVlEUT+LF0r93jAMLlmyhK+++urYJQ5JHj9+nP/+7//OkpISer1e2QgqMQoKCmySBt0NBEdDj2bSOO9ZSFdBCMuybG0gRo/qOX6/X7bXE088wZaWlrFFnmQyyerqan7ta1+Tbw6UxoLyRqGbJB6PxyaeVXE92knjlCrCABaqFwBN0+xVPYk283g88vh77rmHtbW1jEQio584JLlr1y5ed9118s1IZfyNhOJyuXpINVHUexXqxEne3r4fintVXyCPx0MAvPbaa/n8888zkUiMXuKQ5K9//WuWlpbaxOtwk0aMvgzDkBJLNbrVNxyA/M15nqpCRBFkEfUMxzySruvMzc2Vn/1+v7yvsrIy/tu//RvFvFcGu3Po0dnZyX/8x3+k2+2WDyQadahJc7m6nd+rc0DiPvu6L9M0pfoQz5Pq+kP9jOJ/t9stbURxf6tWrWI8Hh89UicajfJHP/qR7QFzc3OltBkOSXO5+oUaUdWJ+rtlWXKOSJU04nNv1+qtZPrZxD3out5jOiInJ0de8/Of/zxJMhAIjGzixONxbtq0SYptv98vH9Lr9fbQ+xgi0gCX1JK4nvgsZl+FpFAnFIV9cLkiJI0qcURdw6GexBqcuBenpCssLJSSZ926dYxGoyNXVZHkCy+8YNO3eXl58uHQ/cDDJWlS2SCA3cbp6x6cBm461x3O0Z24hmmatqkLdZT1hS98YWROBJLkzp07uWDBAgKgz+eTDSZGJKWlpbLThrpBVamifickgzBcTdOkz+ejz+eT61qqUet2u6WqEnVZliXrEN85JdlQk8ayLCm5xXdCeoq2V1XX6tWrM0qaQftskGQymcSSJUuwZ88eABedkEgiHo/DMAy43W6EQiHk5OQgGAxKX5KhJL/L5YKmadB1HZZlwe/3w+PxYN68eTAMA/n5+Zg8eTKmTZuG0tJSuN1uJBKJlM7miUQCsVgMiUQCu3btQjAYREtLCxoaGtDY2IiWlhZ0dnYikUj08MEZymfUNA1ut1v69wgId1Sv14tQKARd1/H888/j7rvvhq7rV95PhyTvueeeAU++pTre7XZL3Z3KzvB4PLY5FXUW1bIsLliwgA899BB//etfs7a2lh0dHYzH40wmk7bSX7Hd/YLQic7OTlZXV/PNN9/kD37wA956661ysVG9f9M0bZOa6iSmUC/qWpzaRr2p21RF1G8YBi3LknNQv//976/8iKqrq4sbN26UQ1bTNAdNGtUm0nWdPp9PqjyhQsRv+fn5nDRpEhcvXsz169fzww8/5LFjx1hXV8fOzs4r0kAkGQwGWVNTwxdffJFf+9rXuGjRIubn59tUpbMdvF6vjWCq6ks1tO+tiOPV78TnL37xi2xubr5y9k0oFOKZM2dYUFAgH1BMbQ9W0hQWFsrf/X6/rR6v10vDMFhUVMQ1a9bw9ddfZyAQYCKRYFdX15V9ixwQkqi1tZWbNm3iHXfcwfz8fFqWJYng9Xptk5/OdhNSJl37KBW51KWbhx9+mPF4/Mq0UywW4/333y87UgzzBksaIVqdbhHCOeuqq67ic889x0gkQqEurkgD9BOCQG1tbfzBD34gvRMBSOlqWZZcoOxt9hl9tKdadF2X/aJKn1deeWX4pU0oFOKePXuk2gAurbwOljTi4Zyjg4qKCm7evJnC229YHzjDIMn29nauX7+e5eXl8hl9Pl+vyxtQbJW+itr2on+AS3bT9ddfz6amJjY3Nw9fO4bDYS5fvlx2qiBMJmwaZ50AeO+99/K1114b9WRRkUgkGAgE+Nprr/HLX/4yS0pKUtom/ZUuwCX7D7g0kBB9IQYY69evH772jMfj3Lx5sySJ+ncgk1upjheTgpMnT+ZTTz0lVdGwPOAwQ6jYTZs2SedydR0snUlIZxETfsAlVxN18s80TRYVFfHQoUMMh8ND365NTU1ctmxZj2l3oVYyQRoALC8v51tvvTVmyeIESb799tucOnWqbamgv4awIIeu67ZhvDoMF3WJhc0hfbBoNMrnnntOSgLVARpASschZ1ENXefDCeJNnjyZv/nNb8YNYQSEh+OKFStshBEz08DgZ9RVdVVaWsq9e/cObTvHYjGuXLlSdrZ4EEEEp1tib0UcJ8iinldWVsY333xz3BFGIBqNMhKJ8M4777RJCKD3HQz9LSpx7rvvvqFTUSRZXV1tkypOyZKudQ9csurVOZmqqipu27aN0Wh0XBJGIBQKsampifPnz5eTpuju7EyQpqCgQP6fl5fHXbt2Dc1LGolE+Pjjj/eQDOoiX7o3rYpadar9+eefH7cSxolAIMDa2lo5h6PuSBgsaYSNJEZnDz744NBIm/Pnz3Pu3Lm2fdXoljj9nXgSD6yqqbvuumvkOwwNM8LhMH/zm98QuDQFMVjSqMsTpmnS4/Fw+vTprKmpyWzbR6NR7tixQ15YnV10bm7r66bF8Srxpk6dyurq6qyUSYFEIsENGzYQAIuKijImaaAQyDCMzEv5aDTKb3/72z0YO9AZS3GcGIX95Cc/yRLmMqirq+Mf/uEfZkw9qXM26O6PO++8M7OSPhKJ8Oabb045PBY3ke5DqLOcLpeLc+fOHTXrR1cK8XicO3bsyNjoCYppIPbQ5+bm8uTJk5nrh71793LSpEmSHIOdvFOZ/qMf/SgrZdJAW1sb/+AP/kCOXsXgQby8/Z3ugONltyyLTzzxRGb6QiwbODe6DZQ06prI4sWLefTo0Sxh0gBJvvrqqwQuTVOk67usFuc+cbWOlStXpjXdYfR1QDKZxO7duxEIBKQr5GCghhpbvnw5KisrB1XfeIGmaRpJXnvttTh27BgAeyi3dCEEia7rMpKpcAvdvXu3LdBlb3D1dYCu6zh48GCv8eT6i1gsJqNjLl68OCN1jiesX78egUAAhmH06JN0Xmhd13t8J85ra2vD6dOn+6yjT0njcrlQX18PXdd7RLEcCNgd4DkajWLGjBljIq7ucEHTNC0Wi3HhwoX46KOP1O9BEoZh9IiD3BvUoJTRaBSmaSIej+PAgQMIh8P0eDy99kufkiYUCiEcDg9aLano7OxEWVkZCgsLM1bneMJf/dVfAegZXTSdPhLhb7XugNu6rstA3Jqm4ciRI30Khz4lTUtLC+LxOOLxeEaJM3PmTPh8vozVN17gdru15uZm5ubmIhgMIpFISKmRrpQBLtqUIvp6IpGQoWo//PBDBAKBy57bp6RpbW217QcaLHRdh67rmDJlCrxe76DrG4/weDyYOnWqLT6yCLrdF1wul4yWDlwyjA3jovz44IMPcO7cucvX0ddFkskk3G63/KwSZyBDek3TZCTv/lr+WVyE1+vF6tWrpRoR0dFFxwtiaN0b/oQaAi72mRq8W6irSCQCt9uN1tZWHD58+LLXT2v0pEb/HixETgERXTyL/kPTNCxcuBBerxeGYcjkHqJdnWH44/G4JIrL5YJhGDAMo0eI/mg0Cl3Xcf78eYRCoV4lQp82jWCvdpkQ8f2Fx+OBpmk90uRkkR40TdMuXLjAwsJCNDc320iTTCZ7vIxC0pC0hegX/Sm2MItkIY2NjfB4PL1ev0/SiAsJFg8WQr01Njba1F4W/UNZWRkmTpyI+vp6KbXVPhJSBoAcyAAQeagkaZLJpG2+JxQK9TlX0ycLVHammhjqL0giHA7j6NGj6OrqGnR94xkzZsywJTYT0kK1dURGGDEAicfjiMViUhCoNqppmvB6vX2+zH2SRlQgbihTaGpqQl1dXcbqG4+YP39+r78JWyYWi0mbxhnVwillkskkQqEQQqHQZQcpfZJGpNfTNC0jSwmmacI0TZBEdXW1LelXFukjFovhmmuugc/nQygUkkNu0zSlilKNYq07LIk4xu12S5Xmdrvh9XqRTCZRVlaGCRMmSDspFfq0aXw+HyzLytjEnsrgmpqafiXoyuISTNPU9u7dy/z8fASDQWmjiPb1er0oLi5GcXExioqKUFRUhLy8PMyaNQsVFRXIzc1FPB5HSUkJ5s6di+LiYgSDQbjdbui6DpEgNhX6ZAJJikSfnZ2dtkmkgQgJsaIKANdddx3+8z//E5WVldn1pwEgkUhw9+7dePfdd+H1erF48WI0NTUhJycHhYWFyM3NhcfjgdvtlrZNYWHh0K/3keQ111wj/WAy4Tnmdrs5YcIEAsic408Ww4a0xtCLFy+WLg2DhfDjuHDhArxeL7Zt24ZgMDjoerMYPqQ15L7xxhszdsHuDLHQNA2hUAj79u3Dq6++ira2tqy0GUt4//33OWHChIzFAXaGvfD5fDxz5kxWTY0lnD9/PqNbKEQRIS8A8LOf/Sy7urqyxBkriMVi/Lu/+7uMbaEQuwXFfm6xRXTZsmX8v//7vyxxxgJI8vnnn89IQgyx5UKNMwdc2pLxZ3/2Z2xqasoSZyygrq6O06ZNI3Apo4oacQmKrdKfkmpLzIoVK65YSNcsMohIJMJHH31UbqkVKkaENwX6F2oElyGNpmm85ZZbePTo0TERmHHcgiSPHDlCv99vi0uLQRrDTtKoYb5KSkp4zz338MSJE4zFYlnijEaQtIX2cm4kH0hJJWnUpFdidPXUU0+xurqaoVAoK3lGE8TWUHUZQO3gTKknEVpW/R0Ar7rqKq5du5bbt2+nwHC3QRYDQFdXF7/+9a8TsO8LVsnTn5KKNIKQhYWFKYk4ceJErl27lm+//Tbj8ThjsRizM8ojGCR59OhRWpbVIyIWMkQatT6Px8O8vDyZeUW1e4CL8ePuuOMO/upXv2IikWA8Hs9KoJGIYDDIBx54QBqsYiQ1EGnjJI1IzpVqRKXGtRGfRcIun8/HKVOm8P777+dPf/pT1tbWyjQ7w99CWfQASTY1NckokWJNCt1EyMnJkVKht1BrmSpO0olrVlZW8hvf+Aa3bdvG8+fPMxwOMxaLZUl0JdHe3s5t27YRuLgcIMiRakTlDDidyZKKMM7Q8JZlcenSpXzwwQe5Z88enj9/XhrS2QnEYUZLSwvXr18vSZGbmyttkfz8fJtdMhSEwWVsIpfLJdMli+8Mw2B+fj6nTp3Kz372s/zWt77FrVu38ty5czLz3PC03DgGSZ46dYo333xzj2xmzqifzt8zVVJJGufv4h5UAqn5rWfPns3777+fzz77LA8cOMCzZ8/K1MRZdTYEIMlPPvmEwEVD2O/329LuiAieQPpx4fpTUkkal8tFj8djS2EjjlUXXdXc3VDIZFkWKysr+fWvf53btm1je3u7VGXZoX0GsuUCF9el9u3bh3Xr1uHYsWO2bRVutzutkFwDhdNHWt3ULn43TRPJZBKxWEx67afaZmyaptzPLLaxapqG3NxcTJkyBeXl5fjc5z6HqqoqVFVVoaCgAC6XC5ZlZR3jBwKSfOmll+RKuFpE2NHhGD0Bl9Lweb1eW7JUtQh1pYaPVxNNpErQJfx/LMvi9ddfz0cffZSvvfYajx8/zubmZnZ2dg5vtraxAJL88MMP5VBcqCPhOzMc6qk39wwxLSCSs6rnq/87JymdETTFC+C0kcrLy3nrrbdy48aNPHTokLSHsgutaYAkt2zZwtmzZ8sGFTPHTvtBTOTB0UF9EeBKllQkVYvP56NlWSwvL+ftt9/O733ve3zjjTd47ty5rFF9OZDku+++ywULFkgyQGn4vLw8W0JOn89nUw2jmTTAxSUQdb4qNzeXq1at4pNPPsm3336bR44cYSAQyJLIiXA4zHA4zNWrV0ux7/V6betVOTk5PdwhxgJpxHGqg5oouq6zoKCAS5cu5VNPPcWDBw8yFAoxkUjwcoGExg2CwSAjkQg3btxoSwZWWlqaMseCsBdGM2n8fn+PpRPDMGhZlrTtRD0i1eD06dO5bt06bty4kQ0NDezs7MxKoWg0yv3793Pu3Lm2xszNzaVlWbYkY6OdNOI4kRjWOWJUk8U6ny83N5cLFizgo48+yu3bt/PUqVPs6uoa+uSkIxWtra28cOECv/Od7/QYluu6PuBk8MNd+iJNTk5OD6KkyomlaRo9Hg+9Xq/M9OZcoyssLOTDDz/M48ePU0Xme2cEQwxBT5w4wS9/+cuygdT83qOdNOIYt9ttWzgVbhy9PZMgjSCd6nICgLNmzeLf/u3f8tChQ2xtbR1/5InH4+zs7OSvfvUrLlmyhKZpShtntJPGec9i3U39Xtgy6qiytwlIMUGJ7pdq9uzZ/Pa3v82PP/6YsVhs/C2yCr+cl19+WW77VbfDpGpU1fZRRb06UlHzWMPR2eiDFFe69EVI8fxFRUV86KGHWFNTw2g0ymAwOL7IE4/Hefz4cW7fvp033XSTbVhumqaczVVHJaZpyjfwcoRQ84ePhpKuFBOqvLS0lA8//DAPHjwoF1Yz2TcjHiQZj8e5c+dOPvDAA5w+fXqPRhUSRSWQy+Wi3++naZr0er0pRy3CpnDWN9JKOqRRXwLxTBUVFXzkkUdYX18/Ph3LAoEAg8Ega2pq+N3vfpdVVVXSFxgOAglHq1T+OkKFjQa1pN7z5Yr6nGLJQj3/hhtu4JYtW8bnSEsgHA4zHo9z//79fOKJJ7ho0SK5IOokkmEYNtfTVN57I72kI2mc9p7H42Fubq6NVGvXruWpU6fGL3EEkskkz5w5w82bN/O+++7jkiVLWF5eLhuzN689UTKxI3SoSzqjM3XXR3FxsfxfOLyJl2ratGn85S9/yWQyOf5GWU4kEgkK+2f//v38f//v//G6664jAKmqxAq6c1UdQ9jhmSh9EUa1y4QEFfM76nfir2EYfOihh9jY2JiVOipIMplMsq2tjb/97W/5yCOPcObMmbJxneQZySUd9aQuRahO++J7McMsjjEMg3fddRd37NiRESN5zLkpdnZ20u12o62tDQcOHMB7772H/fv349ixY2hsbEQ0GkUkEpEh+zVHNhLgUooikTNJuI+KxBVat4upOE9kqonH47aURM7ztQxmsukLzmfJz89HQUEBfvKTn2DJkiXIzc0dc32fEUQiETmKOHHiBLdu3cr77ruPN910E/Pz8wlctHP8fn9KSaROIIrlDjUBupgDUtWeZVm91jUc6lEYyc5Ro1jrqqio4LvvvsuOjo6sqkoHYoclSXZ2dvKDDz7gk08+ydtuu43l5eXSUBZuoV6vt1e1JkjgVAOpjnOqi6EszvtNdf/5+fncuXPngGeRx72IEtMZtbW1OHnyJA4fPowDBw5g9+7dOHXqFADIhFnRaNSWYVYkndC6c0iKhCPOLLTd1xn2Z9O6UxECkMkzxP1Mnz4dGzZswMqVK+Hz+frFgz4Taox1aJp9D0w4HGYymURjYyM++ugjbN++Hbt27cKxY8dsybYAyG0uokM8Hg8SiYTMYe7MWqMmHB0qqEnehX2lfna5XDBNE6dOncLf/M3fwOfz9ZmHO4t+QPVhaWhoYHV1NTdu3MgvfOELLC4upmmazM3NTXvycDhUlOqc71RNYmuPuJecnBzm5ubynXfe6ddwPMuufiISiTAUCqGlpQXHjx/H+++/j127duHEiRMIhUKIRCJoa2uT+bLFBrwrkeRVHUEJVRWLxWAYhk1iXn311fjpT3+KT3/600OfoSWLS9Lo5MmT/OUvf8m7776bCxYskG+0c8svhljSOA1z4SWgfgdcmgQVv91zzz3ZPVpXAiRlCNuWlha+8sorvPvuuzlx4kRbh4oRldqZaoAmMWROtZqdCSe1VCv+paWl/N73vpedNb7SIMlIJMKjR4/yF7/4BR9//HHedNNNnDRpkvQPUnd8porxoxKnsLBw0KRxOrYVFhbKa0ydOpV79uzJEmekQKix9vZ27tq1i4888ghnzJjRQ62IqBXqUoGIbiGOG6ykEe6m6Caoeq01a9Zk1dRIRCAQYDgcZiQS4d69e/nNb37T5nCmShqnj3AmSGMYhm2l3OVy0efzyZ0RW7duHX/uo6MJ8XickUiE//u//8vNmzdz2bJlsiMnTZokOzZT25bVc4SqEmoS3VLo05/+dFZFjRYkk0lGo1H++Mc/5uLFi22EESOhTJLG4/FIe0YQSEi5TZs2ZYkzmiD8hf7jP/6DN9xwg+zITG1bFvaRuoNDbB1GN4GmTp2a3Vs+GiGG7k899ZSUCJmyaYBL+6oA+9YgsZL/+uuvZ6XNaEUikeCmTZtkchF1zsbtdttGP2KeZ6CEUlflb775ZnZ1dWVJM1pBkmfOnOG9994rpYQ6yhJbeAZLGrVUVFRwy5YtjEajWeKMVpBkNBrlM888Y/PRycvLkwQaLGmcs9T3339/VkWNBcRiMT755JNSTYmRFTJIGmF0L1q0KLuTYayAJP/hH/7BFlkik+pJDPMLCgp44MABG2nGvRPWaIWmaVoikWBdXR1efPFFhEIhGQN5kPWCJKLRKDRNQ1tbG15//XUEAgH6/f6s28RoB3kxr+jMmTPp8Xhsq+SDUU+qMz0ALl++fGjmbNgLMn6hLGyIRCL8+c9/3mPL7mDUk3MnanFxMcPhsOzLPtWT6Hh2h3wPh8Oor69HQ0MDwuEwQqEQGhoa8PTTT6OjowOBQACnT5/GhAkTsGbNGpBk1hts6GBZlkaSO3fuxAsvvGDblyV8knNyctDV1ZX2vivVqw8AIpEIGhoa5GcDgAhrBgCora1FR0cH2tvb0dnZieeeew719fVoa2tDPB5HLBbDmTNncPLkSTQ2NiIYDEKcaxgGTNNEMBhEfn4+ampqsHz58ow0ThaXx91334033ngDjY2NcLlciEaj8jfxf7qkUR3RSSISieDs2bP2g7q6uvjggw9y1qxZPTZYCZdA4UmmbgNNlcHEuSA2biNTDjNI8otf/KItx4OzP9LZmqxGFzMMQy4v/OxnP5Pmhktc9PDhwzh27BhM07RlNkkmk7LEYjG5pVXs9XG5XPJ/Xdfh9XoBXMxoYlmWTaxlMbRYvXq17CsAPaRKOs7tou/VrTAAcPTo0UvbkAGgpaVFptdRK04lynw+H6LRKGKxmFRL4thoNCpFYSwWg8vlwoULF9J43CwGC03TtNOnT1PXdVuKItGHbrfb1l+9QRwvzk8kEjBNE5988gk6OjoAdEuaKVOmYM6cOTBNE7quyx2Cuq5LCSK2QwQCAZsN4/F4YFmW/F3XdViWBcMwEA6H0dzcjOzaxfCgpKQE8+fPB0nZHwLpjkUEaVThoWkampqa0NnZCaCbNK2trSguLkYikUA4HEYsFkMikZBFiDyS8Hq9sCxLbjsNh8Nye6qw1oXBDADbt2+Xv2cxtDBNE7fddpuUEoI4mqalJWVUxONxuaU3Go2is7NTahEXABQWFmLq1KlSh2maJosqcQDImUcANjYLUSguBAAFBQXYsmULurq6BtQIWfQPhmHghhtugGEYPUKipJI+qaBKJMuy5PmRSORSSJbuA7XJkydLo1ZcROg0IW0ExPfO75LJpGSorutoa2vD4cOHUVdXl4EmyaIvaJqmXX311SgqKgJwUVqYpil/T8cQVu3YWCwmlyVscXzEAdOmTUNeXp4cESk30q8bN00TkUgEiUQCmqbB7/fj7NmzWbtmmFBcXIzc3FzZ2U7bpC+o2iIej0vto24tluyYPK05WAAAAA5fSURBVHkyDMOQakkdTg90QpckAoEA9uzZM+A6sugfvF6vbdpElRzpruo4o2h5PB5Eo1H5vSRNcXEx/H6/zegdCMTqqIjpAgB79uzJztcME8RUiBoerr9QZ4SBSwMct9t98XtxoMvlwqc+9SlJGGGjqGP9dCB0XzgclgZ0bW0t3nvvPXR2dmZV1BBDTJEIsvRXPQGXSCPqiUQiNpcLmzk9b968HhX3lzSqhBEXPXfuHHbs2IGcnJy068liYDAMQw5EADtp0vG1ca4GaN2BJktLS+VvkjSxWAwLFiyA2+0elCOPmA/QdR3RaFSy9p133pGTQ1kMHcQknBpRVCCdl194MwAXJY4Yqs+ZM0e+9JI0pmlqV199NdxuNwzDSGtMnwrxeBxut1sO9cQI6siRI9i+fTuy/qZDh0QiwVOnTqGhoUFKGGGHdP+eVj3qvJymafB6vZg5cyby8vIAONRTVVUVbrnlFkQiETmx43a7ZQU+ny+ti8ZiMYRCISkmA4EACgsL8f3vfz+t87MYGDRNw7Zt2y6NcrpdJNS5lr7gDDApZpPLy8vhdrs1wEEat9uNz3zmM9B1HaFQCB6Pxzb9HAwG07pxdRZZ3GhraytOnDiBHTt2SMeuLDKLeDyO6upquWyjBsEG0lNPYn5NQIR/mzVrVu8nffDBB9K3QsTbH2iiLU3Tepz3R3/0R1k30CFCe3s7J0+eLPsMDvfNdF1AncG0AbCpqan3Pmtvb5dRH8WF1f016VzU6fgjchOIRBevvPJKljgZBknu37/f5hAn/u9v/zljA5aXl9uc6XpYu3l5eVixYgVCoZCMUNlfCBcLADKOrbrk/t3vfrffdWbRN7Zs2SL/V+dahImRTl+KINqqMXzzzTdf/iSSfPPNN3swrz/e7WpydtUlVJVcP/7xj7PSJkMgyYMHD3LOnDk9cjOo0iUdSaOGIRFRJV5++eW+Q6rFYjEuXLjwsiIr3SJ2/UERk3l5eSwpKeHevXuz8d0ygEgkwgcffFASQ40iqvr8oh+qSfgZV1ZW8vz58333EUk+9thjPdiZTuJQZ8JyJ9PVfTl/8id/wmAwyEgkkiXOABGNRllXV8eysrJebUsRc8b5e6qiShoAXLp0aXoaoaOjg/v27ZMx39TN5ZkMqgOAf/EXf5HdWDcIRCIRfutb37LtHOlP3zj7U2QeRnd/98uMaG5u5r333kufzycvkInwXU7x53a7+dhjj2VJMwAkk0nu37+/x1bawZAGipSZNWsWq6ur0+8Xkjx06JCsRB3rD1bSCCYLCebxePj2229nidMPkOS5c+f4uc99zqaCBksaNc7NN77xjf73STAY5Fe/+lVpy2RCPalBB9W/paWlUhRmyXN5JBIJtrS08Etf+hKBi5OwQrUMljRqLoUBDVRIsq6ujoZhMD8/33ZDg5E0oggVJW7S7/fz8ccfZygUyhLnMkgkEnz00UdlO4rUysiQevJ4PJw5c+bA+yAUCnHNmjW2odtgSCPOMU1T2kslJSUyirau61y7di0DgUBGMruONcTjcT777LP0eDwycKNQ95lQT+L7n//85wOPtReJRLhv3z4WFBTIOYDBkMblcsmH1TTNFpnSNE1p5yxcuJCHDx/OhlvvBkl2dHTw6aeftqXfQXfbCRNisKRxu92sqqoafHDGcDjMn/3sZxkbcqsJHfLz86XEUdWUaJR/+qd/Ymdn57iWOiR54MAB/umf/qlsQzGSRXcbAvbYNIORNBs2bMhM4IampiZWVVXZEjHoui5ZX1hYmBH1hW6dqg7/1q5dy/fff39cGsnBYJCvvPKKHCX1lxSpipoczBmA+vbbb2dra2tm2pgkt2zZQgDMzc2VBPH7/XLuJROx+1Wjrri4WEqkKVOm8C//8i/Z3t4+Lsgj1NGGDRtYXFxMACwoKMgIadTJO2cGvP3792e2bUly3bp1NpEIRZ+KJYTBShpnVjWha91uNydNmsTvfOc7/OSTT8YkcUjy9OnTfOaZZ3jjjTfKOHpqaPrBtq34XxBGmAd//ud/nvk2jUQirKur46JFi3rcgGBvJkZX6nmapjEvL08+mFCDM2bM4L/+67+yvb2d8XicgUBgVBOIJJuamvjSSy9x1apVtuEvlDYeLGnU9UPxv8/n47x589jQ0GCLrZcxJBIJ/u53v5OdKNRJpvIRqUN7n89ne0g1XZ+YJCwqKuK6deu4Y8cOhsNhBoPBURMsWajZ8+fP85//+Z95/fXXy/D1qqS1LGvAo6NURc1UZ1kWi4uL+dJLLw2t5CbJH/7whwR6DvsypZ5UsSxS5rndbls2EnVFXdd1lpSU8LHHHuNvf/tbafsMyZszCJBkIBBgbW0tN23axDvvvJPl5eX0er02qQJHB4u2yLQhDIB///d/3y/CDHiDNUl+5StfwS9+8QsZRcuyLFuAwO7j+lWv3+9HIBCQn9UITlr37k0ReCkajcr6TdOEYRiIRCIoLi7G/PnzsWzZMixbtgyzZ89GXl4eSMLj8cA0zWHbWJ5MJplMJhEMBhEIBLBr1y7s27cPe/bswbFjx3Du3DlbGwln/mQyKffWC89HsT1WHD8QweDMyX3rrbfi5ZdfRmFhYdo5uQfceJ2dnfR4PLjmmmtw7Ngxud/JGU50IA/mcrngdrslKcROzXg8DsuybEGShFupc0+Prutya7FhGFi8eDFuvPFGXH311Vi4cCHmz58Py7KkS6umaUgmk9B1vd9t4nxLSaKzsxNnz57FkSNH8MEHH+Cdd97Bxx9/nHJHh9jqoz6XeEGczyIiborrDARqP9XU1KCysrJfSdwH9cZ1r7Ri+fLlOHbsGCzLkrH3hDQQN+dyuRCPx22NMRQqtK9nFxv5cnNzUVJSgvLycpSXl6OsrAw5OTmoqKhAWVkZioqKekSQEgQU+4na2trQ2NiIhoYGXLhwAS0tLTh69CiCwSDa2trQ1taGUChk6/x0N6wNBh6PRwYh8vl8kqhCcsViMZSVleFf/uVf8Md//Mf9IkxG0NDQwLa2NrndBd1GcSr9LFZiM7HY2Vtx2lTp2Fhip4TqbCYSSqihcMWuCtM0pXFqGIb8C0DaJsImE9dVfV6GsqTy0BPzaiJjHAC++OKLV3bKoquri/X19bzqqqukQSxu2O/32yaQrjRpxD30FgpeEEL1iRZrYpfzt031TMNJllRFzG2Jz8Ko/v3vfz8y8lO2tLSwpqaG8+bN6+FL7PF4WFBQIG/8SpNGjEQEGUzTtEkLZ1F3Y4hzRREjG/FcTj/ooXjGdIrTV7uiooIul4svvPDCyJoUFbOZs2bNIgBOmzZNvrFiueFKkybdOgQZBEl6243hrLc3sgjCDsUzO4tQR6IItbtly5aRRRgBkmxtbeUDDzwgb1rYO5maZ7hc6Ys0Tqkj5oG8Xi/9fv9lVYqmaXJLTm/qyPl5uCWOqkJN05Smwf/8z/+MTMIIkGRXVxeffvrpHo5CI4U0vZ0vpEqqYy4nKUQnOVVgfzcaDraoi8c+n49z5szh8ePH2dHRMXIJo4Ikf/e73/GWW24hADn6GAnqydm5qVSQkEQqWdQ6xHnOc66kelLv5/bbb2dtbe2ImxXvEyT5ySef8Ktf/SoB2HIuOi17ALZlAvHmAj0djIaSeFeyqM/kHP04s95ommZrT6GKCgsL+cMf/pAkR806XA+IFdz/+q//YlVVlXSr0LRLLg+madredjESQR+SxPn7WChOcoiRnurZWFhYaFt0FMbvypUr+fHHH49s+6U/IMna2lo+8cQTnDFjRsq3S3x2ThA6jeixTBpRhFussIucqk/1uqusrOQzzzzDCxcujB3CqCDJPXv2cPXq1dLFQjSKc0ZTEEhVW2OZNJebeARgm1cCLkqZ++67j3v37h37TvjCnfGNN97gmjVrmJuba3OzUJ3PgYv6XfgOj2XSAHZ/IeDilEVBQYGtfTweD++44w6+9957jEQiI2OGd7gghuebNm3iqlWrOHHiRJuuVtMfYhxIGrWodgxwSQqtXr2ab7zxBtvb28e+dLkchBfbgQMH+Nd//dcyYgW6iaJOvo1l0qgBF8RCqa7rrKio4C233MLt27ezo6NjbNotAwVJRqNRtrS0cOfOnVy3bp009jKx22E0FMuy5MjxU5/6FB9//HFWV1czkUiMCLKM6NQo5MXUz8ePH8f27duxe/du7Nu3D+fOnbN59wEXfVVELgfDMGyJsUSSEOHM1F23zZ9H6w5lqzqRaX1E+1ZD3oq/zvNF3DrhRKV6Iqq+OeJzPB7HrFmzsGLFCqxYsQKLFi3ChAkThCPaiOivEXET6SCRSDAcDuPQoUPYt28f3n33XRw4cACnT59GKBRKeY7W7fAl2lp0vKZkzhOdqZ6jwkks8VlNqKaeb5pmymQk4nrCCUt1lAKAOXPm4JprrsGXvvQlzJgxA5WVlbAsa8QQRcWIu6F0IER0OBxGfX09amtrsW/fPhw8eBBvvfUW2tvbe2RREzmLnN87O99JMCdUiabWIdIDCAmoklIQV+sOGR+LxVBcXIylS5di1apV+MxnPoPJkyfD4/EgHA7D7/eP6H4Z0TfXH0QiETY1NSEQCODMmTNobm7GuXPnUF1djfPnz6OjowNnz55FV1cXQqEQAoFAyvR8QrX1lfNKuLNSSdkoztd1HW63Gz6fD0VFRaioqMC0adNQWlqKG2+8EYWFhaioqMDEiRPh8XhgGMao6odRdbP9RbdRjVgshmg0KqVSa2sr6uvrceHCBbS2tqKrqwvBYBDRaBSHDx+2JbAXEJLCNE2Ew2GEw2GQRF5eHiZNmoQpU6agqKgIXV1dmDRpEubOnYs5c+Zg+vTpKCsrg9/vB3AxiZplWaO63Uf1zQ8GR44cofDuV4MyC3WiFtXYFUnqRf4HVQWp9gtJzJ07d9y2bxZZ2PD/AWa3BnQ1f3wXAAAAAElFTkSuQmCC","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":251,"width":151,"height":178},"scaled_width":27,"scaled_height":31.83,"actual_filled_area":261.98,"bounding_box_area":859,"exact_perimeter":158.79,"approximate_perimeter":140.21,"convex_hull_perimeter":95.1,"perimeter_pixels":888.021428024811,"original_contour_points":382,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.18,"compactness":0.1306,"perimeter_to_area_ratio":0.6061},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJsAAAC2CAYAAADOU/9kAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1de5BU1Z3+7rMf0z0zPTAw6AwjIBAQKBRUND6hjBIlhjxqNVtZ3Fo3VtTNrtlXEsvSzSa+WDcmxiSrpansZnHZJKtlNCVo1DIIoskirkELBgYQB2ZgGGa6p3v6ce+3f8A5nNvT8+w7wzzuV3Wqn/fec8/57u91fuccIECAUYJ2piswHpBOp0kStm3DNE04jgOSMAwDmtZ/ExYKBQCQ/9M0DYZhTMp2n5Q33Rdc12WhUEAymURbWxs6Ojpw6NAhHD16FEePHkVnZyfa2tpw8OBBtLW1IZ/Pw7Ksfs95zjnnoKqqClOmTEE8Hkc8HkddXR1mzZqFs846C3PnzkWhUABJRKPRCd0fE/rm+kM+n2dXVxey2SyOHDmCvXv3Yv/+/Th06BCam5vR1NSEw4cPI5VKIZ/PAwAMw4BlWcjn83BdV77vDySh67qUiI7jIBKJoK6uDrW1taitrcX06dNx7rnnYv78+Zg1axZmzJiBRCKBUCgEbSDROY4wYW6kP5AkADiOg2Qyib179+J3v/sd3n77bWzevBnJZBK5XA4AYFmWJFE+n0c4HEY2m5VqU9d1D8EG4oJpmnBdF47jeL43DAOGYSCXy8G2bYRCIaTTaTiOg7q6Olx22WVYvnw5Vq9ejfr6etTU1Ijrjds+G7cVHwx6enrY3t6Ot956C5s2bcKOHTtw+PBhdHR0oLu7GwAQCoWkxAFOkoCk/KzrOk5xVaL4c3/QdR2u68rPpmlC0zRJWE3TJGFJgiQ0TYNt27AsC6lUCo2NjVi2bBmuuOIKXHHFFVi0aBEsyxrXxJsQcByHbW1t3LRpE9evX8+LLrqItbW1BEBN02gYBgEQACsqKuR7tWiaRsuyGIlECICGYXiOU4uu6/0W8R/TNGmapvyur+tqmtbre9u25fXr6up4yy23cNOmTUylUnRdd/DMD1A+eAp79+7ld7/7Xc6dO7dXB/bVkeOlqCTVdZ3xeJzTp0/nt7/9bb7//vskyXw+HxBvpECShw4d4mOPPcYVK1YwHA73kggTgWxCIquEsyyL0WhU3tN1113HF198kR0dHeRQ9HyA/kGSLS0t3LBhAxcuXMja2lrZEcWdMlHIJtRy8T2opkAkEuGVV17Jn//85+zq6gpU7HCRTqdZKBTY3t7ORx55hLNnzyaAkraQruu0LIuWZU0Isomikk58F41GaZomNU2TNiYAXnPNNdy6dStJMpvNBqQbLEiyqamJd955J03TJADW1tZK8hiGQcuyZEeI/2CCSDa16LouHRb1/oXUq6yslOaEaZpcvXo1//jHPwaqdSDk83l+9NFHfOqpp3jhhReWbHjxGgqF5GdN0xgOhxmLxcY92YqltirddF1ndXU1dV2nbdu0bVv+T/Weq6ur+cADDzCTyQSqtRgkuW/fPm7evJlLlixhNBr1dEAkEmE8Hqeu64zFYrQsqyQJMQEkm2qrqfUXpFMJJiS6bduMx+PyvTjusssu4+uvv07HcQLCkWQymeSLL77INWvW9GpYy7IYDodLksayLNq23UvajXeyFbeBei9CekWjUXnfoVBIElBVs6FQiAA4bdo0Pvroo0ylUsxkMpOTdCTZ0dHBe+65h7NmzTojkqnUNYodD9M0SwZ4iz3GYkNePYdwXEbr/sS5hZQzDIM333wz9+zZM/lsOZJ89913edVVV7Gqqko+raPhTUYiEY9ExKnOMU1TSoNSRRBPeL2WZZUcIYhEIh57Uj2/8CJH8v5CoZDHYRImh2maXLZsGV966aXJQTgR+b///vs9tpfwpoo7YjTVoJBOAEpKKcMwPPZS8XGGYXg6WRxTfJ7RuD+1HtFoVD5EIlzygx/8gCQnrvMghpduv/12VldXEwBjsZhsCNM0GY/HR7wzBCmEzWfbdsm4nVCfxfVQJVqpOorfBAHF96KjR4Ns4XC4l6cq7DjxgN9+++0kOfHsuM7OTra0tPCSSy4hcFLViKcvHA6zoqJCfj5Tkk3E7kr91pfdJkqpegpbSbXVRivorF63mPSRSERqkttuu40k2dPTMzEIR5LPPvssI5GIDGkIaRaLxTydNRpjmwNJNdu2ZYeo3p3oMJU8ws4TkkT8T5y31PVH82EyTZO2bXvsTACsqqqSbb9u3TqSZDqd9p1wo5oPRZLf+c53cM8998CyLBiGgWg0iuPHj6OiogKZTEbmfk2dOhXHjh3rlZzoty2raVqvcxqGAdM0YRgG4vE4pk2bhrq6OlRVVSGRSGDatGmoqalBKBSSGbiFQgGO48B1XeRyOWQyGWSzWRw8eBC5XA5tbW346KOP0NHRAcdxkM/nkcvlRvz+RD6dyNNTc+t0XUcikUB7ezuAk7l9ruti7dq12LhxI3p6ehCJRHzjyKiRzXEcPvroo/i7v/s7hMNh5HI5T8Ki4zgwTROFQkESwLIsOWFEwO/OENcGgEgkgsbGRixevBiLFi1CfX09Fi5ciPr6etTV1cE0TeTzeTFpBbqul2w/4d3l83kUCgVEIhH09PRg//792L17Nz744AO88847+L//+z/s2bNn1O7PMAwAkPMmenp6AJwkmWhnQcwvfvGL2LBhg/g8fpI0SfJ73/ueVE9VVVXDUhmlvFOR9aBpmidUoY4Pqser56uoqOCll17K++67jzt37mShUKCKkWoP13XpOA4dx6Hrunz55Ze5bt06NjQ0SHuwOFSiquLiZE7hwKgqfahti1PmjKpa161bx+7u7vETGiHJf/qnf2J9fX2fdstgS1+hENERwsOLRqOyw4S3KQz0xsZG/umf/imffvppbt++na2trcxkMme0QfP5PLPZLNva2vjSSy/xq1/9Ks8999xeYZLi7F9hR6rkFI7HUNpadYRisZh8UCORCO+4447xQTbXdfnII4/I0IYqeUrFqAYqpcgmDHO1Y4q9PsMwuGDBAt599938wx/+wEwmM2bHB4VU3blzJ++9917OmTPHk7MWDoclkdSwClCalIMp6tizaZqe60WjUf7whz8c24QjyR/84AeeJ0yQoNj9Hmzpi2xqFoQ6bmhZFhctWsQNGzZI1djR0TF2G01BPp9noVDg7t27+fjjj3PFihUlRyeESh0KuYpL8fAZThE2kUhQ0zRGo1G+9tprzOVyY6/tTnmdrKys7PU0qjc21AbqS42KDAf1/dKlS/nCCy8wk8kwlUqNvUYaAkhyz549vO222zht2jQZXgFO22sipKHaa4NpX/X/hmF4QjyqHXjNNdfw448/HlujDI7j8L//+785bdo0KYaLY1LDLX1JNuB0JL+2tpYPPPAAu7q6xuaTOEwIyfzKK69w7dq1Mi6GPogDYEjaQz222CwRalWMMozmffeJ7u5u7t69mzU1NXIAGsoNqKTrb5C7r1KKaMLesG2bX/3qV9nW1jZ2GmQEINK8n3jiCVZWVnomvQy3mKbpmSwk2lWkaKn//dnPfsbOzs4z2775fJ7Hjh3jqlWrpHcjng7VblMzIPoaDuqr9CXVFi9ezP/4j/+g67oTmmgqCoUCX375Zc6cOdNjRqjeNwbRpuqwoMgQUQWD2pdCzb7zzjtntp17enr4t3/7t9LLVD2l/oZiBjL4xbnEzYvzi0HsL33pS3z77bcnDclUOI7D1tZWnn/++R5yCFvZr7R4EefDKWGxcuVKHj169My0dy6X44YNG6T3ogYdyyVbOByWT5cqCW3b5iOPPMJTy1lNOqIJJJNJkuR1111HwzA8s/hRon0xRKKpbS6k4JQpU/jd736XhUJhdNvddV3u2bOn11wA8ST4IdmA04P0uq5z2rRpfPPNNydeOswwQZLNzc1cs2aN7ANhy5ZLNtXJUJ2S2bNnc8eOHaNLuGQyyRtvvNFjk6lJkOWSLRaLSW+opqaGVVVVcp2LUbvJcQCSPHHiBFeuXNkrb65cNSoeejVjBAD/+q//evS0SiaT4SOPPELDMDysF6nWoqLlkE21RWbPns3m5uZJrTb7A0m2tbXx6quv9izPUC7ZhH2MIvt5ypQp3Lp168iPxpDk1q1bPd6QMEwBMJFI+EI2MTfyggsu4MGDBwOiDQARAJ4/f75vkk2VlOqMLgD8/Oc/PyK5bx589NFH/PKXvywNUnFxlXBiilm5NtvZZ5/NnTt3BkQbJNLpNDdu3OhLJnDxCINQoZWVlVJ6PvnkkyPXN47jcNOmTVKsioCgIJplWb55o3V1dfzf//3fgGhDRE9PD//5n//ZVweheNkHcc6FCxeOTP+kUimeOHGC5513ni9iWj1OjMuJ0YVIJMJdu3axra0tINowkM1muXbtWtnWtm33WgBxIGEwmDJ16lRu3LjR/+gASf7jP/6jnHntV9BQdTCEc/HUU08F4Y0ykMvl+Oqrr3LGjBnShlYllViMp1znAQBXrVrlr+1WKBS4Y8cOzpgxo081OJwKq0NYQqqtW7duzOacjSeQ5Pr163u1uZo1Mpy+E8eI/jIMg6+99pp/WSEkuW7dOs8s63LJJsbigNNBw0suuYQtLS2BneYTUqkUzznnHNq2LR058TocshX3t8i4+Yu/+At/1oJzHIf79+9nbW2tFMV+LB+gGpvxeJyJRIIvvvhiQDQfQZK//OUvGQ6HPblwwhkbbN+VcubEb5ZlsaGhgUeOHCm/30jyzjvv7LWua7lkU3PqAfB73/teoD5HACSlsyDiooNJlEAfRFOPVf/3X//1X+UJCpJ877335Jpo4uKlKtFfhUsVNUyybNmy0R/cnSTI5/N8/fXXWV9f7+lDP+Kg6hpwq1evLi/frVAo8J577ulFDj+8UXFMJBLhz3/+82B59RFET08Pv/a1r8m2H07QvXh0R81VrKioYEVFBd94443hS7fDhw9z9uzZDIVC0vsY7Owo1YgEvGtNqOe47rrrxlZ++wQEeXJpMvRjBhUXNYgLoF9iiqUmbr311uGRzXEcPv74456VqAEMOhu0OAIt1sHQNE0O6sZiMW7cuDFwCkYBJLlkyRLP5O7+CorsayFwip0DNapw9tlns7W1deh9mc1mefXVV3uM+KFMgC0OIqqerPj+pptuCoK3owSSfPrpp/vMdysuYrGcUgsaillzaoxUCKU333xzaP1Jklu2bGFVVZVkNYBeU8YGKsIuUNWmug7stm3bAsdgFFEoFDhv3rxBSzYRvBWpY8V9Lz5XVFTIPn7mmWd69ac+UMWeeOIJdHZ2gqTcJrFQKMA0zSHdoGEYcF0Xuq7LhU1I4tJLL8WKFStgmub4WbxknMMwDNx0002D+m8oFAJJZLNZZDIZ5HI5mKYp+z8UCsG2bQBAd3c3SOKyyy5DOBweWqWamppYU1PjUaFCDQ52TqJgvSpq1SGOf//3fw8cg1FGR0cH//jHP3L69OmDkmymaTISiXjS/nVdZzQaZTgc5rx58/i5z32O3/nOd/g///M/bGtrYzKZHHyfkuS//du/9bK1hjr9TohVcZxK0k9+8pPDMyQDlI1MJsPbbrttUGQrDnHU1dVx9erVvOuuu/jqq69y7969zGazAzp4fepCx3GwdetWAJB7mAPwrB82mG2rxbpftm0jn8/L46PRKD73uc+hurp6wIYJ4D90XcenP/1pPPHEE/3+r6qqCrNnz8aKFStw+eWX44ILLkB9fT2i0SgAiB2mB2UC9Um2pqYmbNmyRa6MKF7VxfkGIhpwcnE50zSRTqehaZpc+bBQKGDlypUIhUKBrXYGEAqFtO7ubs6YMQNtbW0oFAqorq7GlClTUFtbi8WLF2Pp0qW4/PLLkUgkUFtbW/ae9SXJls/n+dOf/hT79u0b/t0ocF0XJD1bYH/yk5+U+54HODPQdR133XUX9u/fD8dxcP755+Pyyy9HY2MjbNuGruu+rjpZkmymaeL111+X+5WXA71oj3Tx+Qtf+AKmTZtW1rkDlIdIJKKRpNBQZ2Tf+VQqxYULFw4YUR5MKeW1hsNh7t69O3AMJjuy2Sy3bNnSK2W43BQi9dgFCxYEaUSTEL2CuoZh4JVXXpGrYpcL13U95zEMA1deeSV0fcB4coAJhl497rouNm3aJJdf9+UipxwDTdNQXV2NNWvWeOy4AJMUJ06c6JXBWY4ahTLobhgGZ82aFUzNm6ToJdnef/99OY7pB1QV6jgOli5ding87su5A4wveMhGkvv27ZM7gviRXqZpGgqFgrTRFi5cGNhrkxSeXs/lcvj9738PkjBN0xcHQZzDNE3ouo5LL73UN1swwPiCh2zt7e3Yvn27NOb9kGzqmGpDQwMWLlwYpBNNUnjItn//fuzatQsApCotF+pY6PLlyzFlyhRfzhtg/MFDtubmZiSTSfnZr5EL0zRBEpdffrlMtAsw+SDJRpIHDx4EcJocQ83G7QtCui1btgzhcDhQoZMUkmyO4+Dw4cPyPclee30OF2IPy4aGBl/OF2B8QoouwzCwY8cOAKV3FxYoVq3F/+vrd8uyMGPGjPJrHGDcQpKNpNxZV02YLNcjFSGP2bNn+6aWA4xPyN5Pp9Po6uoC4J9jAEBuwz1//nzft6QOML4gbbajR4+is7MTAHqlgpcLkpg3b14wcjDJISVbc3Mzuru7AfgzTCUQjUZRKBQwf/58XyVmgPEHHQB27drFDz74QE5C9jP9J5/PIxwOo76+fvRTjgOMKejASSN+z549kmR+k62mpiYIewQ4STbDMNDa2joyF9B1NDQ0YObMmSNy/gDjByZwMtujqakJ+XwehmHItKDBjI8OpBlJyjU+Akxu6EDveJrfKduxWCwgW4DTZBNDU0ISie/9QCKRCAK6AU6TLZvN9pJwfkgjkkgkEoFkC3CSbCRHJMYmUFFR4fs5A4w/6MBJG00s5KbCL+Lpuu5bMmaA8QsP2Yrhl6PgOI5v6UoBxi8k2cToAeDvQDxwkmzBpOQAcgRBjYX5STbh6UYiEd/OGWB8InARA4waArIFGDUEZAswagjIFmDUEJAtwKghIFuAUUNAtgCjBh04mc82d+5cuSSpWEbeD5BERUVFMLMqwEmyiY3LxHKkghh+BXfFdL4AkxsesolXP6FpGjKZjO/nDTD+IPPZxGIyAn6tz6brOlKpVNnnCTD+IQfiq6qqkM/nfU9y1DRNTn4OMLkhydbQ0CBXnPRLqgEnHYSurq4g6yPAydlVuq5jzpw58kvVSSgXJJFKpQKyBTgp2XRdl8tZjcQchGw2G5AtwEmynXvuuVokEoFhGJ6VvFW1KkoxhBTsSxoKsn344YcjeBsBxgOk6GpoaEA8HvdIM7+WkD9x4gTa2tp8OVeA8QvJrHnz5qGqqkouSeonTpw4gQMHDsB13WAYYRJDkq2urg6xWMyzFbcfk1QMw0Aul8P+/fuDUYRJDkm2SCSC6upqAP7OQbBtGyR92wI8wPiFJJumaTjrrLPke7+Cu2K+qLokV4DJCQ+jGhoaPHuD+gGhig8dOoR0Ou3LOQOMT3jINnXqVDmtzy/CiXBIMpn0zE0NMPmgqlFt/vz5sCwLruvCdd1hrTxUHHcT6jibzaK5udm/mgcYd/BItrlz52Lu3LkIh8MA/FnrQ9hshUIBhw4dQqFQCMIfkxQesp1zzjlYtGiRlGh+LQYjBvZ37NghN/YIMPngIVs0GsWCBQvkIjN+7oOgaRq2bdsWkG0Sw0M20zS1xYsXS/Xpx0iCupPyzp070d7eXvY5A4xP9PIA5s2bh1AohHw+j3w+X7Z0U9dma21txQcffACSDPZEGFsgyQcffBB1dXWoqqrCvHnzsGDBArGPxcj01fHjx9nY2EjTNAmAmqZ5CoAhleJjvvnNb5LBVKsxh3fffZfhcJiaprGhoYHXXnstb7/9dj733HP8/e9/z2PHjtFxHH/7LpPJ8OKLL2YkEqFhGGWTDYAkrmEYXLt2bUC2MYZTUk32UyQSka+GYTAcDrOxsZFf+MIX+PTTT3Pfvn3M5/Plk6+7u5sPP/ywvLCu62URTRAWAC3L4oIFC9jV1RWQbQzBcRx+5Stf6aWRDMOQHFD70TRNLliwgJ/5zGf40EMP8Xe/+x2TySRzuRx7enqG1rfbtm1jZWUlDcMom2yisuJ9ZWUlf/GLXwy9UgFGDB9//DGXLVtGAAyFQiX7DaeEhWVZ1DSNlmUxHo9T0zTG43FedNFF/Na3vsXNmzfzwIED7OrqYi6XG1jyZbNZzpw50xfJJop4SgDwlltuCVTpGMLLL78sSRYOh0uaQDgl7dTP4jtN0xgOhz1EXb58Ob/xjW/w5ZdfZnt7e999TZI33HCDr2QTFdN1nYsXL6bjOAHZxgDS6TS//e1v9+ojQZy++t0wDMZisV7EtG2bpmnSMAxalsVoNMqf/OQnBPpZWOZTn/oUbNsu+2bUWfZCmO3btw9NTU1lnztA+YhEInj99dflnmXFY9qiz0zT9PSl4zhypQN1v7NcLiczfRzHQTqdlpOp+sTWrVs5bdo03yRb8TmefPLJQJWOAbS3tzORSPSridTPwo4X39m2LTliWRYjkQhDoZD8j2ma3LNnT//9fPjwYa5du9YXsolKqw7Htddey48//jgg2xmE67p87LHHSvYXTplQtm17+l6QyrZtjx0u/q9+tiyLDQ0NTCaT/fczST711FO+kM2yLKnn1Qo+99xzDCbBnDm4rsulS5dKCSX6uNheEwSzLMsTAhHFNE0P0SzLko7El770pcFpsFOMJABpDJqm6Ym3YBBkU0cjBPESiQTXrFnDXC4XkO0MoaOjw6NtMExhIogmNJgohmHwmWeeYTab7d9BAE4a9+effz4AIJVKIRKJoFAogCRs2x707CtBbDX7t7OzE83NzUH27hlCoVDgT3/6U1/OJRI2xPahtm3DdV3MnTsXixYtQigU0oAByGbbNm6++Wb5WfVGhjuOLrwc13Wxb98+PPPMMwgCvKOPVCqFn/3sZ76cq5gLoo+vuuoqfOITnxj8iZqbm1ldXS3Hy9BP7KWvourzcDjssdsWLVoU2G2jDJL8z//8T4ZCIV/UqDCTxKtlWdR1nb/61a+GFnEgyT/5kz/xEEeQpdgb6auoRqVhGB67zzAMbt++nUG6+OihUCjwwgsvlO1fDtnU49TRh4ULF/LQoUND69N8Ps8XXnihF7nUgdr+imowlvoeAL/85S8HMbdRAkm+8MIL0rP0k2zCo9V1nV//+teH16ft7e1cunSph1yDlWqqJ6oSTiVbdXU1X3311YBwo4BcLseVK1eyoqKiV+wTw1SjgDe8lUgkuGXLluH1Zzab5Te/+U1JnqFUTCWl0OWlItGf/exng0yQEQZJ/uY3vyFwOpbmB9k0TZM2vWmabGxsHL5ZRJLvvvuuFJXiIoJ45SRXCj2vaRp/8YtfMJ/PB4QbIRQKBV5//fUeg36oQftS/S2IJgh83333laelMpkMP/OZz8iKqlHmcjN5hYS75JJLmE6nA7KNAJLJJJ977jmpaUT/lUs2Nbs3FAqxvr6eLS0t5QXrSfKNN96QJ1aHMsohmxjaEDr/wQcfDEYVRgDZbJZz586VZKuqqvKFbMWa7s477/TH9ibJiy66SBIjFAr5ItmgEK+6uppvvfVW4Cz4CJJ89NFHJbnUPLRyyaamjtu2zd/+9rfs6Ogov+/y+Tyff/55qaNFinC5ZCtOwrvpppvoOA6PHTsWEK5MkOTx48cZjUZlO6v9VS7ZxDmqqqp4xRVXsKWlxb8+c11XZvGWuvhgKqwW0zQZiUSktKysrKRt27zrrrsC6VYmSPLIkSP8sz/7M9ne6swp+CDZgNNhj1//+tf+jgaR5EsvvcTKykpfyKbafsBp7zQajfLDDz9kKpUKCDdMJJNJfv3rX/doD9u2WVFRIUniF9lmz549MsLBdV0uX75cTmoth2xqYLF4GCsej/Po0aNB/G0YOHr0KN97771eE1mEY2Capi+hD3Hep556amTmlZDk22+/LZ8UUXnx2TRNT/xsKKX45pYvX86jR48GKnUIIMm9e/cykUj4YlPH43H5Xmg01c6+4YYbRrZ/WlpaeOONN3pGAdRKlTJGh0O2UCjEa665hvv27QtmZA0CHR0ddByHX/ziF30xc0RRpZiQjpWVlayuruZvfvObkSWbsN1isZicog+gV0bIUMlWqnE0TeP111/PEydOBBKuHziOw0KhwCuvvJJTpkzxlWwic6d4fPvP//zPR6dPUqkUb7nlFo86FcZnX0HfgW6+1O/Tp08nAF599dVMJpMyzTjAaeTzeYrhKJxqSz9sajU8AoBTp06VZlNtbS3ff//90SEbSe7atYuNjY0ETnqQxQZpuWQTJBa2wnnnncdMJhNIOAXZbJapVIqf//znZduLcES5ZFM1lRrMN02TDzzwwOj2g+u6fO655xiNRj2VUydBDIdsIgVJDYlEo1FqmsYVK1awpaUlGLTHyQe+paWFN998M4GTYYhwONxn+2MYkk28qhOchFlzRm74b/7mb6R4HYpzUOrmVLIB3kwTYZzGYjH+9re/HXhO4gRGR0cH9+/fz1WrVtEwDFZXV8s2LDW6M1ybrThpdsaMGXzttdfOjHbp7u7me++9x5kzZ3okUqn13QZDNjW7VxBXTTkW54/H43zggQd44MCBSadWW1tb+cYbb/C8886ThCieC6DG0MqVbOq80n/91389s+1Nkt///vdlhXRd90ySEd+J18HOOS0upRpv9erVMtN3opPOdV12dXXx0UcfZW1tbdlkEnaYZVnSuVN/U7+LRqNcsmQJ29raznwb53I53n333Z6bEHlOIucdfYjnwZa+GrempoZ///d/z+7u7glLOJL88MMPpX0GH2yy4oX+RPaGOrFJBOp1XR87GTmu6zKXy/GGG26gpmkll11SCVY8CWYwpbhxhXqtqKhgLBbjjBkz+PDDDzOdTk+YYS7Hcdja2sr169ezpqZGtkVFRYUvNpmqgSKRSC+tU1tbSwD88Y9/PDaIJpDJZLhnzx6eddZZJQmmJkoOp2rAmLcAAAiZSURBVJQKjaikraiooGVZvP7667lz506SHLcjD5lMho7j8J133uHNN98s7dlEIuHbAtviHDiljdQMXsuypM183333jc2k1mw2y1//+tecPn26TCFSPcpySnHjivhbsX0hDOZrr72WL730krTnOjs7x16DFcF1XR49epR/+MMf+OlPf1q2XfFDK4z2cshWnGkr3ouRIQC87rrrSHLszu0lyQ0bNnikmHpj5TyFfTWukHCGYcgsYvHbOeecw29961t8//33mclkxuQoRKFQYEtLC5999lkZoDUMw/MQiVEB8ZsfNps4ryCX6vlfeeWVPHDgwNiUaipI8tZbb2VdXZ0km7pIHHwgm67rjMfjshPUREwxZqs23pw5c/iXf/mXfPbZZ3n48GGm0+kzuvwDSaZSKe7YsYPr16/nhRdeKEmjrlFrGIZnupx474caBU4nUajLXV1wwQV86623xq5EUyFU16233tprbuJw1Wp/jSvy4YS9oX6v2jjiNRqNcuXKlfzJT37CtrY2qSpGinyu63rU+Z49e/jwww/zqquukvUVdS+ebyuCtGo7+hFHE4QujtFVVFRw48aNvs52G/EtfQqFArPZLO6++248/vjj0DQNjuPAcRxYliW3LBI7OPu9tbc2wGpLPLV+bCQSwYwZM7Bw4UIsW7YMS5Yswdlnn41PfOITiEQiME1TLvmlDXBSIQk0TZOrNTU3N+PIkSPYvXs3tm/fjvfeew/t7e29ttkcCWdP0zTYto18Pg/XdT1r4Oq6Lusprl1bW4t7770Xd9xxx4D3OqR6+HWi/kCS2WwWf/VXf4Unn3wSlmWBJAqFAuLxOHK5HLLZLAAgFArJ97qul02+wZCtGKFQCLFYDOFwGEuWLEF1dTWmTp2KRCKB6dOno66uDrFYDJqmIZfLwbZthEIhkERXVxcOHz6MlpYWdHR04NChQzhw4AD279+Prq4u5PN5z3WK16fzm2ymafZaR8+yLBiGgUKhIDcyBoCamhpks1ncf//9+NrXvuYr0UYV+Xye6XSa//AP/yDFtZpsGYlEPAa+GNgvtww0XCbCJyL4XBwTFPHCcDjsWXK9eKC7+JoiKKrel/rbYIfvyi3qtUX91d+F2ozFYjRNk4899tjYiqUNF4VCgeq6+2IKGHxuYLUMRLT+jusrHqgeK0g6kMOjOjRqxH6kySaKsAXVexIOVDQaZX19PZ9//vmJQTQVruvymWeeYUNDAwF4Vp4utQp1OWUgsokcvL6uKchRPPJRPPohJKTwftXNJ2zb9nSySAPye5J3X0Wtu6iLOvqyYsUKvvXWW8xkMhOLaAIk+corr3DOnDmyIYTq1HVdpjWXW4Yq2Qa7jJRK1uJRjFL/LbXKdqn6+XHPpa4tPqvhFMuyeNlll/HIkSNjP45WLkiytbWVn/3sZwl4Y2/DjcMVl8GSTai44iKkU3EypzgGRZ1avEx7XxIzFArJjcZGS7Kpg+szZ87kV77yFabTaXZ3d09sogmQZDKZ5B133EHgdEYugF4pSsMpgyFbKZIAGHAMV9O0kseJ39TOFY5GcXxxNMhWXL9YLMZvfOMbkyIlqxey2SzJk8tvzpo1i8DpiTNq56hDKuoSncULC4rf/ZKOZ7KoOYDq96pHLMZJxW/FXqd4KABw2bJlfOONN0iy/93yJjpyuRw//vhj3nnnnTRNUxKusrJSGrOmabKysrKkNDFNk9FotKyskrFWSmXMqGRSU45M0/TYZGr4qLKykv/yL/9CksEaeALJZJIkuXXrVjltTHhPKGr8RCLh2V68mIBqw4/XMpj0LF3XWVFR4dkeXWSETJ06lVddddXYSXoci+js7GQqleJDDz0kN9qtqqqS45zFKcylip8hlDNZipfzFyUcDsskB1HUsMb06dN5//33l7+X+2RBPp9nMpnkvffeK+0SIcGqqqoYiUQ8U9cADBiKGG9FjdOJtG3btj1qUt128dxzz+WPfvSjyekAlItMJsNcLseWlhY+9NBDnDdv3oAd5Mdy62OlFMfGVGdASG/Lsrhs2TKuX7+ezc3NAcn8gOM4bG5u5oMPPsi5c+d6ctXUWdvA8OY4jLUiRibEZ/W9mCe6dOlSrl+/ngcPHgxINhLI5/PM5/PcsmULb7/9dulMqPGqiUA2wLsEgni4Kisr+alPfYpbt27lkSNHxgXJxmcKiQKSzOVyOHToELZv347NmzfjzTffxIEDB2T6j0jjEVsVOo4DwJvO1B9Evh0Amfel6zp0XR/0NpiGYXjy9TRNg2macBynZBqVyO7RdV3WNxKJYP78+Vi1ahXWrFmDCy+8EJFIBLquj4t+HBeVHCzE093U1ITNmzdj27ZteP7559HT0yMTBdX8rVKJg4JEorNFR5MsmWum7rWpovh49f8q6YrzzdTERoE5c+bg2muvxfXXX4+LL74YU6ZMEdcYV/03rio7FBQKBRYKBYRCIbS2tuLtt9/Gtm3bsH37duzatQttbW1wXVdKLBX9JWxqmgbDMGAYBnRdRy6Xk0QUhNNOZvNK6eW6rkeCid/EtSKRCMLhMLq6uuA4DhobG3HjjTdi1apVuPjiixEOh2W2sGEY47bPxm3Fhwoh9To7O3HgwAEcPHgQHR0dePfdd9HR0YGWlha0tLSgvb0d6XRa7hidyWQ8KlSVioZhwHGcklJPEKoUcUOhEGpra1FTU4Pa2lpUVlaisbERixcvxpIlS9DY2IhoNAoAiMViE6aPJsyNDAeqUd3T04Pjx4/jo48+wu7du9HU1ITW1lYcP34crusik8ng2LFjOHz4MDo6OpDNZqFpGuLxuFSLqmQTqvi8885DPB5HdXU1qqqqkEgkcPbZZ2P27Nmoq6vDvHnzEA6HpaQbb6pxKJiwN1YOmpqaPCS0bVsa89lsFiTlvIN0Og0AJdUoAI+aFdLQNE0sWLAgaPsAAUYK/w+tyPdfoEFJvAAAAABJRU5ErkJggg==","detection_approach":"prominent_color_detection"},{"index":7,"positio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"},{"id":"5078d041-5545-4b43-858e-7181713d2abc","height":30.76,"width":28.61,"perimeter":118.28,"area":347.74,"image":"data:image/png;base64,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"},{"id":"1ff81904-028d-4cd0-a13e-3e83f193af46","height":30.76,"width":28.61,"perimeter":118.18,"area":347.85,"image":"data:image/png;base64,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"},{"id":"4afb7d8d-f774-49d2-b62d-25a5aa09dcc3","height":31.83,"width":27.18,"perimeter":159.51,"area":261.82,"image":"data:image/png;base64,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"},{"id":"cb62da72-2575-40c6-bc1e-7ceecb91add8","height":31.83,"width":24.5,"perimeter":180.24,"area":301.73,"image":"data:image/png;base64,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"},{"id":"729d4215-4114-4b07-890e-81401f7faab1","height":31.83,"width":27,"perimeter":158.79,"area":261.98,"image":"data:image/png;base64,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"},{"id":"7489fe9a-50a3-4dc8-b4d0-25e9ec6aef63",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sTwzAiOxGwrE5N0+D7PorFYqRpM2GEULaiUpqmiXg8vvxZnCwqiyIQN+C6LhYWFiJNm6knSqFomgZN00BEcBwHqVQKwIpl8X0fvu9D0zToevM+r0hDiGV+fr7pNJnVEUIRhRxFekQEXdfhOA7a2toABJoh0zSh63okJxNNmvCB8vl802kyaxMUTFTpVatVmKYJ27YBrIjFcRw4jiM94KgQTrPwppmtYSsc3CCi8usAYNs2HMeJpAkCIAUnzGLU/hATJujgRiGYYGdHNEfAioMbj8fR398P13Uj6eqK31cqFVQqFelNM1tDNpvF6OioLNj14mSqcRjR0pTLZQArlqW9vV2LUpmi2yxOyJZlaymVSiiVSgCi6RWJsvN9XwbogAbh/ihPBgDFYpG7zluM67pwXRdANA6u7/uy6bFtO9x1BpaDL1EG5oTostkspqamIkuXqcfzPGlZouoNaZoG0zSRTqfR0dEBICAW27Yj8y2CzZDrupidncXCwgLH/LeISqWCYrEoA2lRYZom2trapC6kWBKJBOLxeGQ9Il3XEYvFQERYWlqKTPFMPfl8HrlcLjQg3AzCSTZNE62trW/sFx9s24ZlWU2fKIjv+8jlcpiZmZFmkomeQqEgA59RVEphoRKJBLq7u8NBOSBan0XXdRkoWlhYQCaTQaFQiCRtJozrulQqlWS3OYoyFHGbZDKJ7u5uJJNJAAGxdHZ2Yu/evaEhaWBzvaNgX980TczOzmJubq7Ze2AaMD8/j0wmI0MUKs1QMEzSqHxFC9Pa2oqenh7Ytq0BAbGkUil0dXVFYsY8z5Ofq9UqKpUKN0NbRKFQwPT0dF0lbwYhOMuyZLcZCIjFcRyk0+nIxxeq1SqKxSIWFxcjTZdZZmFhARMTE7IZisLBFcM1tm2js7NT7pdiaWlpQU9PT2QOUhCeprB1TE9P4+LFiwCii7EIwcXjcaTTablfiiWdTmPPnj0yANMMtU5WuVzG/Pw8PM/jWEuEZLNZmpqawszMDIDoxCJoaWmRzi0Qboa0zs7OSAf9RMzGdV1cuXJFDkgx0ZDL5XDhwgXZbY7ShYjFYkin03AcR+4zgwckEolIul7BUUtgOeQ/NjaG2dnZptNm3iCXy2F8fFxWwqicXF3XYds2uru7Q8YjFK5ta2sLeb/NYprLWszlcpicnJTmkomGYrGI6elp6ZBWq9VIKruu64jH42hvb5dlCNSIpaWlBfv27ZMOjhjjCU63FM+orIXv+7AsC8ViUUYCr1y5grNnzzZ9I8wbZLNZTE5OwvM8xGIxaJpW99yQStNUG3fxPA979uzBjTfeCF3XZWIhsTiOgx07dsigjAiuBU+oOu1SXDARoVAoYGZmBhMTEyiVSuzkRkA+n6fLly9jcXFRPggWlYOr6zra29uxc+fO8P7gP8lkEgMDA0gmk6HpdEHBqPbjPc8LmcRischTFSIkk8nglVdewezsrCynjc7uF8fX/iaRSGDnzp0YGBgI7Q+JpaenR9u7dy+6urqWvwyMQG9Utb7vy/ZO13X4vs9+S4RcunQJf//731EsFmXEvFqtbnjWQCPBmKaJ7u7utS0LAPT396Ovrw9AfXun6jyJ44K/L5VKOHfuHJ577jkQP8/aNFNTUxgZGQGwnM+2bUfWdbZtGz09PXX768Syc+dO7NmzR16EIDihaT2CcziD/2cyGZw+fRpLS0sbvHwmSD6fp9HRUczOzsqKKaz4RsL9tYOJuq5D13XZBGk1BV4nlnQ6LQ4MJbKRCxHH1YqlUqng3//+N/773/8q3xBTz9jYGM6cOROqzBsJeNb2loK9XsMwsHfvXlx33XV1v6sTS0dHh9bV1RVqckTiqmKptUCiTS2VSpiYmMDo6CjK5TI3RZugWq3S2NiYbIKEb1gul+WqFZtFCKavrw/XXHNN3fcNU77hhhtw4403yi607/uhsG/QKWrUNNV2r4PHjo+P49SpU3jttdc2fVNvZ86fP4+hoSFMTEwAWI57eZ4nR5x93193VQXR0xXCEk+OEhH6+vpw4MCBhsHZhmLp7e3F/v375WOnQrlR8Y9//AMvvvgiO7obxPd9ymQyePHFF+G6LkzTDPkqG8lO0XMyDAOxWAy+78PzPPT09KC/vx+WZdVZgVXFcvjwYZmYaZqRPgN94cIF/OlPf5K1g1Fjenoajz32mGyCDMOQTfxGFjUILlwgVtAQdHR0YN++fQ1/11Asra2t2jvf+U709vbWiSSK2f+VSgWnT5/GU089xdZFkVKpRBcuXMDQ0JAcMCyVSjJya5qmsmURogp2POLxuJxa29vb2/B3q5Z8d3c33vve98rEhLmLav2PixcvYmhoCK+++ipc12XBrMPCwgKeeOIJjI+Pw7Ks0BidaZrSZVApH2EAguLSNA379u3D0aNHQ4OHQVYVS1dXF44cOYJUKiUfZ4xyRQTP8zA8PIyf//znvCTHOhARvfTSS3jkkUcALPcqRTmYptkwzLEWwd5tS0sLgOU5RwMDAzh48GBdfEWwasq7du3SbrjhBgwODgKALNAoWg3xHMri4iJ+97vf4dFHH8X09DRbl1V47bXXMDQ0hKmpKdlDDa4uKiyF6vo6tQ++A8vxtfe85z1yqGfDPP/88/SZz3yGABAAMgyDNE2r28T3q22rHe84DpmmSXv37qVnn32W2H+p58qVK/Sd73yHurq6QuVgmmYofwFQMplctyzEZtt2KL1bb72Vnn322c3nf6FQoIcffpgsyyLDMOQJNiqW2i14o+Ji3//+99PJkydZMAHy+TydOHGCOjs7CQClUikCQLqubyjva8tL13WZjq7r1NXVRV/60pdocXGxubz/5z//SXfccQcBoFgsRrZtNy0WscXj8VAG3HnnnXTq1CkWDIByuUwnTpygPXv2kG3bIUvQrFgAkGVZsuIeOXKETp06RU3PNVpcXKQHH3yQLMsKXWQzYonFYvJza2urTCOdTtOxY8doeHiYcrnc21Ywi4uL9MMf/pCuv/76kECwYoWjEEtLS4v8e/z4cYrsyYu//OUvdOjQoVX9FpULxipiEf8LMQKg6667jp588sm3pYVZWlqin/70p9Tf308AqL29XeaT4ziyGWlWLFix7Pv376dnnnkmurxeXFykb3zjG6RpmrQEzTZDsVgsJBrHcaRpBEDvete76Je//CUREfm+/5YXDRHR2NgY/fjHP6be3l6ZN7quk2VZZJqmzOtmxSLyuaOjg7761a9SpGvnEBH97W9/o8HBwTWVqroJx0pYEpGm8PKFX5RKpejuu++mqampt7SVKRaL9K9//YvuuecemR8tLS0Uj8dl3gR9xWbFIiz5gQMHaHh4mKrVarR5Ozc3Rw888AB1dnY2LZagsyYuPlhrxHeO41BHRwfdcsst9Itf/IKKxSLNzc29ZURDRJTJZOjb3/42DQwMSIsrRGIYRsja2rYtK1kzYtE0jfbv30/f+ta3orUqQSYnJ+nTn/50ZL0hYU2CfpDICNFLEpnU0dFBn/3sZ2liYoJ834++NryJVKtV8n2fnn76abrjjjsomUySaZpSGEGBiIok8goRNEOGYdBdd91Fk5OTW5eHuVyOhoeHqaenRwaAYrGYjJs4jiNrhLghlZtZb9N1XdY4x3Hoi1/8Iv31r38lwZbdcIT4vk/FYpFmZ2fpZz/7GX30ox8NdWODsQ9sotLVVl7h85imSYlEggBIi3XzzTfT8PAwbfkEtImJCfr6178ua74Qiqgd8Xg8UrEIayP8GZEJAwMDdOedd9L3v/99+s9//kOe5207R9h1XXJdly5fvkyPP/443XXXXdTd3R1y7C3LkoUIYFN5VisWkV5bW5u0UpqmUSKRoL6+Pvre97735jTnpVKJRkdH6VOf+pRsIoI3H4VYhEBqt0am13EcOnToEN1777305JNP0tzcHLmuS9Vq9U23Op7nUbFYpKWlJRobG6Pf//73dN9999GhQ4dkXCPYlIjPwfuu3aeaX40itLVWpr29ne655x66dOnSm5cvlUqFnnvuOTpy5Eio+RFbFGIJWpTa9CzLqovViC2dTtPRo0fp+PHjdPr0acpms+T7PpXLZfJ9v6mmS/gavu9TqVQiYTnm5ubohRdeoB/96Ef0la98hW655Rbq6OiQ12TbNrW0tMhCNE2zbsgjFottSijB/ApWJuEmGIYhYzWf+MQn6OzZs5u+/01PTiEievzxx3H33Xfj4sWL6O/vx+TkJIDl0c8olnfXAnN3g2nVpinmB5fLZWiaJp/71VYmBaVSKVxzzTUYGBhAT08PduzYgfb2dnR3dyOdTsO27dAwv5hyqGkayuUyFhcXMTMzg5mZGSwtLcklRCYmJpDJZJDP51EoFLC0tFQ33UJMWRQTlhKJhFwio9FTE5t5M4tWM6Mg+IRiPB5HPp/HwYMHcf/99+Po0aOrTkHYUhYWFuihhx6S3T6s1KKt8FlqYzOO41Aikag7R7D9x0rNisfjoR6GSNeyLBkMFD2y4PeGYYQceJVrNU0z1LsTfpbYp+u6jKEEA21iq7XSqudt1DsVIYrBwUH6wx/+EF1If7Nks1m6//77qbW1VcYFou4NoUY0QLjXYNt2SAyi+artWei6TrZtUyKRIMuy6q5PXH9txBQrTYfjONK8C2e+tjmsvc5g2o16OiLOpCrI1fKmViyaplEymaQDBw7Qb37zm+3Ta5ydnaUTJ07I8YxmxbLab4N+TDDjg59FN1Fch2maa3ZHdV2X1mC172qFU3ttQeEE/ZKggIOOJwApys3kT6N8CW7Cmg0ODtITTzyxfYQiuHz5Mj300EO0Y8eOUC0R0xo2YspVjns7bY3C9SKfhMWr/c3hw4fp0Ucf3XbhBMn58+fpu9/9LhmGQW1tbaHaKm5OdCGD0VpsYUa/FbZGzYyYZSiOET5cLBajD3zgA/SrX/2q+fkpW8309LQcOQUQ6kKKJiIY5q91LHlbXyzBsbXg6H0qlaL3ve99NDQ0dPXMB/J9n06ePEkf/OAH5U3F4/GQWIKOIItlY2IJ5qno/aXTafrCF75AL7zwwvbzUdaDiOjpp5+mY8eOhZzO2q4tAplRu5+3xmIRzbz4/uabb6Yf/OAHV/dUjlKpROPj4/TNb36Tdu/eLW9utS4kC0ZNLMHR6Y9//OP05z//mSqVytUpklpyuRz99re/pY985CO0Y8cOGZDCNiiIq2Fr1Azt27ePjh8/TqOjo1evNVkNMW3w3nvvpWQyKSfyYBsUxnbfasVy2223yfjJW04oAjEId+7cObrvvvuot7c39DwSgFAMIbiJqYBAOEpaO9s9GBGtFWNtYKzZba2ms/ZBMHF8cLZb7W/EfvE7Mf9WfP/hD3+YfvKTn1ChUNj+3eKoyOfzRET0yiuv0Oc//3nq6uqiWCwmg0uimQp6+0D9aLNKrKZ2bClqvygYVRaCDgo+FotRMpmkZDLZMEoshhhqhRX8f//+/fTAAw/Qq6++elXPEGwK13WJiOjs2bP0uc99jtLpdF1mOo5TN/4iCqS2dsZiMTlIJzYxVlWbbjPbalZhPSdd9GQSiUToOSBxL8KStLe3k2EYtHv3bvra175Go6Oj//9BwO2C67rk+z5duHCB/vjHP9LHPvYxGhgYqBv/SSQSoed5g6O8UCjkqJqhRgOUjdK1LEtODms0ct7o+HQ6Tbfffjv9+te/pvn5eVpaWmr+sdKI2Hbvz12xNnjmmWfw1FNP4aWXXsL58+cxMzMTeh1bcL6M8PHEHJbg6gBaYOEasQVfy9cswUX/gi+idF1XLq2mrSzsF5ynEovF5BorlmXh+uuvx+23344PfehDOHz4MCzLarhU1/+TbXUxQUTbnM1mcebMGZw6dQrDw8MYGRlBPp8PvTwyuHaMWKZTFJCY1KT6sklVGk3KqkWsnSLOLRb9MwwDjuNg9+7duPXWW3Hs2DEcPHhQvmLu/zI5SYFteVG1VKtVcl1Xvhn95Zdflqt1v/zyy5icnAzNUAvOegsiCrhZ0QTXbwtaC9M0EY/HUS6X5Qw58SLRa6+9FocOHcJNN92E2267Dbt378auXbuC17bty2LbX+BqVCoVymaz8r3R4+PjOHfuHKampjA2NoZ8Po+5uTnMz8+HpjvWNgebRVguIUrHcdDW1obW1lakUins2rULN910k1yjbefOnejt7UVHR4ewMFdd3l91F7wawS6l53mYnJzE+Pg4MpkMMpkMJicn8frrryOfz8N1XUxPT+PSpUvIZrMgIrmOmhCSaELEao6GYSCRSMBxHAwMDMCyLLS2tqKrqwt9fX14xzvegWuvvRZtbW0YHByEpmlyfdmrwWqo8Ja4ifUQgc7aN31VKhW5Xl5wkrkQh2iyPM8DEUmnVDRznufJJk28KJthGAD/A60zkHVWjEsgAAAAAElFTkSuQmCC"},{"id":"a7c1cda5-b77b-4517-ad8d-9bd4dbdbc33e","height":30.76,"width":19.31,"perimeter":99.15,"area":171.48,"image":"data:image/png;base64,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"},{"id":"6c8fbcc6-081f-4d5f-93b1-ea8a91f3d992","height":30.76,"width":23.25,"perimeter":105.25,"area":633.99,"image":"data:image/png;base64,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"}],"no_of_letters":11,"perimeter_of_sign":129.02,"nested_area":59.15,"occupied_area":27.1,"avg_char_height":31.099999999999998,"widthOfSign":"203.67","otherDimensionOfSign":77.07,"width_of_smaller_line":20},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"203.67","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1430,"no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":107.46,"width_of_line_2":204.3,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":11,"perimeter_of_sign":129.02,"nested_area":59.15,"occupied_area":27.1,"avg_char_height":"Greater than 24 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\"},{\"id\":\"5078d041-5545-4b43-858e-7181713d2abc\",\"height\":30.76,\"width\":28.61,\"perimeter\":118.28,\"area\":347.74,\"image\":\"data:image\\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKQAAACwCAYAAACB8sXMAAAABmJLR0QA\\/wD\\/AP+gvaeTAAAgAElEQVR4nO1dfXAU5f3\\/7N6+3F1IQkIgvCuogCClQnnRCviCpcqryEuVQfFtqNap07Gd2tZO26kznfl1tK3W2qJIrYIIAqKoCMaKIFBBBeT9JQgCSQQS8n63t7vf3x\\/wPDx7uUvucpvkLtnPzDNJLrt7+\\/Ld7\\/sL4MFDGkFq6xNIFxARAUBVVRWysrLg8\\/lQX18PTdMgSY3fJlmWG\\/1\\/KBSC3+9HdXU1srOzITV1wA4Mpa1PIJ3whz\\/8AR988AGKi4uRm5sL27Zh2zYu0mpcWJbV6P8lSUJNTQ3y8\\/OxZMkSN0\\/ZQ3vFiRMnqHPnzpSVlUUASFEUApDQkiSp0eXz+fi2\\/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\"},{\"id\":\"1ff81904-028d-4cd0-a13e-3e83f193af46\",\"height\":30.76,\"width\":28.61,\"perimeter\":118.18,\"area\":347.85,\"image\":\"data:image\\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKQAAACwCAYAAACB8sXMAAAABmJLR0QA\\/wD\\/AP+gvaeTAAAgAElEQVR4nO1dd5BV5dn\\/nXL7FmD3Lk2WplQLARUxNFFaokhEog6MZTCJ5c9MJhlnook4ycTEfEbjWDIYRFSkSK8WqogMGkAldNiIlGWX7bed8nx\\/7L4v77nbzt17dvfu7vnNvHPv3r3n3HPv+5ynF8CFiwyC1N4XkEkgIopEIggGg9B1HbIsW\\/4vSan9XNFoFJIkQZZl+Hw+lJSUID8\\/n53L\\/e0bgNreF5BJOHv2LJ555hl888030DQN8Xic\\/y+ZfuzQkyRJCAaDKCsrg6qq0HUd999\\/P1566SXHr91FJ4OmafTqq68SAAJAqqry5+ksWZZJURT+PDc3l2pqaqhtv52LDoezZ8\\/S0KFDSZIkkmWZAJAkSU0u2CRICESuqir985\\/\\/pHg87hJlA5Cbf0vnRyQSoU8\\/\\/RTnz58HEUGWZSiKkvZ5ZVmGaZoAAJ\\/PByKCruvYvHkzdF1P+\\/wuOikikQhNnDjRwtE8Hk\\/aHFLkjqFQiB\\/j8\\/nowIEDFIvFXC7poj7OnTvHRXQgECAApCiKIyKbLXYM002feeYZIiKXIJPQ5UW2pmm0Zs0aALUiNpFIAAAMw3D0c5JVgTVr1uDYsWMwDMMlShdXUV5eTiNHjqRu3bpxbubz+Rwxath7GLdl3FFRFFIUhX77299SVVWVS5AuahGPx2nt2rUEgPx+P9f5fD5fs8SYCkGy84quJEmSqH\\/\\/\\/nTy5EmXIAV0aZHt8XiwZcsWKIqCWCyGrKwsSJKEeDwOVU0\\/ZkBEkCSJW9pEhFAoBKDW6i4qKkJxcTGi0ahLlF0dREQHDhyg3r17W6xh9tzr9TriGEcSx0xec+fOpYqKCpcg69BlOaRhGFi3bh2uXLnC480MonHTmiAi7N69G5FIpNU\\/y0WGg4ho5MiR3MhIjqjAYe6IRjgkAFqyZAklEgmXS3ZVmKZJJ06cII\\/HQ7Is1zNQPB5PmxAk6gyoMWPG0KVLl1yCRBcV2ZqmYdGiRTAMg4f0gKsZPIZhpJxq1lKoqoqvvvoKW7Zsgeso76IoKiqi\\/v37kyzL3HiRZZlUVbWIbqdXModkqoEkSTR58mRyneRdEERES5YsqWdVJ1vXqYYG7azGCDIrK4sCgQBt376dTNPs0kTZ5UR2eXk5Nm\\/ebHlN9BUyOJHt0xx0XUd2djaqq6sRjUbBQpguuhC+\\/PJL6tGjB6mq2mzkhSXWJkdcxOcsK4i9324upSRJ\\/PwsoSMnJ6fLJ1x0KQ5JRLRlyxbE4\\/GU8hFZYgTzVzKO2qdPH1xzzTWcmxqGwTmtHQ7LjKdoNAoAiMVi2LhxY5c2broUQUajUaxcudI2MZqmyQmLEaLoRJ84cSLGjx+PhujHrpXu8Xj4c03T8NZbb6GmpsbWsS46MOq4I7emG8p3RAOGCPNJsmNYGUL37t1pxYoV9OGHH3IRLp7Hbj4lM2x8Ph8pikJZWVm0devWLi+6Oz2IiObPn88Jwev12iJIRjCM4FjR1qRJk+jy5ctUVFREkiTxlDVRz2yOIEUL3+PxcJ3yiSee6PLWdqfHwYMHKT8\\/30I4dggy2S\\/JCGnhwoVERBSLxWjs2LEtIkjRByoeM2zYMPr222+7pF+yS+iQpmnS+vXrUVJSwpMmkt08TRxrSbxguuFdd90FoNZ4efzxx\\/nrTOe0o0MyXVaUzpIk4dSpU1i2bJmt63PRAWGaJk2fPp1zJK\\/Xa0uHFOPNELijLMtUVVVFRESaplF5eTllZWVZXDgNqQQNfZ7X620wSnTDDTd0SQ7Z6UFEtG\\/fPgqHw\\/WyeOz4CsWyA0YwgwcPJtM0Sdd1IiKqqamhW2+9lRMje7RDkEgidPF\\/u3fv7nLGTZcQ2e+88w6qqqosvkG\\/39\\/scURkEadMzA8bNoy7gAAgGAxi\\/PjxiEajPJcyuS9QS7B+\\/fou5wLq9AQZi8WwatUq6LoOwzBSLk0Qyw8AIBAIYOLEifz\\/TA+cPn06VFWFz+dLOVuIEX4yM1y5ciVOnz6d0vV2dHRqgjRNk\\/bs2YPi4mIAsHQ0i8Vits7BojSMWHr27Inx48cDuNqZwjAMjBo1CuPHj+eEaNdoagySJOH06dPYvn17l4rcdGqCNAwDr732Gn\\/OHr1eb4vPOXz4cAwfPpwTKDtXQUEB7r\\/\\/ft4xLVWR3RCHBIDVq1fjypUrLb5eFxmECxcuNFisJSZN2DU8mMHxhz\\/8gYiIdF0nTdNIxMGDB5v0czZ1fiQZWszI8fl8tHz5ctJ1vUtwyU7LIaPRKK1btw6JRIIbM8yQsduVQuRyiqLA5\\/Ph1ltvBXDVz6hpGn\\/PNddcg+uvvx5Ay0U2K51lz+PxOBYtWtRljJtOS5CxWAyLFy+G1+utZ5gA9kSqaJjIsgyv14vBgwfzv1VVtRBkVlYWxo4dy2uv04EkSSAiZGVlYevWraiurk77nC7aCUREa9asqefXa2o1JE79fr9FxD\\/wwANcPDMfJBGRYRj8+ZkzZ3gXjMbKIexWNbL3eb1eev7557uET7LTcsjFixenfQ5miTNX0ZQpU\\/j\\/pKSOFMz9k5ubi5tvvhmmacLn8wEA7zHOuLLd9DemWiQSCWzfvh2XL19O+zu5aAdcvHiRgsFg2hyS\\/Y+loBUVFZFhGJwjMqNG13WKx+NERGSaJr344ovk9XotBpWYWW73msTl8XhoxYoVnT4LqNNxSCKitWvX8izsdODxeKAoCjRNw8CBA1FYWAjTNDlnFI0PMali6tSpKCwstHBCXde5Dquqqq2McnZ+j8cDTdPw0UcftVl5rguHQEQ0atQoHnt2QocEQL\\/85S8tHJHpjoZhWPRJXdcpGo3SvHnzuB4YDAYtemMqjQjE9\\/br148OHTpEmqZ1Wi7Z6TjkuXPncPDgwQadzKmCObnz8vJwzz33cIuaRWiYHilyu0QiAb\\/fjzvvvBNALWcULXFFUVK6Nqa\\/KoqCy5cv4\\/XXX3ekM5uLNkA8Hqe\\/\\/e1v3DHtlA45adIkunjxooUTmqZp4Y6JRIKIiKLRKBERnThxgsLhcKNO7+auRzyGPVcUhQoKCuj48eMuh+wIqK6urud7TAei7zEcDvM+ksBVK5tZzizxlxVtDR48GDfeeCPy8vL4+1lM3DRNW1zO4\\/HwnpKyLMMwDBQXF2Pfvn3o7MZNh4dhGLRo0SLuM0QDXA9J3Icl6bK\\/fT4f1\\/XEjrp79uyx+BtFv2MyTNPka9euXTyUyBJ42ecA9QvDGlrsvWz5\\/X4aPXp0p7e2Ozw0TaPbbruNE6TdIi6xeIsdA4GYBwwYQGfPnuUiWXT3NEeQJSUllJ2dzetnkt1AzRGkeHOxNtMAqE+fPnTgwAGKRCKdjig7jci+cuUK9u3bx0WhaEg0BTYZgaWRMYOD6rJvpk2bhn79+llcOHaNkry8PEyfPh2BQACJRAKJRIKLdDvXl1zLQ3Vx7uLiYqxYscJS0+0ig0BEtGjRIm7INNbOBA1wIZErQjCGmCN7w4YNFldPKiKbiGjbtm3UvXt3fv5AIFCvtLYpkS1JksX1EwqFCAANHz6czp8\\/3+k4ZKdAcXExjRo1ivsNmQi2Q5DJkxGYmFQUhfr160fl5eVcRDPLOplAmyLIyspKmjx5Mm8ywM5vJ5LEXhcJMicnhxPzX\\/\\/6V1eXzDQQEW3dutXCcVBHaHYIUtQZxY2XZZnmz59PRETV1dWcCBmh2SFIpne+++67XA9kHC4UCjVLkKJBwzpmiHroiBEjOt14ug6vQyYSCWzYsIE7q1nql90EBqYPimUKkiQhPz8fs2fPBgBLhrmUVH\\/dFNg1\\/OQnP0H37t0Rj8d5jyA7+Y1i3ibVlVIw95LX68WxY8c6XYlDhyfIo0ePYuvWrTyzJpWuZow4gNqEWnZsVlYW+vbti9tvvx1ArT8wFovx99r9DJYQHAwG8aMf\\/QiSJKGqqopfa3PQdR2KosDj8cAwDMtkCGZ0LV261DJo3kU7Qtd1+sc\\/\\/sFFLJJcOWhADIqL6XNiIwAmthcuXFhPH2wJmP65adMmAkC5ublcBKcSSWLXJy5ZlikYDNL333\\/vcshMwY4dOwDUilLGeVJpkwJcFY1EBE3T0Lt3b84d0wXjahMnTkTPnj1RXV0Nn8\\/nSCQJACKRCNauXdupxHaHBFFtURXjOLIs844RdpfImURre+7cuVRTU5M2h2Q5kgxPPvmkhTunyyHZNd9+++1UXV3tEmR7wjAM+vWvf819e2hAFDe3kiMhrMfOu+++S0T1XTgtha7rVFFRQV9++SUPIbLQZDoEKabJLVu2jIhcLtluOHfuHBUWFtYjSEVRbOcbNpQVnpeXRz\\/88AN38aRLkGJTqmg0SjNnzqRgMMhvgHQIEgJnnzJlikuQ7QVN03jnWjHqAaQ+hYvFmdnf06ZNI6LadLJ0CVKMfzO89NJL9YyvdAiSzd5WFIV++OGHDk+QHdKouXjxIpYvXw5JkrgLRmxGnwpI6BjRq1cvPPzwwwCcGQvC3DGiy2bSpEnIyclJ+9wAuDtIURQYhoFFixa5aWntgf3791Nubi4X1WLaWCorOVF23LhxFI\\/HKRKJWLhjOiKbRXmIiCf0Pvroo7wvpBNGDeo4ZWFhIZ07d84lyLaEpmm0cOHCRkVYU6uxrHC\\/30+KotCbb77JCYfIGaOGiX6RQOsyvrmqwMKJ4mt2FvOfskdVVemdd94hoo6rS3Y4ka2qKtavX+9IXQnzWyYSCUiShNGjR\\/PejqlEfBqDYRjweDxctdB1HcFgEOFwGNdddx0X4ywL3e\\/3W0KDzYGlsLFjDMPAnj173C4XbQVN0+ibb77hXC1dDunxeLjYGz9+PMXjcV4TE4\\/H0+aQYgJGsk\\/yd7\\/7Hf8e7PpEb4Fd40zkrkBtZeIXX3zRYblkh+KQqqrijTfeAJBazLoxaJrGueQTTzwBr9fLDQUnOuAyw0jTNM7xGDecPXs2wuEwTNPk\\/2O15LIs204wloQ6bUmS8P3332P9+vVpX7sLGzh37hz17NkzpQRcNMEhUad3hcNhqqys5NwrFouRYRiOOcY1TePnqKmpIcMwqKqqiubMmcN1QPadxFIFO0s0bJj+OWzYMKqpqXE5ZGuCqHZOYXl5Oa+JThdMV7zjjjuQnZ3NXUB2s3GaA+NyqqoiHo\\/DNE0EAgFIkoRAIICf\\/vSnAGrdQ4xLapoGIrKtI7OMIKCWI8uyjKNHj+KTTz5BR+wp2WEIsrq6GqtXr+Z1JE74CRVFQW5uLh599FFomlbPr+kkiIj3HmcqwaRJkzBw4EAA4MZUS5IuSKgDYse\\/+eabKCsrc+4LuLgKwzBo3759VFBQ0OSkLLRAZA8fPtxigMTjcUvJghPpZ+IIESKrb\\/Khhx7ixkxyOYWd7yOOp2Mim5U5fP7553T58uUOxSU7BIeUZRkffPABrly5kpK4ZlwuEAgAqBWdTCyzhqM\\/\\/\\/nPeSY3e4+qqvxz2GopmOhlGelEhEAgwDnZ008\\/zbv8sqb8Pp\\/PMhK5sc8XOaJpmpzLV1VVQZIkLFmyxJHmqW2JDkGQrD+iruvwer18s5qDuFkiVFWFJEno1q0bxo4dC5\\/PZxGlgPMiuzEMGTIE1157Lb9GJrad+PwdO3Z0uJ6SGU+QRESffPIJDh8+DOAqoaTCJZleyI7xeDzQdR1Tp07FuHHj+HudMJRSgWEYCIfDmDp1Kr\\/JWNs+csCNeOzYMTd512kQEU2ZMqVe25NUy1zZRAPxtR07dhAR1etK0VhFYUuRHBdnbfxisRgREe3atYvC4XC9UKAT2UBjxowhlyAdRElJCd+k5D43qRCkoiiWOHF+fj4RXe1WxuLX8Xi8yUYAThIkM3Y0TaO5c+fy62TLCYL0er109OjRDjNWJKNFNhHRpk2bANT66nRd511tUzgHf2TPFUXh\\/RvFiAjr9dhS90uqYHqrqqqYNWsWgNoYdqqj6ZpCIpHAa6+95oibrMvj4sWLNH369HoxXhbnbY5DMrdIcnZ1r169aOPGjRSJRBrkZuJja3JIotqokGmaVFRURDfeeKOFiztR4gDUZsHv37+fiDJfdGcshzQMg06fPo09e\\/YgGo0iOzsbgP0mUgwkRD1YX8a8vDxMnTqVc6HS0lLL+4G2MXCornmUJEkoLCzElClTYBgGsrKyHDu\\/oigoLS3FqlWrbM93dNEADMOge++9l1cVilMM7NZdiysYDPLnL7\\/8siVe3d5gRtWBAwcsuq+oR6byXcVzoE7\\/Hj16NBUVFbkcsqUoLy\\/HwYMHUVFRAaCWu5GgA5IN6cM4oyRJiEQi8Pv96NmzJ8aMGeNYvDodJOupN9xwA0aOHAlVVR3JZmI6dzwex6lTp7B\\/\\/\\/6Mj29nJEEahkGbN2\\/GuXPnAFhbnqQiSkkwaNjj5MmTMXr0aIevuGUQ\\/aKRSARerxdz5sxxhBgZ2E1ZUVGBNWvWuMZNS0BENG7cOO7+ENsrA\\/ZHswFXU7KYyF6+fDkR1fobM0FkM3EdiUSourqajhw5Qrm5ueTz+dIW2SwJGXXupHA4TBcuXMhoDplxSCQSrFCp0Y1ghNrQ\\/xp6L3B1XsyFCxc4AWQSQeq6znMyH3nkEfJ4PGkTpLhYZvpf\\/vIXIsp8aztjQET07LPPkizL9RrYJ2f6wOZmsOPuu+8+S3\\/HTCBIolrnvBgdYv0unSBIsX7b4\\/HQoEGD3LYrqeDSpUs0ZMgQysrK4g06Wacw1igeKW6Kx+Oh\\/Px82rhxIxFd9TFmCkHGYjFOkJFIhIqLi6l\\/\\/\\/5pE2TyDc0iXe+\\/\\/z4ZhuESZXOIxWK0fPlyvhGo0wFFImQxbbubxHqGjxs3jm86y0dsb4JkY+gYysvLiahWjC9YsMAxt4\\/X6+XEmZubSzNmzKBoNOoSZHMgqk1YBa7WlqSTgMs2RJIk+vvf\\/86JjyU1OFUz01KwG8Q0TYpEIlyfrKiooKNHj9a7IUXfZHO\\/BQRVRTxelmXKycmhLVu2ZOTMxIxy+\\/z3v\\/\\/FoUOHIMuyI11hdV1Hbm4uQqEQbrvtNj7J1cn+jOmA9aWUJIlXPAJATk4OrrnmGtxyyy08eRcAL4Owmy+ZnMwsyzJkWUZlZSW2bt2akTMTM4YgiYg++ugjHDlyxFFfWSKRwJQpU3DTTTdBURRO6G2d+9gQxO\\/JZuVQnQEcCoXwwAMPAGj4Wu0m8LLsdwA8VAkAGzZscBsKNAUiohtuuMGi96UrspnetGHDBkt6mSgq21NkJ4O17GMpcMePH6eBAwfW+00A+z0wxWQNMa1NUZQO33al1UBU2w0XgtHiBEECtZk9sViM62diLmImEGRDhpWYcSTq1Ow7ptJyUCRgRsQse2rs2LEZN54uI0Q2EeHDDz8EAJ794pSON2\\/ePPh8Pl62wPSvVLOGWhOUxKQkYYzclClTLDov1WXwpHJuRVGgqioX80x3\\/eqrr9hs8YwiynbHt99+S0OHDq3HCdPlkNnZ2XTw4EGLiGYWthMNSZ2EruvcWa9pGsViMdI0jU6dOkWTJk2yWNapNmVlUZrk5q6KotDTTz+dUV0u2p1DEhEdOnQIx44ds1QTOjFYMj8\\/nxszbM4MU+ozwcIUpQAJjQRUVYXX64WiKBg0aBBuvvlmANZeQXaMMtYNg72XVVVKdbO7AWDp0qX44YcfHP1eHRpERNOmTWuR81e808VHlkjx7LPPUkVFBRFZY8YdBexaz5w5w\\/U+xv2d0LEZx3z++eeJKDPEdrtySNM06fPPP8fp06c5d0ylzDW57prq9K5IJIJBgwZh1qxZ9dons\\/OKU7EyFcwV1LNnTwwdOpTrloD9WTxNgemSH3\\/8saMpb+mgXQlSkiQsXboUp06d4n+nmvfIulGwYxhB33333RgzZgwAWPxtYkF+R4BhGAgEApg1axYX404xM1bQtm\\/fPhw6dAiJRKLduWS77kplZSW2bdvGLcHkAeqpgFmR7K5ngzN1XYckSVwnZZwgE3TI5sCqIAFg7ty56NWrF\\/+fnQ67dqAoCjRNw+LFiy3DPrscdF2nzz77jOs2DdVcIwU9MhgMch1y0KBBVFlZyWueRbBOtplgWTcHsTqRiGjevHlcV2Y1Run6aVkGVV5eHut93q5oNw6p6zrWrVsHoLbXd\\/LdaUekMh0LuGqlAsC0adOQnZ1tKX1g72GcJVN0pqaQXB\\/+s5\\/9DMFgEJIkOeZHZb9zaWlppxt1nBIOHTpEQ4YMaTC8BdgrUxDDZ+x5QUEB7dq1i4\\/gSCQSpGlavY4UHYFDElmjNsXFxTR9+nTH\\/LTJU88mT55Mp0+fbleCbBcOWV1dTbt378bx48ctzaBUVbVktjQH0UBhPrzevXtjwoQJFt2R+fUYN7Drx2tvsGydaDQKSZIQDodxxx13AHBGh1RVlXNar9eLHTt2YO\\/evehyybtERGPGjEm5M0PyErlodnY2AaAXXniBzxe0w30yeYnzcohqSx2OHTvGJYJTGeViFGjs2LHtWuLQ5hwyFovRrl27cPLkybTPxeqOZVlGLBZDv379MGnSJGRlZeH8+fM8\\/7GxlelgHD0ej0PTNPj9fgwcOBCjR4921A9pmibvDFJcXGzp5NHWaHPfh8\\/nw7\\/\\/\\/W9UVFSk7QtkjmJGYH6\\/H5WVlQCAgoICnD9\\/vtnjMxnshmOPOTk5qKqqQs+ePR3xRYqOdoYzZ87gvffeQyKRIK\\/Xm9k\\/kBNIJBKUnZ3doll\\/yUss\\/GLhQrt5gh1lybLMh0SJrwcCAcdEdrIh2bt3byInKL4FaFMOSUS0YcMGVFVVOdLKhKWSmaaJSCQCoLafOAsLNufaaaff3Da8Xi\\/i8ThisRi8Xi9CoRAqKyshyzKi0WjamfViCQVQO9qupqYGFy5cwIEDB6DrOqmq2nm5JBHRrFmzuKshXQ6JJMNGUZR6DvbOsAKBgMXwYBzTic4WIpeUZZlUVSWfz0ezZ89ulyKwNuWQX3\\/9Nfbs2WNxN6QL5t5hMV5WMxMMBvmotsaQ6Tokc\\/xrmsaNGBbydIK7s8kQ7LMSiQQPHmzYsAE7d+4EEZGU6T9USxCPx+mFF17gTnAndEjAmprPHL0taSaQyYv9ZqJTm9XFONFqRdRRxV5IDz\\/8MFVUVLQ5l2wTnD9\\/nm677TYuJpKjBun+qO5KfyXvR7du3ai8vLxNCbJN\\/JA1NTW0Z88enhXOZs24yGxEIhG8\\/\\/77nS++TUR0\\/\\/338zsxKyurwTsSbcwR3NU0hwRAt9xyS7u5gFoNkUiEunfvTsBV\\/xlcgsy41dB+BINBOn78eJs1p2p1kU1EtGLFCpSVlXGrrksngnYgyLKMRCKBJUuWdJgM+2ah6zrdcsstltEerlGTmauhPZFlmQYOHEjHjx9vE9HdqmRvmiZt2rSJFaPz1xVFyXgfoAvwYVMsvt3hQUT04IMPWowYNKOzuCtzOCRwtSnBiBEjKB6PtzqHbFXU1NTwrPDkJYpwOysUCvFH5vhuSMR0JQJPHgYg1msDzoRmgash2bVr11JVVVWrEmWrhQ51XadFixbh0qVLAFCvtqW5sB6Doijw+XyoqakBANTU1PCkgubEfqdRxBtBLBbjg+jZWGNZlnklYboIBAKIRqMwDAOGYWDx4sV8JmOHA8sKR91dltyWGTbuzOQQYJ8+fSgQCPAJBXbO0RWWx+OhYDBoScJIbmnY0vOKf3u9XorFYh2TQxYXF+M\\/\\/\\/mPJYmWgdVgNwcigs\\/nQzweh8\\/nsyTc2qkp6Wz+3GSoqopEIgFN0ywcUVEUnrqWDjRN47+\\/x+NBIpHA4sWLO17CBRHRK6+8QoB1xiBbqXC35KHr3bt350OF7J6jM69AIEC5ubn891FV1VEdUuyc5vP56Prrr2\\/VmptW4ZCXL1\\/GG2+8YUlvEvU5ViHYHAcLBoOIRCKQJIkn25aVlWHAgAG8BqQpdKSbuKWIx+OQZRlerxfRaBQlJSWIRCJQVZUnLbcUrFYJqN0zXddx9OhRbNy4sdW4pOMESUS0bNkyHDlyhHv6gastOzweD8\\/0bk5ssx80FAqhuroaqqpi\\/PjxeO655zB58mSUl5c3eXxnN2rYjMRAIIBgMIhYLIaVK1fi9ddfx969ex2pWWJg++XxePDuu+\\/innvuSffy2waaptHTTz9tGScMWGemiI\\/NLVE8B4NBty92M4jFYrRw4ULHRDYzbNh++f1+8nq9tG\\/fPjJNM7P3IR6P04ULFygvL69FP0hDfkTmVAdqh\\/64xNg8Tpw4YdH\\/RH3b4\\/GkNLxUtLSZLzg3N5fmz5\\/fKo5yR2Wax+PBm2++iYqKCgSDwbTPx4qOGGbMmOEmZthAjx49MHHiRMRiMa4isaI6TdN42YcdiGKfWfIVFRXYv38\\/qqqqnL94J0FEdO211\\/K7Ml0Oye5sn89HXq+X1qxZk\\/liIgNARPSvf\\/3LImqTvRJ294RN\\/0Idt2THKYpCGzduzNz9IKod7cEGZsIhkR0MBrm7obi4ODO\\/fAbi7Nmz1K9fv3r6usfjsa2\\/Jy9Jksjr9fLj58+fT7quO7onjols0zTx9ttv89EbTiEQCCAej2PKlCkIh8OOnbezo2\\/fvnwSmFi\\/nUobGTH4wFx4iUSCu+C2bduGw4cPIyO5ZHFxsSWRggX+0+WQTNSw0cLt8uU6IHRdp+3bt3PDBkkGip3RImLo1ufzNRj+\\/c1vfpN5+0JE9NFHH1liqU7okOz1H\\/\\/4x1RSUpJZX7oD4NKlS7yfpKiTA\\/bdbmwxUc\\/Kjtnx1113naM9JR0R2USEdevWIRqNQpZl5OTkOGINs6kMs2fPRl5engNX2rVQUFCAe++9l2cAMce2GLBoDh6Ph3fs1TSNl6Cw40+cOIHdu3dnTk9JXdfpyy+\\/pHA4zO\\/E5JkqTeUrinmR7DVxznU4HG73rq4dGSdOnOBSixXasd851fzRhvYwEAhQ3759M8faJiJ68sknLUQEXA3yN0eQTIx4vV4KBoMkSdYG+DNnzqSysrLM+LIdEPF4nO6+++56rhw4QJDA1W4hX331lSNEmbbIJiKsXr2aW17MkUrTdSsAAAk\\/SURBVGonPczj8XDRzmLdRMTPpSgKZsyYgW7duqV7mV0WXq8Xjz76qGXMnCTM80kHTA3QNA2rVq1K+3xpg4joiy++aFBZbmhsRUMVbUD9rmWqqpKqqjRo0CD6+uuvXe6YJkpLS2nMmDH1Qonpcki216qq0rXXXktFRUXtyyF1Xcdrr71mCUOlMv6X+cMkSeJKMmtOT0SYPn06RowYkc4lukBtKHHGjBk8YZcN4UwXiUSCc9yTJ09i06ZN7dt25cKFCxQKhRoN1jfHIcVkUtT5usSE3k8\\/\\/TTzfFwdEEREO3futEghr9friA7JEi4A0J133kntNp7OMAx6++23LSIg2dlqhyCTG3Gyv4cMGdJ5W8G1A8rKyuiee+6x+CSdIEifz8fFd05ODi1fvrxdGp3CMAy666676qXMowkrrrEfgBE003FycnLoqaeeyhxXQicAEdHSpUs5EcEBHbIhRjRnzpw26wPEUVFRQdu2bSO\\/399og9BUmoYyAhYjAEeOHHEJ0mHE43HOGQFnEnjFGnnUqQJ1+ZgtQos02+zsbKxduxamaTZaF2NH9WM5erquIzs7mxs3w4cPx+DBgyHLcucvimlDeDwePPXUU5aZj+mAGTTsOVCbM7l+\\/fq2NW40TaOhQ4c22lLY7l0nclHmJlIUhZ577jnXmGkFJBIJ5kbjki0dDim67kQ6uPnmm9tO\\/zdNk7Zs2WKxrprTEZtbTAfx+XxUWFhIBw8epJqaGpcgWwHV1dU0YMCAFiW\\/NLTE49k+qqpKH3\\/8cYuYSsoiW9M0\\/N\\/\\/\\/Z+ltKChz7VzLWLgnrH8kSNHYtCgQQiFQq64bgWEQiHMmzfP0RLh5HPpuo6VK1e2TblJ3ZDvekZLSzgj6ixqCHfXyy+\\/3H6+rC4AIqKvv\\/6aevbs6RiHTKYFr9dL\\/fr1o71797au6kVE9Pe\\/\\/50AWBI\\/01liN7MePXqkZaG5sIeamhp67LHHHCNIwDrAijGXX\\/ziF61LkFeuXKEJEybwUsp0vghw1cuvqiopikJz5sxxjZk2ABHRp59+6li7PuDqeGjRJxkOh1uv7UokEqGtW7dylgw4k74kHrdz505XXLcRDMOgnJwcLunEisKWDp5qaH83bdqUUv22baPG4\\/Hgs88+4yPInFCKfT4fiAh5eXkIhUIYMGAAusRI3AzBY489hlgsxg1LRVHSHuiZjJdeeql1ZpOfO3eOhg4dylmyE7FQdifm5OTQtGnT2j7k1IVhGAYdPnyYj3hGHZe0U\\/zV2EreX8Z9jxw54iyHJCL6+OOPcezYMUdNedZRIRqN4vHHH+\\/0zaEyCYqiSMOHD8dNN93E91TXdZ426ASnZPu5atUqZyM3NTU1vHoNguKaLof0+\\/0UCARozJgxFI1GXe7YxiAi+vOf\\/8x7P0LYp5b032yIHvx+P40YMYLOnj3rzP4ahkF79+6lUChkyQZv7AJSuWD2I7z44ouudd1O+O6772jYsGGW7P10Ols0lqL2yiuv2NrjZmVkdXU11q1bh5qaGhiGAb\\/fD03THBGv8XgcWVlZuPvuuyE5GTpwYRsDBw7ErFmzLNn7TkFM4Hj\\/\\/fedaU5VVFRE48aN43dQt27dONU7kU93xx13uNyxHRGNRumTTz6xuHvSSbZIpgc21xsAffPNN+m59UzTpLfeeovnPbIPTcVPlZwRnnz86tWrXd9jO6OsrIyGDh3K94VZxy1NlhGX2Kh2wYIF6e21rut033338ZOLim5LRnskO8PD4bAbKswAMONGTLYOBAKOEKTP5+O2Qo8ePeh\\/\\/\\/tfy\\/f75MmTlJ+fbzk5e26XIJO\\/iJixPGHCBNf3mCE4e\\/Ys5ebmWlpuO0GQgLXM+e23326yhV+jlolpmvTBBx+gpKQEfr8fACxzT+x635OnMHg8HhAR\\/H4\\/Zs6c6foeMwR9+\\/bFTTfdBAA8GpcuPB4PgNqyWyKCqqr48MMPW+bL1nWdBg0a1KDYTa4WbGqJyZuiq2fw4MFuz54Mgmma9MYbb5Df7+dJL05wSNZqBXW6aW5uLu3cuTO1RqdEREePHrUQI8vuSTW0JFamiV9s3rx5rnWdYbhw4QINHTq00b5MaKHIFo0kAPTwww83uvcNysvKykq89957UBSFi1Q24zpVGmLHs9nLRIQePXpg9uzZrRN0d9Fi9OrVC7NmzeK9ldIFCz\\/GYjEEAgFOC5s2bUJRUZH9Ex0+fJiuu+66ehQOpB5WEvu\\/sDtkyJAhbr\\/wDISu6\\/T555\\/z7iFOcEhWEYAkQ\\/jVV1+1Z9Capkl\\/+tOfLMmbLb0g8Rj2vHv37vTHP\\/7RFdcZitLSUpo6daplz0SbIbntop0l6pFA7eyh\\/v3726tMJCIaNWqUY3eIyCFZc1K3o1nmgojorbfeqsfRINADYC+JtzG\\/tSzLlJ2dTR988EHTSTW6rhMr4nLKDyUaNaqqUo8ePVzumOEoLS2lwsJCS64kgJQmgAHWcgYxhMjWAw88UC+b3GLUKIrCp7g64R8UB2xKdRNdFyxYkPZ5XbQuevTogQkTJvDWism0oKr2ZrYmG63J59q7dy+KiorQaA2+pmmUl5fH5wumyyFZVIZNty8oKKATJ064uY8ZDsMwaMWKFfVi28lNwZpbIs0wGhATawDQ73\\/\\/+4YlJhHR+vXrLXqfEyJb1DUWLFjgiusOgkuXLtHo0aMtolpMuoXN\\/WcMKZl+GF0MGDDAQhOcf1ZWVmLZsmXw+XxIJBK22XJzYGxblmXMnDnTkXO6aH0UFBTgwQcfhCzLlp7vAFLKh22M\\/7DylbNnz2Lz5s2wZAGZpkmHDh2iwsJCi+KZLodkVrXf76dwOEzffvutyx07EL777juLH1HkjKkaOMyoaaief9q0aVbJSUT0yCOPWD5QbK2czmJE+atf\\/YouX77sEmQHQiKRoHvvvbcePYhZX+ksURXYvn07AYAKANFoFFeuXAEAdOvWDbIso6ysDKFQqMkLbi7d3ev1IhqNok+fPpg6dSry8\\/NT\\/U1ctCM8Hg8eeughnDx5Et999x1CoRBkWUYsFkNeXh5isViTxzdHH+Ls7jNnztQeA9RyyEgkAlVVUVpaCp\\/Ph9zcXEu6WUtgmiYfwh4MBt0mAB0QRESapqG0tBS9evWCpmkoKSlB7969EYlE0jq3pmm8RisrK8utq3KRefh\\/PMHG5gtuj04AAAAASUVORK5CYII=\"},{\"id\":\"4afb7d8d-f774-49d2-b62d-25a5aa09dcc3\",\"height\":31.83,\"width\":27.18,\"perimeter\":159.51,\"area\":261.82,\"image\":\"data:image\\/png;base64,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kmypaUFFy5cwNatW\\/Hee+9h586daG9vh2EY8Hg8iEajiEajcLlcvZJALSqZ4vF42vficrnkueI6KkkAwO12wzAMJJNJqfZUzJ49G7fddhuWLVuGa6+9FlOmTIFlWXC5XKOiP0bsTSaTSYZCITQ1NeGjjz7C1q1bsXPnTpw8eRKJRAIAoOu6rdNcLpc0blNJGCFVUkGQQdQtjnfCMAxEo1Hb7+Ja6rmp6gYuGeDiPiorK7Fy5UqsXLkSVVVVmDhxorj\\/Eds3IwqxWIwkGY\\/H+dZbb\\/Hzn\\/88PR4PTdNkTk4OAVDTNFsBMOqKpml0uVzy\\/l0uFy3Lot\\/v51e+8hXu3LmTAkPQzGMDiUSCJFlfX89vfvObnDNnDgHQ4\\/GwuLhYNrZhGGOWNG63mx6Ph4WFhfT7\\/Zw\\/fz6\\/\\/\\/3v8\\/Tp01nyqAiHwyTJpqYmPv7446yoqKDH46Gu67YGNgyDbrebbrd7TJBGPJdadF2nYRi2Y3Rd50033cRnn302Sx4AIMnm5mY+9thjvOqqq+j1emUDGoZB0zRpGAZdLhd1XZdv5lgijfpM4vtJkybR5XIRAL1er3yBli5dyo0bN7KxsXH8kUdIlg0bNnDWrFlSNBuGQV3XbVJG\\/CY+67o+ZkgD9FRTogjJ6jze7XazqqqKmzdvHj82T3t7O9966y3eddddLCgooGVZskHU\\/\\/Pz81laWmr7TkidsUgaIVlEUT+LF0r93jAMLlmyhK+++urYJQ5JHj9+nP\\/+7\\/\\/OkpISer1e2QgqMQoKCmySBt0NBEdDj2bSOO9ZSFdBCMuybG0gRo\\/qOX6\\/X7bXE088wZaWlrFFnmQyyerqan7ta1+Tbw6UxoLyRqGbJB6PxyaeVXE92knjlCrCABaqFwBN0+xVPYk283g88vh77rmHtbW1jEQio584JLlr1y5ed9118s1IZfyNhOJyuXpINVHUexXqxEne3r4fintVXyCPx0MAvPbaa\\/n8888zkUiMXuKQ5K9\\/\\/WuWlpbaxOtwk0aMvgzDkBJLNbrVNxyA\\/M15nqpCRBFkEfUMxzySruvMzc2Vn\\/1+v7yvsrIy\\/tu\\/\\/RvFvFcGu3Po0dnZyX\\/8x3+k2+2WDyQadahJc7m6nd+rc0DiPvu6L9M0pfoQz5Pq+kP9jOJ\\/t9stbURxf6tWrWI8Hh89UicajfJHP\\/qR7QFzc3OltBkOSXO5+oUaUdWJ+rtlWXKOSJU04nNv1+qtZPrZxD3out5jOiInJ0de8\\/Of\\/zxJMhAIjGzixONxbtq0SYptv98vH9Lr9fbQ+xgi0gCX1JK4nvgsZl+FpFAnFIV9cLkiJI0qcURdw6GexBqcuBenpCssLJSSZ926dYxGoyNXVZHkCy+8YNO3eXl58uHQ\\/cDDJWlS2SCA3cbp6x6cBm461x3O0Z24hmmatqkLdZT1hS98YWROBJLkzp07uWDBAgKgz+eTDSZGJKWlpbLThrpBVamifickgzBcTdOkz+ejz+eT61qqUet2u6WqEnVZliXrEN85JdlQk8ayLCm5xXdCeoq2V1XX6tWrM0qaQftskGQymcSSJUuwZ88eABedkEgiHo\\/DMAy43W6EQiHk5OQgGAxKX5KhJL\\/L5YKmadB1HZZlwe\\/3w+PxYN68eTAMA\\/n5+Zg8eTKmTZuG0tJSuN1uJBKJlM7miUQCsVgMiUQCu3btQjAYREtLCxoaGtDY2IiWlhZ0dnYikUj08MEZymfUNA1ut1v69wgId1Sv14tQKARd1\\/H888\\/j7rvvhq7rV95PhyTvueeeAU++pTre7XZL3Z3KzvB4PLY5FXUW1bIsLliwgA899BB\\/\\/etfs7a2lh0dHYzH40wmk7bSX7Hd\\/YLQic7OTlZXV\\/PNN9\\/kD37wA956661ysVG9f9M0bZOa6iSmUC\\/qWpzaRr2p21RF1G8YBi3LknNQv\\/\\/976\\/8iKqrq4sbN26UQ1bTNAdNGtUm0nWdPp9PqjyhQsRv+fn5nDRpEhcvXsz169fzww8\\/5LFjx1hXV8fOzs4r0kAkGQwGWVNTwxdffJFf+9rXuGjRIubn59tUpbMdvF6vjWCq6ks1tO+tiOPV78TnL37xi2xubr5y9k0oFOKZM2dYUFAgH1BMbQ9W0hQWFsrf\\/X6\\/rR6v10vDMFhUVMQ1a9bw9ddfZyAQYCKRYFdX15V9ixwQkqi1tZWbNm3iHXfcwfz8fFqWJYng9Xptk5\\/OdhNSJl37KBW51KWbhx9+mPF4\\/Mq0UywW4\\/333y87UgzzBksaIVqdbhHCOeuqq67ic889x0gkQqEurkgD9BOCQG1tbfzBD34gvRMBSOlqWZZcoOxt9hl9tKdadF2X\\/aJKn1deeWX4pU0oFOKePXuk2gAurbwOljTi4Zyjg4qKCm7evJnC229YHzjDIMn29nauX7+e5eXl8hl9Pl+vyxtQbJW+itr2on+AS3bT9ddfz6amJjY3Nw9fO4bDYS5fvlx2qiBMJmwaZ50AeO+99\\/K1114b9WRRkUgkGAgE+Nprr\\/HLX\\/4yS0pKUtom\\/ZUuwCX7D7g0kBB9IQYY69evH772jMfj3Lx5sySJ+ncgk1upjheTgpMnT+ZTTz0lVdGwPOAwQ6jYTZs2SedydR0snUlIZxETfsAlVxN18s80TRYVFfHQoUMMh8ND365NTU1ctmxZj2l3oVYyQRoALC8v51tvvTVmyeIESb799tucOnWqbamgv4awIIeu67ZhvDoMF3WJhc0hfbBoNMrnnntOSgLVARpASschZ1ENXefDCeJNnjyZv\\/nNb8YNYQSEh+OKFStshBEz08DgZ9RVdVVaWsq9e\\/cObTvHYjGuXLlSdrZ4EEEEp1tib0UcJ8iinldWVsY333xz3BFGIBqNMhKJ8M4777RJCKD3HQz9LSpx7rvvvqFTUSRZXV1tkypOyZKudQ9csurVOZmqqipu27aN0Wh0XBJGIBQKsampifPnz5eTpuju7EyQpqCgQP6fl5fHXbt2Dc1LGolE+Pjjj\\/eQDOoiX7o3rYpadar9+eefH7cSxolAIMDa2lo5h6PuSBgsaYSNJEZnDz744NBIm\\/Pnz3Pu3Lm2fdXoljj9nXgSD6yqqbvuumvkOwwNM8LhMH\\/zm98QuDQFMVjSqMsTpmnS4\\/Fw+vTprKmpyWzbR6NR7tixQ15YnV10bm7r66bF8Srxpk6dyurq6qyUSYFEIsENGzYQAIuKijImaaAQyDCMzEv5aDTKb3\\/72z0YO9AZS3GcGIX95Cc\\/yRLmMqirq+Mf\\/uEfZkw9qXM26O6PO++8M7OSPhKJ8Oabb045PBY3ke5DqLOcLpeLc+fOHTXrR1cK8XicO3bsyNjoCYppIPbQ5+bm8uTJk5nrh71793LSpEmSHIOdvFOZ\\/qMf\\/SgrZdJAW1sb\\/+AP\\/kCOXsXgQby8\\/Z3ugONltyyLTzzxRGb6QiwbODe6DZQ06prI4sWLefTo0Sxh0gBJvvrqqwQuTVOk67usFuc+cbWOlStXpjXdYfR1QDKZxO7duxEIBKQr5GCghhpbvnw5KisrB1XfeIGmaRpJXnvttTh27BgAeyi3dCEEia7rMpKpcAvdvXu3LdBlb3D1dYCu6zh48GCv8eT6i1gsJqNjLl68OCN1jiesX78egUAAhmH06JN0Xmhd13t8J85ra2vD6dOn+6yjT0njcrlQX18PXdd7RLEcCNgd4DkajWLGjBljIq7ucEHTNC0Wi3HhwoX46KOP1O9BEoZh9IiD3BvUoJTRaBSmaSIej+PAgQMIh8P0eDy99kufkiYUCiEcDg9aLano7OxEWVkZCgsLM1bneMJf\\/dVfAegZXTSdPhLhb7XugNu6rstA3Jqm4ciRI30Khz4lTUtLC+LxOOLxeEaJM3PmTPh8vozVN17gdru15uZm5ubmIhgMIpFISKmRrpQBLtqUIvp6IpGQoWo\\/\\/PBDBAKBy57bp6RpbW217QcaLHRdh67rmDJlCrxe76DrG4\\/weDyYOnWqLT6yCLrdF1wul4yWDlwyjA3jovz44IMPcO7cucvX0ddFkskk3G63\\/KwSZyBDek3TZCTv\\/lr+WVyE1+vF6tWrpRoR0dFFxwtiaN0b\\/oQaAi72mRq8W6irSCQCt9uN1tZWHD58+LLXT2v0pEb\\/HixETgERXTyL\\/kPTNCxcuBBerxeGYcjkHqJdnWH44\\/G4JIrL5YJhGDAMo0eI\\/mg0Cl3Xcf78eYRCoV4lQp82jWCvdpkQ8f2Fx+OBpmk90uRkkR40TdMuXLjAwsJCNDc320iTTCZ7vIxC0pC0hegX\\/Sm2MItkIY2NjfB4PL1ev0\\/SiAsJFg8WQr01Njba1F4W\\/UNZWRkmTpyI+vp6KbXVPhJSBoAcyAAQeagkaZLJpG2+JxQK9TlX0ycLVHammhjqL0giHA7j6NGj6OrqGnR94xkzZsywJTYT0kK1dURGGDEAicfjiMViUhCoNqppmvB6vX2+zH2SRlQgbihTaGpqQl1dXcbqG4+YP39+r78JWyYWi0mbxhnVwillkskkQqEQQqHQZQcpfZJGpNfTNC0jSwmmacI0TZBEdXW1LelXFukjFovhmmuugc\\/nQygUkkNu0zSlilKNYq07LIk4xu12S5Xmdrvh9XqRTCZRVlaGCRMmSDspFfq0aXw+HyzLytjEnsrgmpqafiXoyuISTNPU9u7dy\\/z8fASDQWmjiPb1er0oLi5GcXExioqKUFRUhLy8PMyaNQsVFRXIzc1FPB5HSUkJ5s6di+LiYgSDQbjdbui6DpEgNhX6ZAJJikSfnZ2dtkmkgQgJsaIKANdddx3+8z\\/\\/E5WVldn1pwEgkUhw9+7dePfdd+H1erF48WI0NTUhJycHhYWFyM3NhcfjgdvtlrZNYWHh0K\\/3keQ111wj\\/WAy4Tnmdrs5YcIEAsic408Ww4a0xtCLFy+WLg2DhfDjuHDhArxeL7Zt24ZgMDjoerMYPqQ15L7xxhszdsHuDLHQNA2hUAj79u3Dq6++ira2tqy0GUt4\\/\\/33OWHChIzFAXaGvfD5fDxz5kxWTY0lnD9\\/PqNbKEQRIS8A8LOf\\/Sy7urqyxBkriMVi\\/Lu\\/+7uMbaEQuwXFfm6xRXTZsmX8v\\/\\/7vyxxxgJI8vnnn89IQgyx5UKNMwdc2pLxZ3\\/2Z2xqasoSZyygrq6O06ZNI3Apo4oacQmKrdKfkmpLzIoVK65YSNcsMohIJMJHH31UbqkVKkaENwX6F2oElyGNpmm85ZZbePTo0TERmHHcgiSPHDlCv99vi0uLQRrDTtKoYb5KSkp4zz338MSJE4zFYlnijEaQtIX2cm4kH0hJJWnUpFdidPXUU0+xurqaoVAoK3lGE8TWUHUZQO3gTKknEVpW\\/R0Ar7rqKq5du5bbt2+nwHC3QRYDQFdXF7\\/+9a8TsO8LVsnTn5KKNIKQhYWFKYk4ceJErl27lm+\\/\\/Tbj8ThjsRizM8ojGCR59OhRWpbVIyIWMkQatT6Px8O8vDyZeUW1e4CL8ePuuOMO\\/upXv2IikWA8Hs9KoJGIYDDIBx54QBqsYiQ1EGnjJI1IzpVqRKXGtRGfRcIun8\\/HKVOm8P777+dPf\\/pT1tbWyjQ7w99CWfQASTY1NckokWJNCt1EyMnJkVKht1BrmSpO0olrVlZW8hvf+Aa3bdvG8+fPMxwOMxaLZUl0JdHe3s5t27YRuLgcIMiRakTlDDidyZKKMM7Q8JZlcenSpXzwwQe5Z88enj9\\/XhrS2QnEYUZLSwvXr18vSZGbmyttkfz8fJtdMhSEwWVsIpfLJdMli+8Mw2B+fj6nTp3Kz372s\\/zWt77FrVu38ty5czLz3PC03DgGSZ46dYo333xzj2xmzqifzt8zVVJJGufv4h5UAqn5rWfPns3777+fzz77LA8cOMCzZ8\\/K1MRZdTYEIMlPPvmEwEVD2O\\/329LuiAieQPpx4fpTUkkal8tFj8djS2EjjlUXXdXc3VDIZFkWKysr+fWvf53btm1je3u7VGXZoX0GsuUCF9el9u3bh3Xr1uHYsWO2bRVutzutkFwDhdNHWt3ULn43TRPJZBKxWEx67afaZmyaptzPLLaxapqG3NxcTJkyBeXl5fjc5z6HqqoqVFVVoaCgAC6XC5ZlZR3jBwKSfOmll+RKuFpE2NHhGD0Bl9Lweb1eW7JUtQh1pYaPVxNNpErQJfx\\/LMvi9ddfz0cffZSvvfYajx8\\/zubmZnZ2dg5vtraxAJL88MMP5VBcqCPhOzMc6qk39wwxLSCSs6rnq\\/87JymdETTFC+C0kcrLy3nrrbdy48aNPHTokLSHsgutaYAkt2zZwtmzZ8sGFTPHTvtBTOTB0UF9EeBKllQkVYvP56NlWSwvL+ftt9\\/O733ve3zjjTd47ty5rFF9OZDku+++ywULFkgyQGn4vLw8W0JOn89nUw2jmTTAxSUQdb4qNzeXq1at4pNPPsm3336bR44cYSAQyJLIiXA4zHA4zNWrV0ux7\\/V6betVOTk5PdwhxgJpxHGqg5oouq6zoKCAS5cu5VNPPcWDBw8yFAoxkUjwcoGExg2CwSAjkQg3btxoSwZWWlqaMseCsBdGM2n8fn+PpRPDMGhZlrTtRD0i1eD06dO5bt06bty4kQ0NDezs7MxKoWg0yv3793Pu3Lm2xszNzaVlWbYkY6OdNOI4kRjWOWJUk8U6ny83N5cLFizgo48+yu3bt\\/PUqVPs6uoa+uSkIxWtra28cOECv\\/Od7\\/QYluu6PuBk8MNd+iJNTk5OD6KkyomlaRo9Hg+9Xq\\/M9OZcoyssLOTDDz\\/M48ePU0Xme2cEQwxBT5w4wS9\\/+cuygdT83qOdNOIYt9ttWzgVbhy9PZMgjSCd6nICgLNmzeLf\\/u3f8tChQ2xtbR1\\/5InH4+zs7OSvfvUrLlmyhKZpShtntJPGec9i3U39Xtgy6qiytwlIMUGJ7pdq9uzZ\\/Pa3v82PP\\/6YsVhs\\/C2yCr+cl19+WW77VbfDpGpU1fZRRb06UlHzWMPR2eiDFFe69EVI8fxFRUV86KGHWFNTw2g0ymAwOL7IE4\\/Hefz4cW7fvp033XSTbVhumqaczVVHJaZpyjfwcoRQ84ePhpKuFBOqvLS0lA8\\/\\/DAPHjwoF1Yz2TcjHiQZj8e5c+dOPvDAA5w+fXqPRhUSRSWQy+Wi3++naZr0er0pRy3CpnDWN9JKOqRRXwLxTBUVFXzkkUdYX18\\/Ph3LAoEAg8Ega2pq+N3vfpdVVVXSFxgOAglHq1T+OkKFjQa1pN7z5Yr6nGLJQj3\\/hhtu4JYtW8bnSEsgHA4zHo9z\\/\\/79fOKJJ7ho0SK5IOokkmEYNtfTVN57I72kI2mc9p7H42Fubq6NVGvXruWpU6fGL3EEkskkz5w5w82bN\\/O+++7jkiVLWF5eLhuzN689UTKxI3SoSzqjM3XXR3FxsfxfOLyJl2ratGn85S9\\/yWQyOf5GWU4kEgkK+2f\\/\\/v38f\\/\\/v\\/\\/G6664jAKmqxAq6c1UdQ9jhmSh9EUa1y4QEFfM76nfir2EYfOihh9jY2JiVOipIMplMsq2tjb\\/97W\\/5yCOPcObMmbJxneQZySUd9aQuRahO++J7McMsjjEMg3fddRd37NiRESN5zLkpdnZ20u12o62tDQcOHMB7772H\\/fv349ixY2hsbEQ0GkUkEpEh+zVHNhLgUooikTNJuI+KxBVat4upOE9kqonH47aURM7ztQxmsukLzmfJz89HQUEBfvKTn2DJkiXIzc0dc32fEUQiETmKOHHiBLdu3cr77ruPN910E\\/Pz8wlctHP8fn9KSaROIIrlDjUBupgDUtWeZVm91jUc6lEYyc5Ro1jrqqio4LvvvsuOjo6sqkoHYoclSXZ2dvKDDz7gk08+ydtuu43l5eXSUBZuoV6vt1e1JkjgVAOpjnOqi6EszvtNdf\\/5+fncuXPngGeRx72IEtMZtbW1OHnyJA4fPowDBw5g9+7dOHXqFADIhFnRaNSWYVYkndC6c0iKhCPOLLTd1xn2Z9O6UxECkMkzxP1Mnz4dGzZswMqVK+Hz+frFgz4Taox1aJp9D0w4HGYymURjYyM++ugjbN++Hbt27cKxY8dsybYAyG0uokM8Hg8SiYTMYe7MWqMmHB0qqEnehX2lfna5XDBNE6dOncLf\\/M3fwOfz9ZmHO4t+QPVhaWhoYHV1NTdu3MgvfOELLC4upmmazM3NTXvycDhUlOqc71RNYmuPuJecnBzm5ubynXfe6ddwPMuufiISiTAUCqGlpQXHjx\\/H+++\\/j127duHEiRMIhUKIRCJoa2uT+bLFBrwrkeRVHUEJVRWLxWAYhk1iXn311fjpT3+KT3\\/600OfoSWLS9Lo5MmT\\/OUvf8m7776bCxYskG+0c8svhljSOA1z4SWgfgdcmgQVv91zzz3ZPVpXAiRlCNuWlha+8sorvPvuuzlx4kRbh4oRldqZaoAmMWROtZqdCSe1VCv+paWl\\/N73vpedNb7SIMlIJMKjR4\\/yF7\\/4BR9\\/\\/HHedNNNnDRpkvQPUnd8porxoxKnsLBw0KRxOrYVFhbKa0ydOpV79uzJEmekQKix9vZ27tq1i4888ghnzJjRQ62IqBXqUoGIbiGOG6ykEe6m6Caoeq01a9Zk1dRIRCAQYDgcZiQS4d69e\\/nNb37T5nCmShqnj3AmSGMYhm2l3OVy0efzyZ0RW7duHX\\/uo6MJ8XickUiE\\/\\/u\\/\\/8vNmzdz2bJlsiMnTZokOzZT25bVc4SqEmoS3VLo05\\/+dFZFjRYkk0lGo1H++Mc\\/5uLFi22EESOhTJLG4\\/FIe0YQSEi5TZs2ZYkzmiD8hf7jP\\/6DN9xwg+zITG1bFvaRuoNDbB1GN4GmTp2a3Vs+GiGG7k899ZSUCJmyaYBL+6oA+9YgsZL\\/+uuvZ6XNaEUikeCmTZtkchF1zsbtdttGP2KeZ6CEUlflb775ZnZ1dWVJM1pBkmfOnOG9994rpYQ6yhJbeAZLGrVUVFRwy5YtjEajWeKMVpBkNBrlM888Y\\/PRycvLkwQaLGmcs9T3339\\/VkWNBcRiMT755JNSTYmRFTJIGmF0L1q0KLuTYayAJP\\/hH\\/7BFlkik+pJDPMLCgp44MABG2nGvRPWaIWmaVoikWBdXR1efPFFhEIhGQN5kPWCJKLRKDRNQ1tbG15\\/\\/XUEAgH6\\/f6s28RoB3kxr+jMmTPp8Xhsq+SDUU+qMz0ALl++fGjmbNgLMn6hLGyIRCL8+c9\\/3mPL7mDUk3MnanFxMcPhsOzLPtWT6Hh2h3wPh8Oor69HQ0MDwuEwQqEQGhoa8PTTT6OjowOBQACnT5\\/GhAkTsGbNGpBk1hts6GBZlkaSO3fuxAsvvGDblyV8knNyctDV1ZX2vivVqw8AIpEIGhoa5GcDgAhrBgCora1FR0cH2tvb0dnZieeeew719fVoa2tDPB5HLBbDmTNncPLkSTQ2NiIYDEKcaxgGTNNEMBhEfn4+ampqsHz58ow0ThaXx91334033ngDjY2NcLlciEaj8jfxf7qkUR3RSSISieDs2bP2g7q6uvjggw9y1qxZPTZYCZdA4UmmbgNNlcHEuSA2biNTDjNI8otf\\/KItx4OzP9LZmqxGFzMMQy4v\\/OxnP5Pmhktc9PDhwzh27BhM07RlNkkmk7LEYjG5pVXs9XG5XPJ\\/Xdfh9XoBXMxoYlmWTaxlMbRYvXq17CsAPaRKOs7tou\\/VrTAAcPTo0UvbkAGgp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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"203.67","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":107.46,"width_of_line_2":204.3,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":11,"perimeter_of_sign":129.02,"nested_area":59.15,"occupied_area":27.1,"avg_char_height":"Greater than 24 inches","width_of_sign":"203.67","width_of_smaller_line":107.46,"other_dimension_of_sign":77.07,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1430}},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"17.0459"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"261.355458"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"4.06413"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"28.6153458"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":23.712500000000002},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":230.181042},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"4.732"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"226.01215"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"1.485"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"7.6615"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0125429128396},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":12.542912839600001},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0009961990891666668},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.9961990891666668},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.009502206696666668},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":9.502206696666667},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.019529340306667"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"19.529340306667"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00947820874"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"9.47820874"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0126909068"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"12.6909068"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.0010126077866667"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"1.0126077866667"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":13.150476451753406},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":44.3625},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"44.954"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"7.6909037180295"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":928.7308545105205,"totalDenseWeight_before_formula":105.22818610028828},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1021.6039399615727},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":11,"totalDenseWeight":115.75100471031712},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":11,"sign_depth":"1"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":22.89,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":25.39,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":28.61,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":28.61,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":27.18,"height":31.83,"depth":"1"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":24.5,"height":31.83,"depth":"1"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":27,"height":31.83,"depth":"1"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":22.89,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":24.14,"height":31.29,"depth":"1"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":19.31,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:13] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":23.25,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 12:03:13"} 
[2026-04-07 12:03:14] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775563394_a8bccc11ed186312238ee61b5a4b717e","bins_packed":[{"bin_data":{"w":28.91,"h":32.13,"d":14.3,"id":"unique","used_space":85.1848,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":32.13,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/806de861e3c3c195c013c655f0535ce4/1775563394-716-1266307.svg","items":[{"id":"item-3","w":28.91,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/806de861e3c3c195c013c655f0535ce4/1775563394-7151-2429396.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":28.91,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/806de861e3c3c195c013c655f0535ce4/1775563394-7153-7866051.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":25.69,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/806de861e3c3c195c013c655f0535ce4/1775563394-7154-8083831.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-11","w":23.55,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/806de861e3c3c195c013c655f0535ce4/1775563394-7154-2386077.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":23.19,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/806de861e3c3c195c013c655f0535ce4/1775563394-7155-8714426.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":23.19,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/806de861e3c3c195c013c655f0535ce4/1775563394-7155-8919559.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-10","w":19.61,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/806de861e3c3c195c013c655f0535ce4/1775563394-7156-7040326.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-9","w":24.44,"h":31.59,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/806de861e3c3c195c013c655f0535ce4/1775563394-7157-2578343.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":27.48,"h":32.13,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/806de861e3c3c195c013c655f0535ce4/1775563394-7157-1350187.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":27.3,"h":32.13,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/806de861e3c3c195c013c655f0535ce4/1775563394-7158-5078427.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":24.8,"h":32.13,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/806de861e3c3c195c013c655f0535ce4/1775563394-7159-2733493.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-07 12:03:14"} 
[2026-04-07 12:03:14] local.INFO: Box added from packed bin {"data":{"length":14.3,"width":28.91,"height":32.13,"denseWeight":115.75100471031712},"timestamp":"2026-04-07 12:03:14"} 
[2026-04-07 12:03:15] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":16.3,"width":30.91,"height":34.38},"quantity":1,"denseWeight":115.75100471031712}],"cheapestShippingCost":1251.8448662553142,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":16.3,"width":30.91,"height":34.38},"denseWeight":115.75100471031712,"volumetricWeight":57,"higherWeight":115.75100471031712,"quantity":1}],"totalHigherWeight":115.75100471031712,"DS":0,"rate":1512.9957521290828,"tariffAndDS":1512.9957521290828,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2624.9803507329334,"totalShipmentCostFormula":"((tariffAndDS (1512.9957521291) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2624.98","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":16.3,"width":30.91,"height":34.38},"denseWeight":115.75100471031712,"volumetricWeight":57,"higherWeight":115.75100471031712,"quantity":1}],"totalHigherWeight":115.75100471031712,"DS":0,"rate":847.4073544795214,"tariffAndDS":847.4073544795214,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1551.7856183627803,"totalShipmentCostFormula":"((tariffAndDS (847.40735447952) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1551.79","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":16.3,"width":30.91,"height":34.38},"denseWeight":115.75100471031712,"volumetricWeight":57,"higherWeight":115.75100471031712,"quantity":1}],"totalHigherWeight":115.75100471031712,"DS":0,"rate":1136.8448662553142,"tariffAndDS":1136.8448662553142,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1251.8448662553142,"totalShipmentCostFormula":"(((tariffAndDS (1136.8448662553) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1251.8448662553","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":16.3,"width":30.91,"height":34.38},"denseWeight":115.75100471031712,"volumetricWeight":57,"higherWeight":115.75100471031712,"quantity":1}],"totalHigherWeight":115.75100471031712,"DS":0,"rate":752.3815306170612,"tariffAndDS":752.3815306170612,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1398.5659799669495,"totalShipmentCostFormula":"((tariffAndDS (752.38153061706) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1398.57","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":16.3,"width":30.91,"height":34.38},"denseWeight":115.75100471031712,"volumetricWeight":57,"higherWeight":115.75100471031712,"quantity":1}],"totalHigherWeight":115.75100471031712,"DS":0,"rate":1178.3452279510282,"tariffAndDS":1178.3452279510282,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2009.314282702093,"totalShipmentCostFormula":"(( tariffAndDS (1178.345227951) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 2009.3142827021","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS 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[2026-04-07 12:03:15] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 12:03:15"} 
[2026-04-07 12:03:15] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 12:03:15"} 
[2026-04-07 12:03:15] local.INFO: Final API Response {"data":{"sign_width":"203.67","sign_height":77.07,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":44.954,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":7.6909037180295,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":115.75100471031712,"result":1021.6039399615727,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"203.67","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":107.46,"width_of_line_2":204.3,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":11,"perimeter_of_sign":129.02,"nested_area":59.15,"occupied_area":27.1,"avg_char_height":"Greater than 24 inches","width_of_sign":"203.67","width_of_smaller_line":107.46,"other_dimension_of_sign":77.07,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1430},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1430},"timestamp":"2026-04-07 12:03:15"} 
[2026-04-07 12:03:15] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 12:03:15"} 
[2026-04-07 12:03:16] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":77.07,"sign_width":"203.67","dimensions":[{"id":"34295909-401a-4c11-a3f8-feb388c5a8d0","height":30.76,"width":22.89},{"id":"42bacbbc-45ac-4b1b-89c6-8b16094b1801","height":30.76,"width":25.39},{"id":"5078d041-5545-4b43-858e-7181713d2abc","height":30.76,"width":28.61},{"id":"1ff81904-028d-4cd0-a13e-3e83f193af46","height":30.76,"width":28.61},{"id":"4afb7d8d-f774-49d2-b62d-25a5aa09dcc3","height":31.83,"width":27.18},{"id":"cb62da72-2575-40c6-bc1e-7ceecb91add8","height":31.83,"width":24.5},{"id":"729d4215-4114-4b07-890e-81401f7faab1","height":31.83,"width":27},{"id":"7489fe9a-50a3-4dc8-b4d0-25e9ec6aef63","height":30.76,"width":22.89},{"id":"298f8c91-d478-4776-8918-76f8f07261d7","height":31.29,"width":24.14},{"id":"a7c1cda5-b77b-4517-ad8d-9bd4dbdbc33e","height":30.76,"width":19.31},{"id":"6c8fbcc6-081f-4d5f-93b1-ea8a91f3d992","height":30.76,"width":23.25}]},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":77.07,"sign_width":"203.67","dimensions":[{"id":"34295909-401a-4c11-a3f8-feb388c5a8d0","height":30.76,"width":22.89},{"id":"42bacbbc-45ac-4b1b-89c6-8b16094b1801","height":30.76,"width":25.39},{"id":"5078d041-5545-4b43-858e-7181713d2abc","height":30.76,"width":28.61},{"id":"1ff81904-028d-4cd0-a13e-3e83f193af46","height":30.76,"width":28.61},{"id":"4afb7d8d-f774-49d2-b62d-25a5aa09dcc3","height":31.83,"width":27.18},{"id":"cb62da72-2575-40c6-bc1e-7ceecb91add8","height":31.83,"width":24.5},{"id":"729d4215-4114-4b07-890e-81401f7faab1","height":31.83,"width":27},{"id":"7489fe9a-50a3-4dc8-b4d0-25e9ec6aef63","height":30.76,"width":22.89},{"id":"298f8c91-d478-4776-8918-76f8f07261d7","height":31.29,"width":24.14},{"id":"a7c1cda5-b77b-4517-ad8d-9bd4dbdbc33e","height":30.76,"width":19.31},{"id":"6c8fbcc6-081f-4d5f-93b1-ea8a91f3d992","height":30.76,"width":23.25}]}},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"34295909-401a-4c11-a3f8-feb388c5a8d0","height":30.76,"width":22.89},{"id":"42bacbbc-45ac-4b1b-89c6-8b16094b1801","height":30.76,"width":25.39},{"id":"5078d041-5545-4b43-858e-7181713d2abc","height":30.76,"width":28.61},{"id":"1ff81904-028d-4cd0-a13e-3e83f193af46","height":30.76,"width":28.61},{"id":"4afb7d8d-f774-49d2-b62d-25a5aa09dcc3","height":31.83,"width":27.18},{"id":"cb62da72-2575-40c6-bc1e-7ceecb91add8","height":31.83,"width":24.5},{"id":"729d4215-4114-4b07-890e-81401f7faab1","height":31.83,"width":27},{"id":"7489fe9a-50a3-4dc8-b4d0-25e9ec6aef63","height":30.76,"width":22.89},{"id":"298f8c91-d478-4776-8918-76f8f07261d7","height":31.29,"width":24.14},{"id":"a7c1cda5-b77b-4517-ad8d-9bd4dbdbc33e","height":30.76,"width":19.31},{"id":"6c8fbcc6-081f-4d5f-93b1-ea8a91f3d992","height":30.76,"width":23.25}],"sign_height_raw":77.07,"sign_width_raw":"203.67"},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":78.0,"sign_width":204.0,"tax_factor":0.0887},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Dimension Calculation {"data":{"dim_id":"34295909-401a-4c11-a3f8-feb388c5a8d0","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Dimension Calculation {"data":{"dim_id":"42bacbbc-45ac-4b1b-89c6-8b16094b1801","height":30.76,"width":25.39,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Dimension Calculation {"data":{"dim_id":"5078d041-5545-4b43-858e-7181713d2abc","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Dimension Calculation {"data":{"dim_id":"1ff81904-028d-4cd0-a13e-3e83f193af46","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Dimension Calculation {"data":{"dim_id":"4afb7d8d-f774-49d2-b62d-25a5aa09dcc3","height":31.83,"width":27.18,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Dimension Calculation {"data":{"dim_id":"cb62da72-2575-40c6-bc1e-7ceecb91add8","height":31.83,"width":24.5,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Dimension Calculation {"data":{"dim_id":"729d4215-4114-4b07-890e-81401f7faab1","height":31.83,"width":27,"ceilHeight":32.0,"ceilWidth":27.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Dimension Calculation {"data":{"dim_id":"7489fe9a-50a3-4dc8-b4d0-25e9ec6aef63","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Dimension Calculation {"data":{"dim_id":"298f8c91-d478-4776-8918-76f8f07261d7","height":31.29,"width":24.14,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Dimension Calculation {"data":{"dim_id":"a7c1cda5-b77b-4517-ad8d-9bd4dbdbc33e","height":30.76,"width":19.31,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Dimension Calculation {"data":{"dim_id":"6c8fbcc6-081f-4d5f-93b1-ea8a91f3d992","height":30.76,"width":23.25,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":11,"baseProductionCost":4380,"result":[{"id":"34295909-401a-4c11-a3f8-feb388c5a8d0","height":30.76,"width":22.89,"depth":2,"price":392},{"id":"42bacbbc-45ac-4b1b-89c6-8b16094b1801","height":30.76,"width":25.39,"depth":2,"price":392},{"id":"5078d041-5545-4b43-858e-7181713d2abc","height":30.76,"width":28.61,"depth":2,"price":392},{"id":"1ff81904-028d-4cd0-a13e-3e83f193af46","height":30.76,"width":28.61,"depth":2,"price":392},{"id":"4afb7d8d-f774-49d2-b62d-25a5aa09dcc3","height":31.83,"width":27.18,"depth":2,"price":409},{"id":"cb62da72-2575-40c6-bc1e-7ceecb91add8","height":31.83,"width":24.5,"depth":2,"price":409},{"id":"729d4215-4114-4b07-890e-81401f7faab1","height":31.83,"width":27,"depth":2,"price":409},{"id":"7489fe9a-50a3-4dc8-b4d0-25e9ec6aef63","height":30.76,"width":22.89,"depth":2,"price":392},{"id":"298f8c91-d478-4776-8918-76f8f07261d7","height":31.29,"width":24.14,"depth":2,"price":409},{"id":"a7c1cda5-b77b-4517-ad8d-9bd4dbdbc33e","height":30.76,"width":19.31,"depth":2,"price":392},{"id":"6c8fbcc6-081f-4d5f-93b1-ea8a91f3d992","height":30.76,"width":23.25,"depth":2,"price":392}]},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":78.0},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":4.0,"PSUCost":197.96},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Total Production Cost and Tax {"data":{"productionCost":4577.96,"taxFactor":0.0887,"tax":406.065052},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Box Calculation Details {"data":{"breadth":84.0,"boxDepth":8,"oneBoxCapacity":-25.0,"noOfBoxes":-8.0,"noOfFullBoxes":-9.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-25.0,"widthOfHalfBox":-21.0},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":754.1870503597122,"shippingWeightInKG":342.0349434737924},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":342.0349434737924,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":13,"min":"321","max":"390","rate":"300","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":300,"defaultShippingRate":null},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":4380,"PSUCost":197.96,"tax":406.065052,"shippingRate":300,"miscellaenous":0,"signPrice":5284.025052},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"203.67","sign_height":77.07,"sign_depth":2,"totalCost":5284.025052,"TATDays":7,"baseProductionCost":4380,"productionCost":4577.96,"PSUCost":197.96,"tax":406.065052,"shippingCost":300,"uniqueReturns_count":2,"objects_count":11},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"34295909-401a-4c11-a3f8-feb388c5a8d0","height":30.76,"width":22.89},{"id":"42bacbbc-45ac-4b1b-89c6-8b16094b1801","height":30.76,"width":25.39},{"id":"5078d041-5545-4b43-858e-7181713d2abc","height":30.76,"width":28.61},{"id":"1ff81904-028d-4cd0-a13e-3e83f193af46","height":30.76,"width":28.61},{"id":"4afb7d8d-f774-49d2-b62d-25a5aa09dcc3","height":31.83,"width":27.18},{"id":"cb62da72-2575-40c6-bc1e-7ceecb91add8","height":31.83,"width":24.5},{"id":"729d4215-4114-4b07-890e-81401f7faab1","height":31.83,"width":27},{"id":"7489fe9a-50a3-4dc8-b4d0-25e9ec6aef63","height":30.76,"width":22.89},{"id":"298f8c91-d478-4776-8918-76f8f07261d7","height":31.29,"width":24.14},{"id":"a7c1cda5-b77b-4517-ad8d-9bd4dbdbc33e","height":30.76,"width":19.31},{"id":"6c8fbcc6-081f-4d5f-93b1-ea8a91f3d992","height":30.76,"width":23.25}],"sign_height_raw":77.07,"sign_width_raw":"203.67"},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":78.0,"sign_width":204.0,"tax_factor":0.0887},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Dimension Calculation {"data":{"dim_id":"34295909-401a-4c11-a3f8-feb388c5a8d0","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Dimension Calculation {"data":{"dim_id":"42bacbbc-45ac-4b1b-89c6-8b16094b1801","height":30.76,"width":25.39,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Dimension Calculation {"data":{"dim_id":"5078d041-5545-4b43-858e-7181713d2abc","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Dimension Calculation {"data":{"dim_id":"1ff81904-028d-4cd0-a13e-3e83f193af46","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Dimension Calculation {"data":{"dim_id":"4afb7d8d-f774-49d2-b62d-25a5aa09dcc3","height":31.83,"width":27.18,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Dimension Calculation {"data":{"dim_id":"cb62da72-2575-40c6-bc1e-7ceecb91add8","height":31.83,"width":24.5,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Dimension Calculation {"data":{"dim_id":"729d4215-4114-4b07-890e-81401f7faab1","height":31.83,"width":27,"ceilHeight":32.0,"ceilWidth":27.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Dimension Calculation {"data":{"dim_id":"7489fe9a-50a3-4dc8-b4d0-25e9ec6aef63","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Dimension Calculation {"data":{"dim_id":"298f8c91-d478-4776-8918-76f8f07261d7","height":31.29,"width":24.14,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Dimension Calculation {"data":{"dim_id":"a7c1cda5-b77b-4517-ad8d-9bd4dbdbc33e","height":30.76,"width":19.31,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Dimension Calculation {"data":{"dim_id":"6c8fbcc6-081f-4d5f-93b1-ea8a91f3d992","height":30.76,"width":23.25,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":11,"baseProductionCost":4600,"result":[{"id":"34295909-401a-4c11-a3f8-feb388c5a8d0","height":30.76,"width":22.89,"depth":3,"price":412},{"id":"42bacbbc-45ac-4b1b-89c6-8b16094b1801","height":30.76,"width":25.39,"depth":3,"price":412},{"id":"5078d041-5545-4b43-858e-7181713d2abc","height":30.76,"width":28.61,"depth":3,"price":412},{"id":"1ff81904-028d-4cd0-a13e-3e83f193af46","height":30.76,"width":28.61,"depth":3,"price":412},{"id":"4afb7d8d-f774-49d2-b62d-25a5aa09dcc3","height":31.83,"width":27.18,"depth":3,"price":429},{"id":"cb62da72-2575-40c6-bc1e-7ceecb91add8","height":31.83,"width":24.5,"depth":3,"price":429},{"id":"729d4215-4114-4b07-890e-81401f7faab1","height":31.83,"width":27,"depth":3,"price":429},{"id":"7489fe9a-50a3-4dc8-b4d0-25e9ec6aef63","height":30.76,"width":22.89,"depth":3,"price":412},{"id":"298f8c91-d478-4776-8918-76f8f07261d7","height":31.29,"width":24.14,"depth":3,"price":429},{"id":"a7c1cda5-b77b-4517-ad8d-9bd4dbdbc33e","height":30.76,"width":19.31,"depth":3,"price":412},{"id":"6c8fbcc6-081f-4d5f-93b1-ea8a91f3d992","height":30.76,"width":23.25,"depth":3,"price":412}]},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":78.0},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":4.0,"PSUCost":197.96},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Total Production Cost and Tax {"data":{"productionCost":4797.96,"taxFactor":0.0887,"tax":425.579052},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Box Calculation Details {"data":{"breadth":84.0,"boxDepth":8,"oneBoxCapacity":-25.0,"noOfBoxes":-8.0,"noOfFullBoxes":-9.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-25.0,"widthOfHalfBox":-21.0},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":754.1870503597122,"shippingWeightInKG":342.0349434737924},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":342.0349434737924,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":13,"min":"321","max":"390","rate":"300","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":300,"defaultShippingRate":null},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":4600,"PSUCost":197.96,"tax":425.579052,"shippingRate":300,"miscellaenous":0,"signPrice":5523.539052},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"203.67","sign_height":77.07,"sign_depth":3,"totalCost":5523.539052,"TATDays":7,"baseProductionCost":4600,"productionCost":4797.96,"PSUCost":197.96,"tax":425.579052,"shippingCost":300,"uniqueReturns_count":2,"objects_count":11},"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:16] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 12:03:16"} 
[2026-04-07 12:03:17] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":77.07,"sign_width":"203.67","shipping_weight":115.75100471031712,"shape":"rectangular","dimensions":[{"id":"34295909-401a-4c11-a3f8-feb388c5a8d0","height":30.76,"width":22.89},{"id":"42bacbbc-45ac-4b1b-89c6-8b16094b1801","height":30.76,"width":25.39},{"id":"5078d041-5545-4b43-858e-7181713d2abc","height":30.76,"width":28.61},{"id":"1ff81904-028d-4cd0-a13e-3e83f193af46","height":30.76,"width":28.61},{"id":"4afb7d8d-f774-49d2-b62d-25a5aa09dcc3","height":31.83,"width":27.18},{"id":"cb62da72-2575-40c6-bc1e-7ceecb91add8","height":31.83,"width":24.5},{"id":"729d4215-4114-4b07-890e-81401f7faab1","height":31.83,"width":27},{"id":"7489fe9a-50a3-4dc8-b4d0-25e9ec6aef63","height":30.76,"width":22.89},{"id":"298f8c91-d478-4776-8918-76f8f07261d7","height":31.29,"width":24.14},{"id":"a7c1cda5-b77b-4517-ad8d-9bd4dbdbc33e","height":30.76,"width":19.31},{"id":"6c8fbcc6-081f-4d5f-93b1-ea8a91f3d992","height":30.76,"width":23.25}]}},"timestamp":"2026-04-07 12:03:17"} 
[2026-04-07 12:03:17] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 12:03:17"} 
[2026-04-07 12:03:17] local.INFO: Input Parameters {"data":{"dimensions_count":11,"shape":"rectangular"},"timestamp":"2026-04-07 12:03:17"} 
[2026-04-07 12:03:17] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 12:03:17"} 
[2026-04-07 12:03:17] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 12:03:17"} 
[2026-04-07 12:03:17] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 12:03:17"} 
[2026-04-07 12:03:17] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 12:03:17"} 
[2026-04-07 12:03:17] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 12:03:17"} 
[2026-04-07 12:03:17] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 12:03:17"} 
[2026-04-07 12:03:17] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":2394.7000000000003,"dimensions_count":11},"timestamp":"2026-04-07 12:03:17"} 
[2026-04-07 12:56:35] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"164","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpA6B8.tmp"}},"file_present":true},"timestamp":"2026-04-07 12:56:35"} 
[2026-04-07 12:56:35] local.INFO: Validation Passed {"data":{"sign_width_or_height":"164","user_input_dimension":"width"},"timestamp":"2026-04-07 12:56:35"} 
[2026-04-07 12:56:38] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":7},"timestamp":"2026-04-07 12:56:38"} 
[2026-04-07 12:56:38] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":7},"timestamp":"2026-04-07 12:56:38"} 
[2026-04-07 12:56:38] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":7},"timestamp":"2026-04-07 12:56:38"} 
[2026-04-07 12:56:38] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":7},"timestamp":"2026-04-07 12:56:38"} 
[2026-04-07 12:56:38] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"164"},"timestamp":"2026-04-07 12:56:38"} 
[2026-04-07 12:56:38] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"164","file_size":23430},"timestamp":"2026-04-07 12:56:38"} 
[2026-04-07 12:56:38] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":7,"objects":[{"index":0,"position":{"x":752,"y":49,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":167.74,"bounding_box_area":441,"exact_perimeter":113.64,"approximate_perimeter":107.74,"convex_hull_perimeter":82.13,"perimeter_pixels":648.607214462437,"original_contour_points":275,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1632,"perimeter_to_area_ratio":0.6775},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}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VVVVVR2OAJh8N08803k6Zp5DiO2FiMeVHKO4hOAWzbNpmmSSdOnKDDhw/n3Z8nsZs3bxa5sJqmnbY6VhSFFEURoK5du1ZYcKZpkuu6VFFRcVrPnmjEbR3quuu6pOs63XTTTeS6LhmGIQQmd5OxoYg1G88iHMehbDZLAwMD9NxzzxHgN699wGazWTp8+DDpuk62bYveMVqKRqO0YMEC8VyiU+MSJuhapHKSvNXfxz72MSEs5eLv1q1bRcI6k+/J7e3tdODAAfHCcr24qamJLrnkEiIa7KHc+wCMbB42BeiSSy4h13XJ87whJX2k9Nprr+X5AwRyjuNgx44ddOjQIcH4cjH9vPPOo0WLFhGRX215nle2zjPRiXl52WWXic88No+W0uk09fX1+a4JrmqaRtu3b6d0Oi2ALddUZOHChRSLxYho0BhjMLnXTnXCye36iIiWL19O9fX1Ze3QhmHQe++957vme/rbb78txr1AIFC28e/8888nosGOwkYDW5FnA7EhSkQ0b948am5uLmvbHceh119/3WdAiae7rksdHR3kuq6wZMtF8+bNG3yZJKkAyjZHnizkeR5FIhGaM2eOmOuWQ2MBoDfeeIOSyaS4JoBNpVL00UcfDV5UVbFMsBwvbmhoEOOp67pkWZZ47lRyUBQjXppZWVlZVsExTZM6OzvpxIkT4poA9s033yTLssT+vyOJPsgvICLhLgNALS0tFAqFfHsK5+70PdUpnU4T0SnHTG1treBVOYY7z/Ooo6OD3n33XXFNuJW6urqERI30hbkLkuWFz/PmzSPTNEWjWBuwGnJdd9KDW4xXoVCIiE5pp0WLFlE2m6VIJELZbLZkJ8VQZNs2pVIpOnr0qLimnqwY2trahJRxZUsFdyi1GgqFqLa2VsQfiQaBZYlmo4KnQJO1yC7EQoWZz+2dM2cOEVFZQGWyLIsOHjwoDCidX7Bnz568gHGpJAMqbx/Anqx4PE6maQr1zgYav2eqT3l4lpFMJikWi9GRI0eorq6uoPP+dIj5KPuMdSKi3t5e2r9/vwCIreJSwZUNAdna9TyP3nnnHVqzZg3puk6apglNUC6vy0SgYu3IZDIUCoVIURSKxWK0Y8cOYaiGQiExBp8uMU5yRxHAHj9+XAA0UoazOmJXGVvUrutSV1cXdXV15Xmccn8/malY/dkgDYfDwvUXDAYpk8mUJebN/E8kEqfeSUSUTCaF1crjLPeCUtRyrjplw4glP3cynvvMqR4IYN6ycRkOh338GS3xsMahQKKTwPKYxzfJL5Mt5eGIfyOrcZZS+Xm5vXuyS2upZBgGWZYl/jLIgUBg1MfLMD7JZFJoBJ2IqL+/X+h5lrCR9iS+X/5doWfkSudUl1YmlqRcK7gcZwaxBkylUkJQVKLBwX0o1Xi2hdWmCqlEgyLMkirHSOV57TRNLsoDlig/v2aaJh+pRKdcgLIhM5XmmWcjqUT+cBpTuaL703RmSCU6FXVgs5kldRrYyUsqUX7usAzstDqenKQTDS+ZQ30nBwzkfGHDMCiVSpHneb69fuXfFHv2NPmpmHDJETn2R4w+zZ8GMwISiQRls1mf7zN3LctQQE5b38NTMV8Cb9JdUVFBNTU1g9fK8WI+fdkwDBFz1HWdXNf1HeQ7lMROO0GGp2KJCJzkcPz4ceHJKguwiqKQaZrkOM5pBY4newbFWFMxX300GiUAVFlZSYFAgIjKCKxlWULyIpEI2bZN2WxWxGD5Ppn4+tmU0HY6VKzj27ZNmUyGjhw5IhLaygYsG1GKolAymSQAFI1G6eKLLxZhJb6XyD/gcy+bpsJULHG/q6uLGhsb6aKLLqLKykoiKhOwctiPaBC8+vp6+spXvkI/+clPfPmzhYCdto6Hp2ISa1mWOGGET/4oC7C6rgtwDMMg27apv7+f+vv7uWLTk+FxJpWIaMaMGaJXABAOi+EWTbGkcSoMr/ssFEyepvEnlWhwHqqqasHV66WoyaFckF1dXdNTmTNEKtGgFSu7D2WASnEp5q6e478n81zHot7TVISEr1hebT6alXCcU6yqKh0/fnx6jnqGSCUaTIWcOXOmuCgDW4oq5XtyV6inUqlpiT1DpBIRVVdX0wUXXODLoBhtVAcAZTIZ6uzsHH0tp2nEpBIRxWIxWrJkCSmKQrqun5bBI+cKc5ZjOp2m3bt3l7fG01QSqUSDE+DZs2fnZVAQlRZ5kT1LRP7A/YEDB6jQlnDTNE60fft2sU8f7/eXe2DSUEXeuFGR9vyrqqrCsmXL0N/fPw3sOJMQx1mzZlEgECBFUcSeQaVGamSXIe9GRkQUj8eps7Nz1IuOpmkUxFvZ8q7X/LfU467lDZXlzasVRcHOnTunJXacSUisqqrU3NwsxlnZrViMeIERE89j+btdu3blbQk3TWNLPsvoggsuEPv+jcTPO1SEht2UW7duHX1Np2lE5AN2+fLlYgNL3tK2VA9UbmiOt7uxbZt27drl2/jibCdg8NAl+S9Tud4hvP6Koijvvvsumpub6cCBA0REQnpH4n0iIrF168lGUGdnJz3zzDPkeR5UVT2rQ3jxeBxPPvkkbdiwgRobG6mhoYFmzpxJDQ0NNG/ePNq2bRuamprE3h28WfXJ/Y1L5p3vRsdxcO2119LLL788og0sc7cO4t2vOTvCsiy6/PLLacuWLaSc5YnKlmVh5cqVtH37dqHlmG+maVI0GqXa2lqqr6+n2tpaqqiooFmzZlFdXR3NnTuX6uvrqaqqiqqqqqimpoai0SgvpB6ar9lsFj/+8Y+FJVzqSVjFCs+H29vby6puJhul02ls3bpVnANQ6HCloYp8XyAQQHNzM9asWYM77rgDGzduxDPPPIOBgYGhefv888+P6ozYQoWBXb9+/VkNLABcf/31IBo8yaPUqaSiKNA0DYZh5P2Grzc3N+Oll14amrednZ1oaGgY8Ty2WNE0Dbquo7Oz86wE1rZtvPPOO4jFYgKs3BM9ihXl5JGjpmkiEAj4sGlpacGBAwcEb/NM3qqqKrryyitHFRAoRJx3/OKLL1I2mz3rwNV1nR5//HFKJpNiZ1lOzy3ltzwW27ZNtm2LtCVN0ygSidBVV11FjY2NQz8knU5jy5Yted6k0RQeU8LhMJYtW4a2tjbYtn3WgNvX14djx45h7ty5IBr0xY/kaDk+7JAPVCo0Lj/66KPo7e0dnqee52HGjBk+UEZbZENs3bp1Z9VYCwAbNmzwDW3yKc6lFh7OdF0XR7+Gw2FomuZTw8NW5J577hEVGMnLhyp8xjufO/vf//73rAAXAN58803Rsevq6gRPSj3jns+gLfSdpmm4+uqrS+MlAOzbt0+AMdoiN4APtr300kvPGmBvvfVWHx/4/F06DcFhK1g+Fu2Pf/xj6by0LAs33ngjQqGQUKWF5rdKCUdRc+UDgYAYW2bMmIFf/vKXUxpcAPj3v/895InPXKgImHwPgypH4JYtWwbP80rnIQA8/fTT0HUdwWDQd24pv4xBLwasruviXiLC7NmzQURoaGjAU089NSXBBQZPfF65cuWogWUg2R9gmqY4RfpnP/vZyIAlIkomk1i5cqXv4SxxqqqKFxUDlmgwm4IlXT7WurGxEX19fVMuy6Krqwt33nmn0HSjAZYkLck4mKaJ5uZmHDx4cOR8A4DnnntOAMoWMkshv7QUieXK8VHWhmGIyfrq1avR39+PVCo1JcAFgD/84Q+i45cDWOaVrPm+853vnL62AyCklgd/NoDopPQVA1aeMmma5qsc98QrrrgC8Xh80ktuf38/duzYgZaWFp92Gy2wJKlinvLs27ev4NmxJREA/PnPfxZjrAySPN4WU8W1tbU+o0sGlzvMihUrkM1mkclkJiW46XQaruviE5/4hGhbJBIZNbDMc5lnd999N9Lp9Oj4NDAwgFtuuSVP+mTVPFzhTqEoig/cQCDgO9JaURRcfPHFOHr06KTzTDmOgyNHjmDdunWifZWVlWWRWHlKZBgG5s+fj/37949+6AKArVu3YsaMGcLwYaOglOmO3NNy1Tj/ZelXVRXXX3893n///UljLTuOA8uy8NnPftbXgculivl3/Lxvf/vb5eONZVl45JFHQESorq4WL+SG5B4Mr+v6sL5mbhT/Jvc8+I9//OP4y1/+UvaUkXKTbdt49dVXcf755/tsBo7elNLx+XfcGWRNRieFgbXjJz/5SfT29o5eDcsEAIsXLxb6Xn4590huFE+kh+qRMrByYnosFhOqp6mpCffccw+6u7snHLgA8P777+NXv/oVGhoa8oYnmTfFgB3O+8T849nEtm3bRj5vLUaWZeGNN95Aa2uraASDJ6saVVVhGEbJEsv319fX+8ZfOtlhrrrqKmzatAkAyt+oEVI2m0U2m8Wrr76KW265xee4kV2nfJ35M1yR5/fsfFBVVfiIGdx169aNXfvZI8WN4QrJTgdZeocqMrA8dsgdIRQK+QwvTdOwdu1avPnmm2dEPZ84cQIAEI/H8d3vfleAyG2VMyJCodCI3K4kdYZCifeqqmLx4sX44IMPxnY66DgO1q9fL8ZGnstyI0rJ5ZGBlVVROBz2jbe6rgvrkr+//PLL8eSTTyIej4+5BMfjcbiui7fffhtf/epXRWfmkFluWNM0zTyjqZRZQ66NIgcKampq8Kc//WnsO7PjOEgkEli9enWepHGDcqc6uSXXeOJ5LkctFEVBVVWVTzVzB2BLe82aNXj88cexb98+dHd3w3XdsjQeAJLJJD744AO88cYb+MY3voGWlhbfEEGSREWjUYRCobzhhztkKWMsq2DDMBAOh31x2wceeGD8NBSH9hoaGhAOhwUguUbUUJkCMrDDGViBQEBYmHy9oqLCN//VdR1Lly7Ft771Lfz9739He3s7BgYGBNC2bYv/ZXJdF7Zti88DAwPYv38/nnzySdx2220iWMEMLyRZNTU1eZ2aDcdSgyS57WaeVVdX49Zbb4VlWSMGdVQ5vgCwfft2uvbaaymTyZBlWSIfWT51q1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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.78,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.14,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3131,"perimeter_to_area_ratio":0.3466},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-07 12:56:38"} 
[2026-04-07 12:56:38] local.INFO: Nested area calculated {"data":{"nestedArea":3941.0911},"timestamp":"2026-04-07 12:56:38"} 
[2026-04-07 12:56:39] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"fb974e4b-7d08-48c5-802a-761cc69ec3fa","height":22.78,"width":19.97,"perimeter":108,"area":283.61,"image":"data:image/png;base64,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"},{"id":"44a2d7be-31fc-4b8c-9b55-0c934bdc6aad","height":30.66,"width":18.92,"perimeter":98.57,"area":397.78,"image":"data:image/png;base64,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"},{"id":"d4eeb60c-dd75-4072-8dc6-61055728abcf","height":30.14,"width":28.03,"perimeter":115.8,"area":334.14,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-07 12:56:39"} 
[2026-04-07 12:56:39] local.INFO: Number of letters detected {"data":{"noOfLetters":7},"timestamp":"2026-04-07 12:56:39"} 
[2026-04-07 12:56:39] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":725.03,"perimeter_in_feet":60.42},"timestamp":"2026-04-07 12:56:39"} 
[2026-04-07 12:56:39] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[167.74,283.61,127.01,177.37,399.34,397.78,334.14],"actualFilledAreaSum":1886.9899999999998},"timestamp":"2026-04-07 12:56:39"} 
[2026-04-07 12:56:39] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":13.1},"timestamp":"2026-04-07 12:56:39"} 
[2026-04-07 12:56:39] local.INFO: Average character height calculated {"data":{"avgCharHeight":27.98428571428571},"timestamp":"2026-04-07 12:56:39"} 
[2026-04-07 12:56:39] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":936.0,"originalHeight":179.0,"ratio":5.229050279329609},"timestamp":"2026-04-07 12:56:39"} 
[2026-04-07 12:56:39] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"164","otherDimensionOfSign":31.36},"timestamp":"2026-04-07 12:56:39"} 
[2026-04-07 12:56:40] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"15744\" height=\"3010.871794871795\" viewBox=\"0 0 936 179\">
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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":283.61,"bounding_box_area":454,"exact_perimeter":108,"approximate_perimeter":99.98,"convex_hull_perimeter":68.97,"perimeter_pixels":616.4163056034271,"original_contour_points":211,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3056,"perimeter_to_area_ratio":0.3808},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.78,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.69,"convex_hull_perimeter":84.95,"perimeter_pixels":562.592929112564,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5145,"perimeter_to_area_ratio":0.2478},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":334.14,"bounding_box_area":844,"exact_perimeter":115.8,"approximate_perimeter":108.84,"convex_hull_perimeter":96.45,"perimeter_pixels":660.9015869776663,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3131,"perimeter_to_area_ratio":0.3466},"image_base64":"data:image/png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","detection_approach":"prominent_color_detection"}]},"dataObjects":[{"id":"48d002cb-eb2a-4401-a4a1-6990ac3214b6","height":21.9,"width":20.15,"perimeter":113.64,"area":167.74,"image":"data:image/png;base64,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"},{"id":"fb974e4b-7d08-48c5-802a-761cc69ec3fa","height":22.78,"width":19.97,"perimeter":108,"area":283.61,"image":"data:image/png;base64,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"},{"id":"a36ea1aa-fa81-492e-9ee0-dfe12b48a964","height":29.61,"width":10.69,"perime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"},{"id":"faec10f0-5c55-4154-a8ab-356bac681167","height":30.66,"width":18.92,"perimeter":98.57,"area":399.34,"image":"data:image/png;base64,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"},{"id":"44a2d7be-31fc-4b8c-9b55-0c934bdc6aad","height":30.66,"width":18.92,"perimeter":98.57,"area":397.78,"image":"data:image/png;base64,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"},{"id":"d4eeb60c-dd75-4072-8dc6-61055728abcf","height":30.14,"width":28.03,"perimeter":115.8,"area":334.14,"image":"data:image/png;base64,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"}],"no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":27.98428571428571,"widthOfSign":"164","otherDimensionOfSign":31.36,"width_of_smaller_line":20},"timestamp":"2026-04-07 12:56:40"} 
[2026-04-07 12:56:42] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1431,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":"Greater than 24 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Zoc52XZc4YG7btiDRtm1yHCf0Pdd1ybZtsixL\\/I+IqKenR7zO5XLifCyRa9eupebmZmpoaBBtjMoAO+UEWpZFb7zxBgEoIkjTtJAElfuEsrXKkX8+h6qqdMMNN1BPT48gioioq6tLSFiQUN\\/3i9RoKXieJ4hmfBr+E\\/8PEsrXvvXWW0Xb0ul0ZUpgNpuliy66qOik3OFMAv+\\/XHOdHwaWvHQ6TatXrxYdads2dXd3i07O5XLU1dVFRCRUqWVZITXKrzkFohShwQfD930yTZNc16VcLkeZTIaIiHp7e4mIqK2tjZ5\\/\\/nlKp9OiI4cyTIw6gURETzzxBAEIxTaD40OpeOdQGsckPv\\/880LCgqqSyQyqwKDkFUpg8HeF3w0aO0wwvy+UVkZvby+tX79+yFkBY4LAjo4Omj9\\/vmg8O6aDTZjyBdmS5Mbw50FLLplM0vbt28nzvJLEjAaYQDaciIhee+01amhoCE36svbgNI1SD+dIEFhWLJSIaPXq1Thw4IDw19g\\/Ggzsk\\/m+D0mSRCyQP+\\/t7YWu66ivr8cLL7yA5uZmZDKZEZn6ORkoioJ8Pg9d16FpGvL5PC655BKsXbsWU6dOhWmaqK2tFf1Bn2aIK4pS1hbjpwRHjhyh8847T6hJ1v2c2lBOygJbmPx0FqZUvPrqq0XqazB34FTA933K5\\/OiLb7vC8t1\\/fr1woLme5IkSYTSojqGJYGe59FTTz2FHTt2AOiTHI6ucAhsINCnE6mcohCcmfB9H4Zh4L777sOll14KVVVFdIOjHqMNx3EQj8dhWRay2WwoDeOyyy7D\\/fffjwkTJgDo227VMAwRShsTk7Y89qmqWqTTB5M+HgNZCjnQHDzHD37wAyIiOnbsGBGdMOmDLsJoIuhysEXK4\\/OnMzG0atUqkf7I9xWMUg33OGkjhojolVdeCRkhfLDFWU7aHt8cZ3PxOVpaWqi1tVV0FncQEVE2mz01DJUBdlkYpmkKR9\\/3fXIch7797W+LPoqSvMEIHFCFHjt2DI8\\/\\/jiAE1F0nigdygDtuq5QJ5wP0tTUhBUrVmDatGkA+mYiDMMQ10kmk2UbSiONuro6uK6L48ePiySmoDFGRLj33ntRU1MDoG\\/1k6ZpSCaTo9fo7u5u+uCDD8gwjCIXAOhz3MsxYgrdBgBi0QhRn7HCTjNRX2irlA83WmDXIRj9cV1XSGDQ8Hr00UdD855RHSelQomI7rzzTqH6golIQ00gCqpfRVFoxowZtGvXrjFD0nDA42EmkyHXdemb3\\/ymsEi58wd7uIdD4IAq9O233x6Q5HIgy7KYz+N8keXLl2PKlCljw0obJoL5noqi4LbbbsOkSZMiyfksByUJJCLauXMntmzZMuwL8CQv0HeD6XQaN954I2pra4d97rEA+tRN4vHukksuwVe\\/+lUAp8aNKEmgZVn429\\/+hkwmM+wLBJOYstksrrnmGixevBgAitIuKhHsC0uShGw2CyLCd7\\/73VOmXfpVoWvWrCnLUR8MnuchHo8Lp\\/zmm28WFmwU5x8L4CXghmFAlmUsXLgQ8+fPPyVZZyUJPHbsGD7++OPIYpGc+nf22WfjoosuQj6fD+WNVjI8zxPqk10gTdNw++23n5LrF\\/UgEdErr7wiGhcFOLh7ww03IJFIiMUe4wHBhzybzYqkrq9\\/\\/euYOXPmiF+\\/pAj85z\\/\\/ga7rkcQiObG3pqYG119\\/PSzLEio0KgkfTaiqikwmA9d1kU6noWkaZFlGTU0N5s6dO+LXLyJw9+7d2LJlC2zbFgFnPiiw\\/oDKzHBmNdnc3Iz58+dD13Vks1kkEonQurtKBRGJylDAiWk2y7Jwyy23AOhzn7i\\/on54iwhsbW3F0aNHAUSTu89quKWlRYyFsVgMAMbOfNkwwEnDwfdAXx7p\\/Pnzcc4554RmVrj0V1Tjf+gsjuPQ9u3b0d7eDkVRIiHQdV2oqoply5aJz3gMHA+OPIBQXwUXr8yePRtLly6F4zjiXj3PE0nGUUhhiEBVVbF169bIqiAxpk+fjiVLlvRd8FMpHAtzfVGAyWCJ4kWcTM7ll18OIhILWgGIpdZRIESg53nYtWuXeB0VFixYgClTpogHI7iuoNIRDFSUWnm0YMEC8T9VVYUkjsgYuH\\/\\/fnzyySeIx+ORnJyxZMkSMZADJx6OqCV9NBAcy4JSxcvrJk+eHKyCGPptFDZAiMB3330XPT09JRs3HMyePRuapokb4JsbyQWepwrBe2D1GUQ6ncY555wD4ETlC\\/5NpGMgEdHu3btFWYyoIMsyJk6cCEVRQsuzTNMcN+Mga5TgotJgsdmZM2fCMAzxPVajUYyDgkDHcbBnzx6YpinM3nJUXCEJbFbLsizOMXfuXLG+jsEO\\/nhAoTXNRo2qqjBNEzfccIOQOkVRIvV\\/QzryyJEjovNLrbMrB+ywsiU2ffp01NXVCX3PjeeFnOMd8XgcU6ZMEcUdgBMPfRT3Lwh0XRd79uwJVSIqR0eX+k7wswkTJoTej4dxb6iYPn06kslkUXXhSMdAz\\/PQ2toqTjxU9dZfVYgpU6aEzhV1lYZKQFNTU8kJ7EgJtG0bnueFrMUorNCFCxcimUyKczmOI5za8TCdNBj4XhsbG8WwxMNJpHVi2traxAVZMsp9QkpJH6+DaGpqguu6JUNNpwNY+0ycOLGoX6PQQILA\\/fv3Q9f1Yeno4PcVRYGqqkin00LqgDDZ48UKHQiSJMGyLNTX14sEqCiHDkHg0aNHxSwBm8HlinipsY+tzLPOOktYYFySI5jkNN6hqio8zwuNgcGAxnAhGIrFYmIuK1hZqRwEv8ek27aNpqYmzJ49GwDEdgG6rkceDxzr0HUdM2fOFALCNUOj0EAy0Fffk9PGgdISVcXJozAGHCyBOVzIQF9W1SeffFJEYJXIaMBTToXrSyIj0DRNHDx4sO+D08C0Hw2w+gQGLwU9FMhAn2925MiR0D+q0hcdJEkSK5eihhA3XhkbDKGdLkbGSILVZ319PXRdL1kecziQgT5zPpjmXiUuOriuC1mWUVdXh3g8HsqfiSwSwycN+mVVFRoNmKxkMilyRllAIg2lBZNzhnLiYBkRAGLilkNp3NjgwB1M7hnvYOMll8shnU6HNqmMrOQyr2UL1vo8WRSOoaVeM04XKeeEpqAf6DhOJPcvA32dm0qlitL9hiKJhQXOGaVIjFKFjHUES7IwgVEG9GU+4aRJk4pmFcqJVTLp\\/LugygwenGJxOoLvnR15JjCyMVDXdUydOrUoUl5u0k2QwMK5xFISfTpaudlstigXJrJITCqVwsyZM4cl2kG1yGnjwWkkoHje8HQgkoWira1NLARlmyOy+UDDMKSpU6cKlakoirAmB0Oh6gxOVubzeVEBvvCmThew29De3i7WSUa5NlIo4WQyGcqYLnfisdCNCL7mreZ4Rr7cRKnxBB7\\/ubI\\/p1NEtTIrlNTE+TCcfFsOCucNuaykoijo7e3FG2+8IXwhLjkS9A\\/HO3juj7UbT2ZHtcRcnGHixIkhP3A4Yh5Upzxws3Tzk8chpvEOtiu4P6O+Z3G2GTNmhPL2hwv294KzHBztAaJJK68kdHd3i9dRulOCwMbGxpK+22AolZEWdNh37twZ2gRrJG5iLIOHGN7ah\\/slqvsXDKmqikQiIdRosDjrQOhv9p4bum3bNqFGg4ZRcF+k8Qy2KbgIbHB4iTStUFEUnHnmmeL1UFGKDEmS8PHHH4uKT8G9lKJawj3WwZqsq6trRM4fksD58+eHVhaVo0L7kyKWSNM0kclkxHRVcNXT6aJGHccRBAZDjVEgxFBzc7NQn+Wq0GCjGEG1Kssy8vm8mDAOLq0+HaxQy7JgmqZYOBvUQFEg5AdOnz5dzAmWe4H+VicFl5ht2rRJ7MsHjF\\/J43sOBixUVcW2bduEEcP76QLR9ENQhUoXXHABpk2bBtd1hWM\\/XBARduzYIQoHBTEexsDgA1y4uJX\\/v3XrVrEBJDvyXG5kuAjpsM9+9rOYOnWqeB\\/FjLkkSdi4cSMOHz5cclPk8QyuA\\/Daa6+FLPH+luKdDEIEapqGyZMni11HIpnyV1Xs2LEDe\\/fuFUuOx1PicKl7CKpSoK94BIcYeYlBf78dKkIEEhHmzZsX2R7nQF8ju7u7xdampZz68YAgYaxKFUVBe3s7Dhw4EPoeG4iRq1BN0\\/D5z39eBJ2jsJRY57\\/zzjsgotAgPh7GwCBKSdS7774rqlUUrpGPAiECJUmSWlpaMGfOHADRdDDHPzdt2oQPPvgg9Nl4kcJSvh1PaHPtVQav0o2q4F3RGZqbm\\/G5z30OhmFEI+KfWmUfffSRIJAjM+NhDGQE74UnszOZDN555x0AEPOiwfEx0lAaI5fL4aabbgqtpNE0rcilCBoiAx3c+Hg8joceeghAXwoHVzEEwsHv4FEJKpZr6nDSErsHyWQSr7zyCl577bWiujlRGnFFBBqGIc2bNw+apkHXdaEKuKFcQ6ZccE6kaZrYuXMn9u\\/fH5pWGkjKK0FCg\\/OnXGqLh4d\\/\\/vOfI379kkq4qakJc+bMCen2QqtpKJ3LMdCuri689NJLIrF1vICzDLictOu66O3txcsvvzzi1y5JoOu6uO666+A4jtjoKeiEs3otx0rVdR2WZQnrc82aNWJysxJU5GAIaiR+yFVVxbPPPjtiMxCh65f6UNM06dprr0Vzc7NISCpcMxF0SMsBq5g33ngD\\/\\/jHP4R6LszWBlA0ho5lsL+XyWSQSCRgmiZc18X9999\\/Sh7Qfhk466yzcOWVV4ZmJoK+TLnVnPg7HAu1bRt\\/+tOfkM\\/nx02VCtd1YRgGfN9HIpHA66+\\/jvfff390CZRlGddeey0MwxCDc9CQAcpTgZ7niaw0zsTaunUrfve738GyrIqfl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rS1ZKXskIj\\/QV7zVv3rzIjowA7N27VzKFUM2CaXRdDy1tqCgKFUWR7xWPx30\\/6+rquGXLFjqOEzElhqjKbmtr46ZNm6SqFhAxQ+Csqq0U4jyiakjXO+pZbNsGAJw8eRIrVqzwXUeEIYZ3332XkyZNCiThDMPwpRGTyWQnyappWpeOUJCwkaIofM973sOjR49GEhJDUEK6rstnnnkGb7\\/9dqDjLcvyOTdd\\/e66rnSIXNftJBW7g6ZpOHr0KB577DFYlhUx5VADSc6bN8\\/nYPREwinxSsGuYove44OeW0jUadOm8fjx4xFDDjUcPXqUmUwmcBZGMJY3SF7q9AiGFedUFKWsGGY6nSYArlu3ju3t7UOaKYeUyibJVatWIZvNSueiJ4jjvOpXFE4kEgnf\\/4ljSZblpBSLRQDAE088Efi6IgwCFAoFXnXVVWVJsVLHxVuAMX36dKZSKZ8DJH73HtcdiSKORCLBsWPHsqWlJZKQQwEkuW3bNrz88sswDAMkYRhGj68T0k+Uop05F8aMGYNFixbhwgsv9L6H7\\/dy4t2KouB\\/\\/\\/sfli1bBtd1hyxTDhmGBIDnn38e7e3tMgYoVGV3KI1HWpYFVVUxduxYLFiwAGPGjEEmk5HHluNhi2vIZDIoFAogifvuuw+FQqGcjxVhIOLw4cN8\\/\\/vfL1WrV9V2R940oohHGobBJUuW0LIs\\/uUvf2E8HpfqOR6Pl122JsyCmpoaAuDGjRuZzWaHpJQcEhKSJO+\\/\\/34cOnQIuq7DsiwUCoVA2RhRQa5pGtrb2wEA9fX1mDVrFnRdx5VXXonGxkapnhVFkdJR07Qez68oChzHQSKRQFtbGxRFwSOPPCLfK8IgBEl+8IMf9IVYUEYcMhaLSUlpGAYnTpzI5uZmCtx0001UVVVKx3LK10or1GOxGGtra7lp06YhWXQx6CUkSR48eBCHDh0C0GEDev4v0DmKxaKvNG306NGora2V\\/zZ\\/\\/nzEYjGoqgrXdaGqqpR8Aa5PvkcsFoNlWTh9+jRWrVoVSvnbQMOgZ0gAuP\\/++5HP5xGLxeSN13U9UKxQxAUNw4CiKDBNE9OmTQPQoW5t28bs2bOhqipM0wRw1sMOWqDhPY4k4vE41qxZg1wuV+5HjVDtcByHl1xyCQHI5n8RLwzqfAh1LP5+\\/PHHaVmWVNnt7e0cP358p1hkOS0QXicrkUhQVVU+\\/\\/zzQ64sbVBLSJLcsGEDDh48COBsKKZcVeiVfmPHjsVll10GTdOkuo3H47jxxhsBnHVkNE3zmQfdQUhaAcuy4Lou\\/vSnP6Gtra2sa41QxSDJr33taz5pqKqqdDaCVIZ7q73T6TRvuOEGvvvuu1I6FotFkuSWLVuYSCTkub1TMLojRVHkdcTjccbjcd91NTU1sVAoDCkpOWixZ88eNjY2SlUN+LsARTV3d+St9FYUhffddx9zuRxJ0rZtkuTp06dJktOnT+\\/klVdK3\\/\\/+94eUtz1oVTZJrlmzBoVCoZPq9KYAe4LXmdF1HXPmzPEVQDiOg3Q6DQC4+eaboaoqisVixXMlBdavX48DBw5EtZIDHSR59dVXd6pbLHVkepKQXkmXyWRIkq7rkiQdx5GqO5\\/P89VXX\\/VVl4cx\\/SIWi\\/Gee+7hUM5vD3hYlsVNmzZx5MiRXTIeymBIcVxtbS0vv\\/xyyYTZbFYyY6FQoOM4PHLkCGfPnu1rFkOFDKlpGsePHz+k1PagA0kuXrxYZk2EI3Ouyu4gDJnJZHjvvffKcE97e7tkSNM0SZKWZfHRRx8NxXYUpCgK4\\/E433jjjSFfvDtg0dzczFGjRkkJo+t6pzSecG6CMKSmaYzH42xqaiJJ6dQ4jiMlpmDKM20IoU29EGbDnXfeGUnJgQiSXLp0qe+GlvbAeEM\\/QRhSVVVOnz5dSkTLsui6rs+GzGazdF2XlmVx9uzZvtEslZAImI8aNYqHDx8e9Aw56LzsQqGANWvWAIAMXpduUwhShSOg6zoURcHcuXNh2zZyuRx0XUcul5Opx1wuh3Q6LSt9vvjFL8JxHF+w+3wh3qOtrQ3btm3DUMvcDHhs2bLF1zsdhLwSU5C3uUvTND7xxBMshW3bvhRioVAgSR49epSNjY0+L1tRFNm5KFohglybOE5RFH7qU58a9N72oJKQJPnCCy\\/ANM2y4oBCigqoqiordizLwtSpUzFp0iT5\\/5ZlwbZtaJoGXdelJBSSN5PJYMaMGSgWi9B1XUpZ0b9NEpZl+SZlnAsihppIJLB161asWrVqULc4DCqGNE0Tq1ev9hXL9gRxjNdfEK0IQl3Onz8fl1566TmZXOTGRfFvKpXCggULAHQU+Nq2LQcIiE7F0oegu+sTD0dLSwv+8pe\\/hDbmJUIv4kxmxqeug6jFrop0velFXde5efNmGfwWQXFvYNzr3AgVvm\\/fPk6cONE3YABnnBRvKrMnisViPnOirq6Ou3btYpS5qXKQ5Kc\\/\\/elOjIWAN15QKYM2NDQwm82yWCz6wjzChhTFFd7\\/Ex743XffzZqaGsZiMV\\/5mnhQgoSGvJ9BvO6ee+6JQkDVjv379zOVSvlufLnUVVpRDKcXjOe6ru934cg4jtMpaL5x40bJdKlUqlNrQzlhIfG5DMPg5MmTBy1DDgob0rIsPvfcc8jn89LuK3cCRKldpqoqUqkUFi1aBAByIaewL23bhqIovhCSOIf4OXnyZFx00UUAOuxb4cSI1wQJC6mqilgsJu1NwzCwa9cu\\/POf\\/xyUk3cHBUM6joONGzcCgOxpDjrKxNtL7b2\\/hmEgmUzixhtvlIxz4sQJAGedF3Gc4zjyHI7jQNM0OI6DYcOG4frrr0cmk4HjOLIPXNO0shwT4e2n02mYpgnbtvHUU08Ffn2EPgRJ\\/uMf\\/2BjY+N5qUJ4Yo3A2d5oVVV5xx13SNvQdV0fBcXOnTtltkXEIsX7ivx6kHpM70hoXdd54YUXcseOHYNukeegkJDPPPMMWltbpaQSFDQjI2ZAapomWwZisRiuvfbaiq9t7NixuP766xGPx+UQKkVRkEwmA7VSCFXtDRHZto2mpiYsXbq0rKxThD7AsWPHZIMVAnquXvJ61d5Wgg9\\/+MNsbm6uWEK6rsuHHnrI5zCJYg3x\\/j3l0r2hI+\\/Yv3HjxvHEiRORhKwW2LbNF154Afv376\\/oPIqiSFsQ6LALP\\/vZz6KhoaHia3RdF9OmTcOoUaPkv+m6DtM0y2qT9dq3wgY9ePAgVq5cOSidmwEJkpw7d65Pwgm7K+gU265Wgei6zjfffJOWZVUsIcmOgPpdd90lpaN302zQesxSEpXpM2fOZMSQVYJjx475lqSfz74Z7zGCCcaOHSvrG8NQ2ST5yiuv+EwKMdIlqFMjjhW\\/CzWeSCR44MCBQcOQA1Zlk+Ty5ct9o0u8A+eBYCPxSoVLLBbDHXfcEajwIQjEmL0JEyZgwoQJ0iwIWpomwlfJZBIkpRMjPptt2\\/jb3\\/6GfD4\\/aJhyQOLYsWOcMWNGJ6kYj8elSiwnayNeM3z4cLa0tEjpVqmEFK2yJPntb3+buq77JmgElZBCoopiY2\\/R8cSJE\\/nWW29FDNlfIP1V4ZWQt5CipqaGM2bMkKlBLzNVApFSPHLkiK8rMQgFsTFjsRh\\/85vfDIqxKwNSZZumibVr14ZyLtd1oeu6jEHefvvtctRzWDE+YRY0NDTg0ksvRTKZBIBQzAKRxXnmmWdC6wWPUCZ27NjBkSNHhrJgHTg7TGrChAm+MSneyp5KIQoufvCDHzCRSAQeRBVUpcdiMW7cuHHAl6UNOAlJks8++yyam5tDkWDCGTJNE3feeadv7mMY8xlFzlv8vOWWWzBmzJjQnCaRkSoWi\\/jd734XScm+Bkl+5CMf8YVQKiGvDfnuu++yUCh0OZnifCHK00zTlDbpkiVLZDdkT9fXk4T05sdra2v5zjvvDGgJOeCwf\\/\\/+LmOIlVA8HufEiROZz+dJdnjXYTk0rutKdS1im\\/\\/97399nn13FMSp8arup556iuTADZQPKJXtOA7\\/9re\\/hX5eVVXxhS98wbeTJowWVnEuYVoIB2T8+PGYNGlSoLUkQcAz\\/TmKomDp0qU4evRoKOeN0AOOHDnCSZMmhTLESZBYEbJv3z6SZyvDw4II+di2LU0B27b5ox\\/9KFBqsycJKeKR4lypVIovv\\/zygJaSAwKWZfGRRx7xeadBcsGlqUHgbMBc2HC33nqrtPHEVArBOJVCMLh3OFUul+OxY8dYU1PTKXgfdH+Ol8RnFMHz22+\\/fcAy5IBR2YqiYPPmzbKf2VvW3x28qlfEF4WqdF0Xw4cPx8c\\/\\/nFomiZJ3MtyFmh2d93ivelpz02lUrjqqqtgmqbcBCauSRwfJIqg67r02HO5HAzDwHPPPYcDBw5UfO39gQHBkCT5n\\/\\/8B88\\/\\/zyAjoByuSEZxdPvwjN7Dkli4sSJuO6663zMwjON\\/EHLw7qDYGrvA6SqKtLpNG666Sb5t3gvr10Z5DPatg3TNCXzxuNxHDp0CA8\\/\\/PCgHijQryDJu+++W3qS5eSCS9W2IHGOJUuWSNUqVLW3szAMiPCRMAGEXXnw4EFOmjRJfhagvEolL8XjcWlPqqrKcePG8fTp0xFD9gZIcty4cZKRhFOTTCYDhUW6yh+LAoUtW7ZIphFhGcGUYcHbu13684c\\/\\/KHPrhWzzINmclRV7cS8wg7917\\/+RXJg2pJVC7JjCgQ8BrxgSFGQ2xNDipssnBghhaZPn07btmX88VyMExZDeiWwkJabN2\\/2DVMVzFVO0N+78cE7FeMrX\\/nKgBtyWvU2ZD6fx+9\\/\\/3tpY4k5OZqmBY4V2rYtN2QBkDN2Fi9e7GtJFXalOG9YwkWsnBNpSu+\\/vf\\/978esWbPke4n3LsdGFjt0dF2Xjpuqqli5ciVeeeWVUD5DhDNoampiTU0NM5mMTzUFHTjqLcAQkkTXdV5wwQU8fvw4LcuibdtSYnklZpgQdqPXVhX\\/tmTJkk6tDUFbMIRE7GpUCwDee++9g36EX5+BJB955BGmUilpU8ViMXmjgqq1rhj5m9\\/8ZmjpwXJRWuwrYpI4w1jeIt5KaerUqRxI1eRVrbJN08T69euRz+elWhUtC0BwtcYS1ZtIJPChD32oKnqaHcdBQ0MDPvrRj8puRNu2USgUyh4H0xV2796NZ599NupMrBQkuXXrVrnawzAM37qNoLWQXTVKXXnlldy\\/f3+\\/SMdSCSnU9tKlS9nQ0OC79rBSpFdfffWgqCbvV7iuyzvvvNOncr3jRMopzvUOAADAn\\/70pyTDLcA9X4YU1NzczCuuuIKGYZRVwBv0s7\\/22mskq19KVq3Kbm1txZNPPgkA0jsWYMDpswKlE8o++clPyvP0N0QF0IgRI3DNNdfAsqxQTQnbtmEYBh544IEhuRA+FJDkhg0b5BPudWhQhjMjXu8dHH\\/55Zezvb091MB3pRJS4KWXXvIFxcOSkplMhhdccAHb2tr6\\/wnsAVUpIfP5PJYtWyaHRonyf55n0YN4va7r+PKXv4x4PB54l3VfwbZtTJkyBXPnzg312gzDQDabxTvvvINNmzahtbW16pmy6vD222+zrq7ON5RJ5GpxRuqV274Qi8VYW1vLU6dOkQy\\/7rEclEpHMbKFJH\\/\\/+9+HKh0F6brOhQsXkqwCO2UggSR\\/8YtfyNq+SsnrkV9\\/\\/fWyx6VaIB4McV25XI4jRoyQm8BEkPxctZ\\/lfBeNjY3cvHkzc7lc1TJl1anslpYWrF27NjQDXGzxSiQSmD9\\/PhKJRGjtCWGAZwRWIpGA67py8prjOKF8B4qiyHrL1tZW\\/Pa3v0Uqlar4vEMClmVx5cqV1DQt1OWVQMeUsHfeeYfk2ept7xau\\/oS4DsuyaJomn376aXn9lUpIRVF8VeixWIwtLS2RhAwCXdfx+OOPhyYdgA4JpCgKFi5ciFGjRsFxHJkBqZYwiJDYYoLGxIkTMXXq1FDOraoq8vk8EokEVFVFsVjE8uXLo8xNEJw+fZojRow4r76S7iiVSvHAgQMsFos0TVM6ENUiIU3T9NViFgoF\\/upXvwpFQgrnSOTGk8kkp02bFhXv9gSSXL58ufwSg1a7BKEZM2aQPKuqHcfxLWDvT4iHolAo+Io9du3axVgsForKLh0nres6t27dSrL6pGTVqOyTJ0\\/i\\/vvvB9ARNwxrJIimabj99tsBnG3yAoLPZ+xteHtuvLWQ48aNw8c\\/\\/vGKz0\\/PTElxbsdx8NRTTyGbzVZ8\\/kEJx3G4detWKooSWtmVoEwmw7a2tk6lZv1VetYVhLoWcUkRCnr44YcrlpAily0yXuI1F110Ed94442qq5WsCgmpqir+\\/ve\\/yxCIaOv0SrSeII4V21bFv33mM5+RzoKoNs\\/n89A0rWqyNeLzllau33LLLYjFYlLC8cxaEZ5ZcRwk5+11mLyf99ixYzIbFqEEp0+f5rRp03zNWOWEfkqrx3HGDh0+fDhXr15NssNW89pr1Q4xvfcTn\\/iET7IJhy+o41c6Ydj7nU6ePLnq8tv9LiFt2+aqVauwfft2X446Ho8HDssISaHrupQcqqrisssuw9y5cwF09DvzjAQulRbVjNtuu83Xty0+q+ij6QnCFqenDkAExnfs2IEXXnihqkJA\\/c6Qmqbh4YcfBtBRVJHJZKDrOtrb28s+l1f9mKaJefPmSVWeSqVAUsYhq6FaPAiuvfZaXH755XLqbltbmxyUEMSkEQwpYq+WZcnYrKZp+POf\\/yy3l0UAcOrUKb73ve\\/1qaLSltDuyBvS8P4uhi4VCgUZ4hGZEKESqxlCZZPk\\/fff7\\/suhg8fHria3OvUlBY167rORCLBLVu2RBISgBhej5MnTyKfz8MwDKlaRZtogHPI371rQWbOnIkpU6bIDIWYJS4ciGoJ+wTBnDlzYNs2EokEEokETp06FbgEz7sKudSBsW0b7e3t2LBhQzR2BQBaWlo4ZcoUX4gGXQRzg5D3+JqaGi5dutQncUzT7LVRKb0Br4QsFAqcPXs2U6kUhw8f3smZ646836UYK+N1GDVN4+zZs\\/n2228PbYY8ceIEN27cKJnQ62GfDzN6VwyL6mjXddna2ipvsLeIwXvDqxHi+oS58cQTT\\/jMkXIe2mQy2cn8Kc3erF27lmT1ODd9jmw2yy996UuBhkUFGZfiXdn2jW98wzdKuZrRVcNXaQFvsVjkiRMnZI1ofX19WQ9sdyRy3fPmzSPZ\\/wzZbzZkS0sLdu3aVfF5SCIWi8nxKLlcDlOmTIFpmnJH9UCmlpYWqKqKuro6fPazn4WmaThx4kQId6ADwk5\\/\\/fXXsW3btqoKAfUZSPIPf\\/gD0+l0xdIxmUxK6ZhKpThz5kxpH1ZLNU8YME2Ta9eu5dixY6WHHEbxiaZpUkreddddJPuXIftNQj744IPI5XIVn6dQKMBxHKRSKTiOI4eP5nI5GSivZhIV7eeifD4PAGhvb8e8efMwYcIEAAgch+wJIvmgqipWrFhR8e7xStHnDEmSe\\/fuxdatW0MZmSwCvvl8HiSxcOFCxGIxmdMWnYvVSqqqdksCIjB++eWXy88V1hYHy7Kg6zoOHDiA1atX96va7hcJ+eCDDwIIZ5egbduoqalBKpXCrFmzcOGFFwKAlL49SaD+JlEOdi5KpVLI5XIy3rpgwQIkk0mk0+nQCiNEJTkArFy5sl\\/TqpVPMyoThw4dwpNPPgld10OreRSpr2HDhmH37t34wAc+gNbW1rICyP2FnoRRPB5HoVBAQ0MDbNuWKjysdJ+u63JuZSKRwOuvv46NGzeCJJXBXgpEkitXrvTN067UqRG1gt5gr4hpBpmw29+EgI4H4B9FGGbdqDinuC\\/f+ta3mM1mB7+3TZJf+tKXQlsJF1HlJO6FYHZN01hfX89CodAvDNmn+uytt97Cyy+\\/DNu2oet61avToQChlW3bhqqqcBwHhUIBjz32GAb1CD\\/Xdfnzn\\/\\/cp4bC6r2OqHIJCZxV2Zqm8corr+SRI0cGL0OS5PTp0wmctX\\/CCOxGVDmV2pCiVG3FihV9HijvE53pOA5fe+01bN++3bcdtZ+TAhHOQNwPb4W+67pYuXLlgCrTCwySvO222wicbXwPc6NrRJVRaRpSUTpmVF544YX897\\/\\/3adSo0\\/ikK2trVi5cqXcI8gzJfQRqgOO4\\/juidBcTU1N+Mc\\/\\/tGnMcleV9kkuX37dpw8eVI2YCmKAtM0Iy+7SiAYUDTHAZDLR\\/\\/5z38GbigbECDJmTNn+oK7ADrtiY6ofyhI4P7ll1+mbdt9orp7VURls1lu3LgRR48elWlCIfnDShtG6H387Gc\\/GxzOjeu6XLx4sU8ait9F2g99LBEiKk9CCin55ptv9snYlV6VkIqiYP369T57UdgrUchnYMAwDGiahuXLlw9sR5QkX3zxRfkkevuD0QdPfkThSEigo0\\/pkksu6ZPOxF6VkP\\/3f\\/8H4OyIEwBRyGeAQdd15HI57N+\\/H+vWrRu4PTd79uyR9qJ3xYW35Ax9KAkiOj8JKdK8uq7zE5\\/4RK\\/bkb0iIU3T5EsvvSQrj0VKylshXlqiH6E6USgUAHRERbZs2YIjR46gWCwOLClZKBT40Y9+NNDynyA2jBht7F2YFFUKnSVvYbL4zoKO6wtSAO0d4tDbnYmhG3O2bfPpp5\\/G4sWLcfz48R696Z7sSe\\/ovHg8DtM0cfHFFyORSEBRlFA676oZPcX\\/Ro8ejT179gDoaAQ7cOCA7EkvFos9jjQM8v3ruo5CoYCamhoMGzYMO3fuxLBhw3rFEQg9l61pGp588knZ4F7pw2RZFuLxOBRFQXt7O772ta\\/hxz\\/+MRoaGtDW1jY4ArbdoKcl7oVCAcViEWPGjEF7ezt+\\/etfY8mSJSgUCqE00ZGU58rn82hra8OqVavgOA41Tat+7\\/TUqVMcP358YLXak8rwboNtbGzkW2+91e\\/N7NWMU6dOcfbs2aytrQ1FZYvjxBgXwzA4a9asfmtxKAsk+dBDD0mbI4gnXU4T1KJFiyJm7AEk+fWvf51AsEawoDa8+CnWPT\\/++ONVNzC\\/E0jy6quvlh8kSGqwpy9ETPpKpVJ84IEHooU\\/PYAkd+7cGbjeNIiG8h4fj8epqurAEA6vvvpq2e2ZPX0hIpZ58cUX8\\/jx49X9BVQJSPLzn\\/98KBqqtEqrtraWqqrykksu4aFDh0K\\/H6EFAk+fPs0NGzbIuJV3PUclME0TjY2NuO6660I752CHbdv4whe+EEq9gOM4qK+vR7FYRDweR1tbG1zXxd69e\\/HKK69Ub2fi\\/v37OWnSJF\\/MKmg2xrv2AvDPwxYOze7duzngArL9iEKhwMsuu0x+j0LCib+D1qN6p+9671FdXR0vu+yy0NV2KBLSNE2+8cYb2LlzJyzLkoORgmZiRJxRrL8QC46Ajqd9\\/PjxqK2tRSwWq\\/4wQ5UgkUjguuuuk011lmVBVVVfQ1dPIaVSeO\\/nyZMn8fbbb+Nf\\/\\/oXLMsKjSlDYUjDMLB+\\/Xo5PEkEW4PsmelqSxUA33SwG2+8EQ0NDWFc6pDCokWLUFtbK3uZFEWRD39XQ\\/C7QmlRjDcRUSgUsGzZsuqLBTc1NfF973ufz6EJmto7V3pReHOjRo3ihg0bqt+jq0JYlsU5c+Z0UtHiu0WA++O9j8LrFrHhRCLBCy64gNu3b2culwvl\\/lQsIV3X5aOPPooDBw74JKKQcD1BNBN5oWkaHMeB67qYOnUqpk6dCiWqWSsbuq7jhhtukH+Lgpag90ZA8XQj2rYN27ZhWRYsy8Lhw4exbNkyuR2s32Gaps94TqVSvpEcCPAUeosmSvdk\\/+pXv4qkYwV44403eNFFF0lt5NVi5RRLdzX6Rjg648aNq457RJIvvfQSFUWRqaVUKlX2EACvOvF66ePHj+f27dv7\\/4MOYORyOf7gBz+QDOg1kcqpmBIjD73jD3Vdl\\/fu2Wef7X+mJMnvfe978qK9T185TOl9nfg9Ho9zwYIFNE0zYsgKQJJvvvkmDcPwbYQV+4F6onMVU4vSNPH3ggUL+p8hDx8+zAsuuIA1NTW+C0VARgQ6xyCTyaR8itevX1\\/9+dIBAJIcP368b7lUmL1N8XicqVSKBw4cqPhenbdTY9s2V6xYgba2NtdTagUAAAiTSURBVJmdAeAb5B6k\\/ElsJ\\/XW3aXTaTQ0NGDGjBlQVTVyZkLADTfcAMuy5K7HsISZcEALhQLWrFnTfzsTHcfhNddc4xPbQowLxyRoaME7Bk78\\/bnPfa7\\/VcAggWma3LFjB0eMGOEbp40QpKOwKwFwxowZoUjJspHL5fjWW2+xoaGhR1sjyAcS5fZiZyEArl69mu3t7RFDhgSSvOmmm+T3HuaQBu+uyV\\/\\/+td9b2aR5N133+2TipqmdWLIIAzqDfOIOdeTJ0+OnJmQQZ5d4Cm0GEJiSHi025VXXtn3NQck2djY6IsdlqruoCObvQ1KwsO+5557InXdCzh+\\/DinTJkS2lo6wO8cibmf27dvP+\\/7V7ZTY5omd+7ciWPHjsm8ppj5KE96JgkfJJeteIZP2baNhoYGzJs3b3CNgKsS1NfXY+HChbJmIIzkl\\/e+a5qGYrGIhx56qOLzlnMB\\/P73v99JNZfuX0bAJ6y0KvmGG27gqVOnIunYS9i2bZsMZoeltkWMU2Tc3vOe9\\/Sd2t61a5fcSBoGedsd4vE477vvvkhd9yJM0+TkyZOlEOipYrwnEk6oNwM0bNgwPvnkk+c1U7IslX3GMMbJkyfLfZ9uEY\\/HoaoqTNPE3Llzo0KKXgRJ3HbbbYHMqSAQbcre3vnW1lYsW7as9yfcua7L6dOnhxrtF+dSFIUzZ87ss0mtQxnvvvsux4wZIyMjlRAAnwkg7qdhGHzxxRd7T9udWe3Buro6aXuEYYMIptY0jQ899BCrtkdjEIEkv\\/zlL4eya9IbshP1CyJa0qvJDZK86667Qo9fKYrCYcOGceTIkWxqaoqYsQ9AkuvWrZN1BJUyI+CfK5ROpxmPx5nJZLh79+7euafFYlHW1YkLQIiMOXfu3KiQog\\/R1NTED3zgA6FJR2\\/aFzjbqPeTn\\/ykrIxbIKeGJFevXo2mpib5b2HMjQEg+zQWLFgQDTLtQ9TU1ODWW28N5VxdxaDFgtXly5eHtttbIpfL8eabb\\/bVLYaZnL\\/mmmt6T7RHOCcOHTpUsYQUkjEej0vnJhaL+WLRhw8fZmidiSS5bds2jh49Wjb4eHt1EYDhvD+9Vcvi5y9\\/+csod90PIMmPfexj8r6ci6Eqpa9+9avh3V\\/Hcfi9731P2ozeIoogF93VCGcvk+q6ztdeey1ixn4AST744IPy\\/oh7VW5PVHekKAovvfRS7tmzJ5x7fPr0aU6cONE348UbOwxyUV21MwhRP378+Cgz04\\/IZrO86KKLfE16YcaZxXl\\/9rOfBbrP3To1JLl161bs2bPH1z5ZrkMjjvdOPhCZgoULF5Z1rgjhIp1OY968efLemKYphz2Ekc0RPPjnP\\/8ZR48erfhk\\/NznPteJ24WtEfQJEuq+dCjAiBEjuHfv3khC9iPy+TxfeOEFZjIZn4oOs+dGNJQ98sgjld3r5uZm34WWivJyVbaoChGv+9SnPhUxYxUgm81y1qxZvs5EbxqwUhLn\\/OQnP9ljrPmcKls0cWWzWcTj8Y6DPXWO5cwP986HcV0XiqIgHo9j\\/vz51TcXZgginU7jjjvugG3bvllLYS1IdV0XiUQCmzZtwo4dO87vJE1NTZw\\/f77PQ\\/Z6zOVkakS\\/hbcvuK6ujq+++mokHasEZ+KE1DQt1LCPqqpyiAQAPvjgg+cXAtq6dWsoZe5exvUOYv\\/ud7\\/LfD4fMWSVgCQ\\/\\/elPS1Ms6J6bnkgkUwRTXnHFFcxms+Xdd5L88Y9\\/HMoFiQ9Y+sStW7cuyl1XEWzb5urVq2XyAzj3ZLpySTB3fX09AXDlypXl3fuTJ09y6tSpoTUCiWpwoMNDb2ho4MmTJyNmrDLYts0JEybI+xaWpy2cWiEl58+fH9yZtSyLjz76aGgXVOphx2Ix3nzzzVHdYxXCcRx+97vf9anaSkkINXG+2tpaGobBV199NZiUJMlrrrkmNHXtnW2dTCap6zpffPHFqDK8CtHW1sZt27Zx5MiRoZUXerUjcNYMuPnmm4NJyUOHDjGZTIZaiOtV\\/aNHj45ij1WMYrEoJ1yEZUMK6ehNOWcyGba2tnbiA18c0jRNrlixAoVCQQ6NCgNiuLqqqpg\\/f34o54zQOzAMA7fffntoqUOgYxa5YRhwHAeGYUBRFGSzWTz99NPdrxU5ceIE58yZE\\/pAInGe+vp6PvPMM5F3XeUgGVqrszfj411RB4DXX3\\/9uX0Jknz++eflLjsEFNlijMq5SMzrATp2FUZDAKofhUKBixcvJtCxjwbw7w4qZzaQSIh4i3pF2aFhGNy0aZPPhJM62XVdrF69GrZto1gsoq6uLpDIdl23WyoWizAMA7qu4\\/Of\\/zyGDRsW4lcXoTeQSCRw4403or6+Xvbg67qOdDotV0XHYjE5a7I7uK4rR+0I8vLHunXrcOjQoc4v3LdvH8eMGcN0Oh14tS0CSEjDMOSE1WhX4cBBNpvlFVdcwWQyKaUk0HkjWKU0YcIEvvPOO34J+frrr3PNmjVoamqCZVmyKWf48OE9XnhPEtKyLJimiRkzZqC+vj6M7ypCH0DUSRYKBeRyOaiqikwmIweMqaoaaBWIqKEtJTFl+T\\/\\/+Q9WrFgBnyl38OBBNjY2yh5pAIFnv6CHJyCVSjGRSPCPf\\/xjNIB0AIHsWHN86aWXyntZuh9RjPXrjoRT4yWvBgU6guXCjtQBoKWlBcePH0cymURbWxuGDRsmy8J6qg7vaV9eLpfD9OnTccsttyCRSER9rgMEiqIorutywYIF+Otf\\/4rm5maQhGEYqKurg2maKBaLZXUPKGdW3AGQ9mQsFkM2m0Vzc3PHMQDwv\\/\\/9jyNHjkQikUBbWxtqamrQ3NyMESNGoFgsdvsmPTk+qVQKhUIByWQyGiI1wGDbNjVNQzabBQDEYjEUi0XfbEnv7sOuIBjQe+u9Dk4qlUI2m4WmaUilUhF\\/RKgu\\/D9lziH6mPEgQAAAAABJRU5ErkJggg==\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"164","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":167.76,"other_dimension_of_sign":31.36,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1431}},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"8.2399"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"120.9348924"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"1.90323"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"13.4005518"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":11.4625},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":106.5098076},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"2.1896"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"104.58077"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"0.945"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"4.8755"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.006009397851599999},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":6.009397851599999},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00047728599749999995},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.47728599749999995},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.00455257413},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":4.55257413},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.00935664444"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"9.35664444"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00454107654"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"4.54107654"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0060803028"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"6.0803028"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00048514752"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.48514752"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":6.300485855820001},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":20.5275},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"20.8012"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"5.2316345438113"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":460.27193693491995,"totalDenseWeight_before_formula":52.2825669730904},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":506.299130628412},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":7,"totalDenseWeight":57.51082367039944},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":7,"sign_depth":"1"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":20.15,"height":21.9,"depth":"1"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":19.97,"height":22.78,"depth":"1"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":10.69,"height":29.61,"depth":"1"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":24,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":18.92,"height":30.66,"depth":"1"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:42] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":28.03,"height":30.14,"depth":"1"},"timestamp":"2026-04-07 12:56:42"} 
[2026-04-07 12:56:43] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775566603_f07e11f78b1b43c7adbc1e6441b2c948","bins_packed":[{"bin_data":{"w":28.33,"h":30.96,"d":9.1,"id":"unique","used_space":65.8453,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":30.96,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/78f64983a8b9afe4c3304c163a178775/1775566603-7278-5924734.svg","items":[{"id":"item-7","w":28.33,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/78f64983a8b9afe4c3304c163a178775/1775566603-7272-9385831.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":24.3,"h":30.44,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/78f64983a8b9afe4c3304c163a178775/1775566603-7274-6211777.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":10.99,"h":29.91,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/78f64983a8b9afe4c3304c163a178775/1775566603-7275-4424747.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":20.27,"h":23.08,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/78f64983a8b9afe4c3304c163a178775/1775566603-7275-5190669.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":20.45,"h":22.2,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/78f64983a8b9afe4c3304c163a178775/1775566603-7276-4897054.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/78f64983a8b9afe4c3304c163a178775/1775566603-7277-2390809.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":19.22,"h":30.96,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/78f64983a8b9afe4c3304c163a178775/1775566603-7277-7489128.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-07 12:56:43"} 
[2026-04-07 12:56:43] local.INFO: Box added from packed bin {"data":{"length":9.1,"width":28.33,"height":30.96,"denseWeight":57.51082367039944},"timestamp":"2026-04-07 12:56:43"} 
[2026-04-07 12:56:44] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":11.1,"width":30.33,"height":33.21},"quantity":1,"denseWeight":57.51082367039944}],"cheapestShippingCost":564.9262884433225,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":744.8077642125686,"tariffAndDS":744.8077642125686,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1200.9280390163456,"totalShipmentCostFormula":"((tariffAndDS (744.80776421257) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1200.93","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":421.0892292673239,"tariffAndDS":421.0892292673239,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":678.964273270633,"totalShipmentCostFormula":"((tariffAndDS (421.08922926732) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 678.96","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":564.9262884433225,"tariffAndDS":564.9262884433225,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":564.9262884433225,"totalShipmentCostFormula":"(((tariffAndDS (564.92628844332) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 564.92628844332","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":373.82035385759633,"tariffAndDS":373.82035385759633,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":602.7479385599884,"totalShipmentCostFormula":"((tariffAndDS (373.8203538576) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 602.75","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":585.4601849646663,"tariffAndDS":585.4601849646663,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":998.3267074017489,"totalShipmentCostFormula":"(( tariffAndDS (585.46018496467) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 998.32670740175","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":57.51082367039944,"rate":453.21999999999997,"tariffAndDS":510.7308236703994,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":871.5638618870197,"totalShipmentCostFormula":"(((tariffAndDS (510.7308236704) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 871.56386188702","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":11.1,"width":30.33,"height":33.21},"denseWeight":57.51082367039944,"volumetricWeight":37,"higherWeight":57.51082367039944,"quantity":1}],"totalHigherWeight":57.51082367039944,"DS":0,"rate":1025.1082367039944,"tariffAndDS":1025.1082367039944,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1025.1082367039944,"totalShipmentCostFormula":"((tariffAndDS (1025.108236704) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) + DdpService (0) + isRemotePrice (0) = 1025.108236704","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 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[2026-04-07 12:56:44] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 12:56:44"} 
[2026-04-07 12:56:44] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 12:56:44"} 
[2026-04-07 12:56:44] local.INFO: Final API Response {"data":{"sign_width":"164","sign_height":31.36,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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Certified","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.006009397851599999,"result":6.009397851599999,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.00047728599749999995,"result":0.47728599749999995,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.00455257413,"result":4.55257413,"sign_material":"Epoxy Hardner Master Pakistan","description":null,"sequence_no":26},{"material_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":27},{"material_id":28,"dense_weight_expression":0,"result":"0","sign_material":"Matting Agent (P565-554) 1L Nexa Pakistan","description":null,"sequence_no":28},{"material_id":29,"dense_weight_expression":0,"result":"0","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":29},{"material_id":30,"dense_weight_expression":0,"result":"0","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":30},{"material_id":31,"dense_weight_expression":0.00935664444,"result":"9.35664444","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00454107654,"result":"4.54107654","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.0060803028,"result":"6.0803028","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00048514752,"result":"0.48514752","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":6.300485855820001,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":20.5275,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":20.8012,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":5.2316345438113,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":57.51082367039944,"result":506.299130628412,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"164","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":167.76,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":60.42,"nested_area":27.37,"occupied_area":13.1,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":167.76,"other_dimension_of_sign":31.36,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1431},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1431},"timestamp":"2026-04-07 12:56:44"} 
[2026-04-07 12:56:44] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 12:56:44"} 
[2026-04-07 12:56:45] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 12:56:45"} 
[2026-04-07 12:56:45] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.36,"sign_width":"164","dimensions":[{"id":"48d002cb-eb2a-4401-a4a1-6990ac3214b6","height":21.9,"width":20.15},{"id":"fb974e4b-7d08-48c5-802a-761cc69ec3fa","height":22.78,"width":19.97},{"id":"a36ea1aa-fa81-492e-9ee0-dfe12b48a964","height":29.61,"width":10.69},{"id":"6c400ccb-4851-45aa-a098-d86a70b62109","height":30.14,"width":24},{"id":"faec10f0-5c55-4154-a8ab-356bac681167","height":30.66,"width":18.92},{"id":"44a2d7be-31fc-4b8c-9b55-0c934bdc6aad","height":30.66,"width":18.92},{"id":"d4eeb60c-dd75-4072-8dc6-61055728abcf","height":30.14,"width":28.03}]},"timestamp":"2026-04-07 12:56:45"} 
[2026-04-07 12:56:45] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 12:56:45"} 
[2026-04-07 12:56:45] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.36,"sign_width":"164","dimensions":[{"id":"48d002cb-eb2a-4401-a4a1-6990ac3214b6","height":21.9,"width":20.15},{"id":"fb974e4b-7d08-48c5-802a-761cc69ec3fa","height":22.78,"width":19.97},{"id":"a36ea1aa-fa81-492e-9ee0-dfe12b48a964","height":29.61,"width":10.69},{"id":"6c400ccb-4851-45aa-a098-d86a70b62109","height":30.14,"width":24},{"id":"faec10f0-5c55-4154-a8ab-356bac681167","height":30.66,"width":18.92},{"id":"44a2d7be-31fc-4b8c-9b55-0c934bdc6aad","height":30.66,"width":18.92},{"id":"d4eeb60c-dd75-4072-8dc6-61055728abcf","height":30.14,"width":28.03}]}},"timestamp":"2026-04-07 12:56:45"} 
[2026-04-07 12:56:45] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 12:56:45"} 
[2026-04-07 12:56:45] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 12:56:45"} 
[2026-04-07 12:56:45] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 12:56:45"} 
[2026-04-07 12:56:46] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"48d002cb-eb2a-4401-a4a1-6990ac3214b6","height":21.9,"width":20.15},{"id":"fb974e4b-7d08-48c5-802a-761cc69ec3fa","height":22.78,"width":19.97},{"id":"a36ea1aa-fa81-492e-9ee0-dfe12b48a964","height":29.61,"width":10.69},{"id":"6c400ccb-4851-45aa-a098-d86a70b62109","height":30.14,"width":24},{"id":"faec10f0-5c55-4154-a8ab-356bac681167","height":30.66,"width":18.92},{"id":"44a2d7be-31fc-4b8c-9b55-0c934bdc6aad","height":30.66,"width":18.92},{"id":"d4eeb60c-dd75-4072-8dc6-61055728abcf","height":30.14,"width":28.03}],"sign_height_raw":31.36,"sign_width_raw":"164"},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":32.0,"sign_width":164.0,"tax_factor":0.0887},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Dimension Calculation {"data":{"dim_id":"48d002cb-eb2a-4401-a4a1-6990ac3214b6","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Dimension Calculation {"data":{"dim_id":"fb974e4b-7d08-48c5-802a-761cc69ec3fa","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":39,"sign_type_id":1,"heightOrWidth":"23.00","return":2,"price":250,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Dimension Calculation {"data":{"dim_id":"a36ea1aa-fa81-492e-9ee0-dfe12b48a964","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":53,"sign_type_id":1,"heightOrWidth":"30.00","return":2,"price":361,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Dimension Calculation {"data":{"dim_id":"6c400ccb-4851-45aa-a098-d86a70b62109","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Dimension Calculation {"data":{"dim_id":"faec10f0-5c55-4154-a8ab-356bac681167","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Dimension Calculation {"data":{"dim_id":"44a2d7be-31fc-4b8c-9b55-0c934bdc6aad","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Dimension Calculation {"data":{"dim_id":"d4eeb60c-dd75-4072-8dc6-61055728abcf","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":7,"baseProductionCost":2415,"result":[{"id":"48d002cb-eb2a-4401-a4a1-6990ac3214b6","height":21.9,"width":20.15,"depth":2,"price":236},{"id":"fb974e4b-7d08-48c5-802a-761cc69ec3fa","height":22.78,"width":19.97,"depth":2,"price":250},{"id":"a36ea1aa-fa81-492e-9ee0-dfe12b48a964","height":29.61,"width":10.69,"depth":2,"price":361},{"id":"6c400ccb-4851-45aa-a098-d86a70b62109","height":30.14,"width":24,"depth":2,"price":392},{"id":"faec10f0-5c55-4154-a8ab-356bac681167","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"44a2d7be-31fc-4b8c-9b55-0c934bdc6aad","height":30.66,"width":18.92,"depth":2,"price":392},{"id":"d4eeb60c-dd75-4072-8dc6-61055728abcf","height":30.14,"width":28.03,"depth":2,"price":392}]},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2563.47,"taxFactor":0.0887,"tax":227.379789},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":3.0,"noOfFullBoxes":2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":30.0},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":398.04316546762584,"shippingWeightInKG":180.51844238894594},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":180.51844238894594,"shippingRateFound":false,"shippingRateRow":null},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2415,"PSUCost":148.47,"tax":227.379789,"shippingRate":null,"miscellaenous":0,"signPrice":2790.849789},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"164","sign_height":31.36,"sign_depth":2,"totalCost":2790.849789,"TATDays":7,"baseProductionCost":2415,"productionCost":2563.47,"PSUCost":148.47,"tax":227.379789,"shippingCost":null,"uniqueReturns_count":2,"objects_count":7},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"48d002cb-eb2a-4401-a4a1-6990ac3214b6","height":21.9,"width":20.15},{"id":"fb974e4b-7d08-48c5-802a-761cc69ec3fa","height":22.78,"width":19.97},{"id":"a36ea1aa-fa81-492e-9ee0-dfe12b48a964","height":29.61,"width":10.69},{"id":"6c400ccb-4851-45aa-a098-d86a70b62109","height":30.14,"width":24},{"id":"faec10f0-5c55-4154-a8ab-356bac681167","height":30.66,"width":18.92},{"id":"44a2d7be-31fc-4b8c-9b55-0c934bdc6aad","height":30.66,"width":18.92},{"id":"d4eeb60c-dd75-4072-8dc6-61055728abcf","height":30.14,"width":28.03}],"sign_height_raw":31.36,"sign_width_raw":"164"},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":32.0,"sign_width":164.0,"tax_factor":0.0887},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Dimension Calculation {"data":{"dim_id":"48d002cb-eb2a-4401-a4a1-6990ac3214b6","height":21.9,"width":20.15,"ceilHeight":22.0,"ceilWidth":21.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Dimension Calculation {"data":{"dim_id":"fb974e4b-7d08-48c5-802a-761cc69ec3fa","height":22.78,"width":19.97,"ceilHeight":23.0,"ceilWidth":20.0,"biggerDimension":23.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":40,"sign_type_id":1,"heightOrWidth":"23.00","return":3,"price":262,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Dimension Calculation {"data":{"dim_id":"a36ea1aa-fa81-492e-9ee0-dfe12b48a964","height":29.61,"width":10.69,"ceilHeight":30.0,"ceilWidth":11.0,"biggerDimension":30.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":54,"sign_type_id":1,"heightOrWidth":"30.00","return":3,"price":379,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Dimension Calculation {"data":{"dim_id":"6c400ccb-4851-45aa-a098-d86a70b62109","height":30.14,"width":24,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Dimension Calculation {"data":{"dim_id":"faec10f0-5c55-4154-a8ab-356bac681167","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Dimension Calculation {"data":{"dim_id":"44a2d7be-31fc-4b8c-9b55-0c934bdc6aad","height":30.66,"width":18.92,"ceilHeight":31.0,"ceilWidth":19.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Dimension Calculation {"data":{"dim_id":"d4eeb60c-dd75-4072-8dc6-61055728abcf","height":30.14,"width":28.03,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":7,"baseProductionCost":2537,"result":[{"id":"48d002cb-eb2a-4401-a4a1-6990ac3214b6","height":21.9,"width":20.15,"depth":3,"price":248},{"id":"fb974e4b-7d08-48c5-802a-761cc69ec3fa","height":22.78,"width":19.97,"depth":3,"price":262},{"id":"a36ea1aa-fa81-492e-9ee0-dfe12b48a964","height":29.61,"width":10.69,"depth":3,"price":379},{"id":"6c400ccb-4851-45aa-a098-d86a70b62109","height":30.14,"width":24,"depth":3,"price":412},{"id":"faec10f0-5c55-4154-a8ab-356bac681167","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"44a2d7be-31fc-4b8c-9b55-0c934bdc6aad","height":30.66,"width":18.92,"depth":3,"price":412},{"id":"d4eeb60c-dd75-4072-8dc6-61055728abcf","height":30.14,"width":28.03,"depth":3,"price":412}]},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2685.47,"taxFactor":0.0887,"tax":238.20118899999997},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Box Calculation Details {"data":{"breadth":38.0,"boxDepth":8,"oneBoxCapacity":67.0,"noOfBoxes":3.0,"noOfFullBoxes":2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":67.0,"widthOfHalfBox":30.0},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":398.04316546762584,"shippingWeightInKG":180.51844238894594},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":180.51844238894594,"shippingRateFound":false,"shippingRateRow":null},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2537,"PSUCost":148.47,"tax":238.20118899999997,"shippingRate":null,"miscellaenous":0,"signPrice":2923.6711889999997},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"164","sign_height":31.36,"sign_depth":3,"totalCost":2923.6711889999997,"TATDays":7,"baseProductionCost":2537,"productionCost":2685.47,"PSUCost":148.47,"tax":238.20118899999997,"shippingCost":null,"uniqueReturns_count":2,"objects_count":7},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:46] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":31.36,"sign_width":"164","shipping_weight":57.51082367039944,"shape":"rectangular","dimensions":[{"id":"48d002cb-eb2a-4401-a4a1-6990ac3214b6","height":21.9,"width":20.15},{"id":"fb974e4b-7d08-48c5-802a-761cc69ec3fa","height":22.78,"width":19.97},{"id":"a36ea1aa-fa81-492e-9ee0-dfe12b48a964","height":29.61,"width":10.69},{"id":"6c400ccb-4851-45aa-a098-d86a70b62109","height":30.14,"width":24},{"id":"faec10f0-5c55-4154-a8ab-356bac681167","height":30.66,"width":18.92},{"id":"44a2d7be-31fc-4b8c-9b55-0c934bdc6aad","height":30.66,"width":18.92},{"id":"d4eeb60c-dd75-4072-8dc6-61055728abcf","height":30.14,"width":28.03}]}},"timestamp":"2026-04-07 12:56:46"} 
[2026-04-07 12:56:47] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 12:56:47"} 
[2026-04-07 12:56:47] local.INFO: Input Parameters {"data":{"dimensions_count":7,"shape":"rectangular"},"timestamp":"2026-04-07 12:56:47"} 
[2026-04-07 12:56:47] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 12:56:47"} 
[2026-04-07 12:56:47] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 12:56:47"} 
[2026-04-07 12:56:47] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 12:56:47"} 
[2026-04-07 12:56:47] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 12:56:47"} 
[2026-04-07 12:56:47] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 12:56:47"} 
[2026-04-07 12:56:47] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 12:56:47"} 
[2026-04-07 12:56:47] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1371.23,"dimensions_count":7},"timestamp":"2026-04-07 12:56:47"} 
[2026-04-07 12:57:40] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"203.67","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpA6B7.tmp"}},"file_present":true},"timestamp":"2026-04-07 12:57:40"} 
[2026-04-07 12:57:40] local.INFO: Validation Passed {"data":{"sign_width_or_height":"203.67","user_input_dimension":"width"},"timestamp":"2026-04-07 12:57:40"} 
[2026-04-07 12:57:43] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":11},"timestamp":"2026-04-07 12:57:43"} 
[2026-04-07 12:57:43] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":11},"timestamp":"2026-04-07 12:57:43"} 
[2026-04-07 12:57:43] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":11},"timestamp":"2026-04-07 12:57:43"} 
[2026-04-07 12:57:43] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":11},"timestamp":"2026-04-07 12:57:43"} 
[2026-04-07 12:57:43] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"203.67"},"timestamp":"2026-04-07 12:57:43"} 
[2026-04-07 12:57:43] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"203.67","file_size":41403},"timestamp":"2026-04-07 12:57:43"} 
[2026-04-07 12:57:43] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":11,"objects":[{"index":0,"position":{"x":1009,"y":248,"width":128,"height":172},"scaled_width":22.89,"scaled_height":30.76,"actual_filled_area":303.82,"bounding_box_area":704,"exact_perimeter":176.19,"approximate_perimeter":166.91,"convex_hull_perimeter":105.94,"perimeter_pixels":985.3137084989849,"original_contour_points":19,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.34,"compactness":0.123,"perimeter_to_area_ratio":0.5799},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":835,"y":248,"width":142,"height":172},"scaled_width":25.39,"scaled_height":30.76,"actual_filled_area":700.41,"bounding_box_area":780,"exact_perimeter":102.78,"approximate_perimeter":99.31,"convex_hull_perimeter":100.58,"perimeter_pixels":574.7939392393406,"original_contour_points":112,"approximation_points":6,"shape_analysis":{"aspect_ratio":1.21,"compactness":0.8332,"perimeter_to_area_ratio":0.1467},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJIAAACwCAYAAADkHzezAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1de4xU1Rn/3efMnccuu8susCxWqCJoBQyttWrXalUiAq01bWwIiNrWxrRaGquVJq3+0RBrqo22phJt0zYtRokkqNXGagFFSYugUINCFY24wC77YOd136d/rN/Zc2dn2cfMMA/uL5nszsy5d+7jd7/vO9/rACFClAAS/cMYY5U8kFqEJEnS2KNOD0jAEIk2btyIxx57DPv27YPneZg2bRocx6n08ZUVIg/oORKfp9bWVrS3t2PGjBlQFAXZbBaKomDGjBlob29HW1sbmpubEYvF0NzcjI6ODui6DsdxoOs6ZFk+bYimAkA6nca2bdvw2muvwfM8KIoC0zRhWValj6+sICKNJow//PDDwFgapygKVFUFADQ2NsIwDDQ3N2POnDmYMWMGWlpa0NbWhpdffpnF43E0NzejubkZyWQSuq7XpSRT6Z90Og3P8yDLMlRVrXsSAaMTiJBIJGBZFhzHAWMMqqpCkiQ4jgPP8wAA/f396O7uxkcffYQ9e/bwbWVZhu/7kCQJ06ZNw7x583DhhRfi0ksvxZEjR9j06dNh23bdEEsFANd1EYvFEI1GYds2V2mKolT04CqNdDodeO+6LiR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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":657,"y":248,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.85,"bounding_box_area":880,"exact_perimeter":118.18,"approximate_perimeter":111.14,"convex_hull_perimeter":98.43,"perimeter_pixels":660.9015869776663,"original_contour_points":355,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.313,"perimeter_to_area_ratio":0.3397},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKQAAACwCAYAAACB8sXMAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1deZAU1f3/dPf0nHsMuCzL4coRLzxARFSEcEmiGBAWPEATD0xVrDIardKkKmUllaQqVT/RMoUWiYoXhWFrFZAbBAFjBCxQEAmgy6Fcu5x7zdnH9/fH7nu8nj1mZqd3d2a3P1WvdnZ2pvd197e/3/e9Pg9w4CCLIHX1BLIJRESd8X8kSXKueytwdfUEsgWmadKCBQvw7rvvIhQKQdM0aJoGj8cDwzDa/G4y+QqHw3C5XAiHw9izZ4+d03bQXXHs2DEqKSkhACRJEgEgAOT1evnr9g5VVSkvL49kWab58+dTZ2liBzkKwzDo/fffJwCkKIpFmFwuV8YCCUHIR40aRRcvXnQE0kHrqK6upltuuYU8Hg8FAgEuhH6/nwtpW0OW5aQDTYLp8/lo5cqVZJqmI5QOmsMwDFqxYgUBII/HwwVHURRbzDUALpDs59y5cx2z7aBlEBHNnDnTYq5dLhcXHlVVSZKkNkcy7cg+xzRvSUkJnThxwhFKB81x4MABCgQC5PV6yeVykaqqzRwSZKghmaAzDSzLMv3xj390BNKBFefPn6eXX36ZevXqRQDI7XZbvGum0ZJpSCQRSHYct9vNtWZeXh6dP3/eEUgHl3Du3DkaOXJk2gLWnuFyubhgqqpKiqLQwoULHS2ZALmrJ9BV0HWdqqqqcPDgwc76f9B1HQCgaRoMw8CmTZtw/vz5Tvn/uYIeK5B1dXUoLy9HOBzu8P8lZnJcrkvJsU2bNuHQoUMwDMPRkk3osQIZjUaxaNEii4B0BhRFgaqqkGUZtbW1+OSTTyDLPfY2OAAa89bbtm1rNayDDlhDImE9yf7PDTfcQKdPn3Y0ZBN65KMpSRKWLFkCAOgMn4KZbEVR+O9EBI/Hg3379mH16tWdVmnkIMtARPTFF19QcXExybLcKRpSURSSJMkSj5RlmXvdP/3pT+nUqVOOQPZEEBE988wzJEkSD3p3tsl2u91cOFm+fMeOHRSPxx2h7GmIRqPUp08fkmWZa65UBVIskvB6vVyo0hXoxM8rikKPPvoo1dfXOwLZkxAOh2n37t08I+Pz+VIWKLEsTczi+P3+jAXS7XbTgAED6PDhwz1eIHuUU6NpGsrLyxGPxwGk59Coqspfy7IMXdchyzJM08x4XoZh4OTJk9i8eTN0Xe/xQtljcPLkSRowYIAljSdW47Sl4Viohmk0WZbp7rvvtsVko8nRGTNmjJNK7CkgIlq6dCk31cxsu93upALF3nO73VyQr7zySlqxYkXKAp14vMTPBwIBAkDr1q1zhLInIB6P0z333MO9ayYIqTg1YlEE+/vcuXPpwoULVFpamrFA5ufn87/deeedjkB2d5imSWvXrqWCggKuiQCkHPZJ7KspKCigd999l3RdpyeeeCJjgczLy+MOkqqqtH///h4rkD3CqZEkCcuXL0dDQwNisRiARidFURSePWkLuq5zp0aWZVx++eWYMGECFEXB9OnTM55fQ0MDfD4fotEodF3Hli1bnMxNd0aT52oJ27DXYh9Na0PUeoFAgMrKysg0TYpEItTQ0EDjx48nRVG4xhULfVMdYqB+0KBBVFtb2yMFsttrSCKirVu3ArgUuonH4zy/zDRmkmNwTRqPxzF06FBIkgRVVaGqKm644QZ4PB5omgZFUXhYSVGUlCp5XC4XiIh/v6qqCh9++GGP1JLdXiAB8EIKSZIgSRJM04SiKEkZJ0TIsgxZlqFpGkaNGsWFVFVV3HnnnYhGowAaY4pMeA3DSOl/iHKnqiqi0SiWL1+ezik6yBVUVlZS//79ecyRZVxUVU2rgYs5Nl6vlw4ePEiGYRDD6dOnSVEUi3PCzHaquXEWPmLzGzJkCB0+fJii0WiP05LdFkREL730EgGXUn8sf91SE39bgwnW9ddfT6FQiDRNIyIiXdeJiGjcuHH8WIqipMV4wVpkxQfE5/PRs88+6xAKdCdcuHCBbr/9dpIkiTsvYn80gJQEUtRyzzzzDBERxeNxIiIumIyKRYwpBgKBtKqHGAsG064DBw6kWCzmCGR3ABHRv//9b8rPzydVVXlGBrD2WqcqkEybfvrpp1wQdV0n0zTJMAw6e/Ys9enTxxLn9Pl8aZezsY5EptFXr15NTs9NN0AsFqN58+bxYlhRM4oCmUgu1dpQVZUCgQDV19cTEZFhGFw7mqZJRET33HMPAY2hpHQFMTH8xEJT9913nyOQ3QHxeJwGDBiQUmqwpc8k0qEoikJDhgwhIqKGhgYiIgqHw1w4iYgWLlxIQGMckhXe2pHrXrNmDfWUKqBuGfYxTZPee+891NfX29IzY5omfD4fz8qwsI7b7QYAHmscMWIEhgwZArfbjXA4DLfbbUt52tKlS1PKKDnIUmiaRqNHj7Y4MploSADUr18/2rJlC8ViMa4RmWPDTHYoFKJnnnmGLwmY2c1UQ5aUlDickrkKIqJdu3aRx+NJuXgimUD6fD669dZbqaqqimKxGDfT7HUkEuExSdZeKzZ2ZSqQbreb3nzzzR5RBdTtTDYRYenSpYjFYtA0zZYmfE3TMHr0aBQVFXEzTURwu93NlgQ33ngjSktLoaqqbS22uq5jwYIFtpj/bEe3E8hjx45h1apVnJGCCVAm0HUdY8eO5es4Mf+taRq8Xi/n7fF6vSgrK+P57GSE+alAkiR88803OHbsWLfPb3crgSQi2rBhA44ePSq+l/Fx+/Xrh5tvvpkfj+XCTdPkuWomeLIs46GHHuLFF3aAPVyLFy/mgu4gB6BpGs2aNatZsDvTNeTMmTN5ipDFHhPXjszBYcjPz7fEQDNZQ7IMTklJCZ06dcqJS+YKQqEQBQIB7sy05tS0JCCiEIvetSRJtGLFCqqpqSEiolgsxr1qlqkhIopGo1wYo9Eo/e53v7ME30XBTCeHDkFI3W43/frXv+7Wzk23MdlERIsXL+ZV1wDSit0lOj/MLPv9ftx4440oLCzkn2Nmmoj4a1VVYZomdF2Hx+PB5MmTMXDgQP6+aZogIm7yiYiXtKUyN/bdXbt24cyZMymfl4MuQm1tLY0YMcJiElsjAmhJQ7K0ItNm7L1Ro0bxuKNhGJaiCpapEcHMeENDA02fPt3SPosErSfy+7Q1RG3q8Xho6dKl3dZsdwsNqWkabd++HXv27IHL5eJOQDoermgFWXjFMAzcddddICLouo5YLGZhMmPajWlkoNEjNgwDgUAAY8aMga7rkCQJsiw3qyBnWi8ZTNPkDpKu6/joo48cTslsBhHRk08+2axQga3XUtGQbL3JtJHP56OCggLavn07RaNR0nXdUpQrQiy0MAyDa8nt27dTQUGBZS5sPkiiFRMH06Qej4f69u1LJ0+e7JYaslvg1KlTNGzYsGZ7y6ANL7o1k81+z8vLo8mTJ1NDQ4NFEE3T5B43c2yYl83MOXsvGo3StGnTWnRQ0hFMNje2BAFACxYs6JbOTc7rfdM0qaKiAsePH+fmVNO0tKiaGVeP1EQkCjQ2cz344IMIBALcqRD+J3Rdb+bUJC4RPB4PHn/8cfh8Pst80pWjRPPscrnw7rvv4vjx42kdx0EnwDRNGjt2LC/AZaaX5ZCRooZMHJIk0fHjxy3aTtSMIljIh5ltscUhFotRSUkJFRQUWJwTcX7JBqvZZN9npW3r1q0jTdO6nZbMWRARVVZWWtaJSHNtljjYcebNm0e1tbV87cjijW3BNE3LMAyDDMOg5557zmJ6RY8+1XmxtgbRM7/11lu7ndnOeZP9xhtvZHwM5v2K8cWZM2eioKDAloKG0aNHo3fv3nxZwLzydKIAbB4spgkAp0+fxubNm+F0JmYJiIiuuOKKjDVk4veCwSD3lDVNy1hDVlVV0dSpU7mmE52v9syXfd/tdtPjjz/erbRkzmpIIqIdO3bgxIkTdhyLv5YkCZMnT4bX60U8HrdlH5u+ffti6tSpAKzkAalyC4lzYz8ZQ8a2bducgotsgGEY9Mgjj3CNYccakjX7f/zxx5bcdKYaUtd1OnjwoKUjEUit4zFxfux7LAPkdrupoqKiW2nJnAMR0b59++iyyy5rtic12imMLHY5cuRIqq2t5THFSCSSsUCyFOPs2bMtjlOqc2OfT4yVMgG9++67KRwOdwuBzFmT/cEHH+DChQu2NT+xGOS0adNQUFBgWy0j0Fi0CwDz5s2DLMtwuVxppf5IiHcCl+oj2Xvbt2/H1q1bu33xbtaioaGBBg0a1CJPONrpJLDaxS+//JLHEJmWzFRDEjW2zMbjcU6ZIsZIU5kjy+4Al+ifVVXl1+DZZ5/ttgUXWQ0ioq1bt5IkSWlt65E4xNpE9t7999/PBYdBLMi1A2zdy+agqmrSByqVwP71119Pe/fuzXmBzEmTvXDhQiiKgkgkkvGxmJXzeDyYO3cufD6fxZxKaVD2JYNpmigrK8Nll10Gn8/HOSHtwJEjR7BmzRpnW5HORlVVFefqAVJnhkiWMuzXr18zapTEtoRMoes66bpOM2bMsGRpMtWQzGyPGjUq5xkuckpDEhFt27YNmqYhHo+3q9VUzMaI740aNQoul4tnUwDYpr0AIBKJ8Ljj9OnTYRgG3G63LRqYHWP//v04cOAAcpnCL6cEsr6+HsuWLYPf7wcAS3VOqmCfFwXB7/djzpw5zQLhdnraopBPmDABBQUFfDewTMFSkLFYDG+99ZatywwHrYCo0ZkpLS3lpkxsD2iPU8NimCNGjKC6ujpL7JHI2rKQCUQPPRqNkmEY9Ktf/co2k80cM4/HQ8FgkC5cuOBoyM7AypUrUV1dDaCRAEDX9ZRSe61pDJaCKysrQ35+Pl8CSAm91plCLNBghRyPPPKIrRqY7btYU1ODDz/8EA7RaQejvr6eRowYwbUGI3JKhTuntfdcLhd5PB7av38/12JiKwLj7rFTQ7KsTTQapb59+9qiIQHwVolAIEDjx4+n8+fPOwLZUSAiWrt2LfXq1csSyEYaqbeWuvuCwSCVlZWlHPhuLxJbIFienPVus4JbcS9Fka882fkxsn00CaYkNfaS57rHnbUwDIPuvfdenp0ArPlnpCCQ7LXP57MUKaxcubLDBZJlbsTfiYhWrFhB/fv35/Npifs81QIMRVHI6/Xyz48bN46InFRih+DEiRPcRHu9Xi5gqe6Ylbj5Ovu+z+dLq3giEyS2P5imSaFQiMrKyvhDIz5siVmkZENMI7Kfp06dyjmBzHqnxjAM2rBhA2d6iEajcLvdkGU55TpAEkI90WiUb3o0depUW9jRUoHYKEZNGRq/349JkyZZ+rbFOadai6mqKjRN45XopmnC4/FgyZIlTsGF3Th37hxNmDDB0gIKwQyno0VEk1hcXEyff/45Z8TtaA1JdKlIIx6P83Xlt99+SwMHDrRofLEiPNVzA5rvA3711Vf32D0TOwREjc5MYWEhv+jia5fLldKiX2yqYp9nayxWkdNZAklEFuZdXdfp4YcfbvEhS6cJTOxiFFsk1q9fT0S5oyWz2mTruo6VK1ciFArx98SYnmEYacUKWfuAJEmYMWMGAHuLJ1oDCaZaBNsi+eGHH+ZkVonzTRVi1srj8UBVVciyjPLyctTU1GQwewccoVCIbrjhBm6CxIwEqwlMNTMj7j0YCATohx9+4BR7naUhW+rxZvveDB482NJTnm57g7h9CbtGAKi0tJS+//57CoVCOaMlsxJERB988AEXonRSg20FjgHQb3/7W7pw4QIRES+k7QyBFCEW8sbjcfrDH/7AlxQiN2VL55PKEAlXuzunZKcgHA7TxIkTbWGgTYzvrVu3zhKs7mqBJGrcOSIYDJLf72/WJpupQBYVFTmZm0yxf/9+y2I9E4EUvdVBgwbxnbjEvQq7WiCJiKZMmcKdMPYgtUcYEwVSkiR65513cqLFISudmnA4TFu2bAFgT4GDYRg8zjdlyhRerc1GV8MwDGiahl/+8pcAwDeGt6s8rVevXnj77bez4lxzEsePH6fx48fbthOWJEnk9/vJ6/XSf/7zH15exrRTNmjIcDhMZ8+epUGDBjXjIM9UQ6LJqTt+/HjWS2TWaUhN06iyshLbt29HLBazpUSLiBAOh1FaWmrZb0Zkvu1q+Hw+5OXl4f777+f8PSx0Ywfi8TgWL16c9ZmbrBPISCSC8vJyxONxni60Ay6XC2VlZQAukeFny85Y0WgUADjJld/v5/WNdlC55OXlAWjc56aysjLj4/UonDx5kgKBAC/Jgk0mu6SkhL7++muKxWI8Bsio9rraZCf2bw8dOpRnpFhFU6YmG2islVywYAFFIpGs1ZJZpSGJiN555x2YpskbrNLREOI+hC6Xy+K4zJs3D6WlpbxKPBaLWbbm6IyMjQiWMWKFFUQEwzDg8/kwc+ZM1NbWAmi5r0c8r9YGM/vMCiiKgmg0ivnz53MmDQdJEIlE6I477uBhmsQm+tY0JPu8GFRmWQsWg/zss89a1FR2EwG0B2wO7OemTZuooKDAko1Kx0K0NNh1CAQCtHHjRod5NxmIiL755huLmUl1v+vEol3xtaIoVFRUZGEzExu3WttZoTMhLiGIGosupk+f3u4oQ+Jg32HX9d577yWi7HRusspkL1u2jJsZn89n2XW1LYjbECc6QYZhYOrUqfB4PGhoaAAA3n/N4pNdDcb1yJwtt9uNxx57DNFo1BYyLXaOrJhj9erVtrB+dGtUVlbSVVdd1YxQqaVsBVrQAkybsLpJZqLy8vLo888/JyLrfoS6rtvOTJEJWEka216ktraWhgwZwsn87dCQYhq1vLzcMdutwTRNWrhwITcrotlNNZfNzHviBkhjxoxptrGRaKazQShFD58Jpmma9OKLL7boQbd0/skGe2CBxkKTiRMnZmX/dtfbKzSa3JUrVzZ73+PxpBwrTNwwnYjg8Xgwa9YsixdrGIYlIG4Xv2QmEAntWaTAMAw88MAD8Hg8HfL/du7cibVr12Z9oLzTYRgGHTlyhAKBgKWeT1VVy7ZsqXjZ7HuyLJPX66X+/fvTwYMHLbttiRqptX1nugpsfqFQiIgatXlJSYktGhJNWpJZEL/fT9OmTSMiRyAtME2T5s2bR/n5+c1MS7ol/KJA5+Xl0VNPPcWD3omVNdkIVjDMoGka/f3vf7csSRKvUaoCyh5a0XP3eDx0+PDhrAqUd7nJliQJW7duRX19PQBrOk+SpJQC47IswzAMKIrCfzY0NGDy5MlZ4UUnA0sC+Hw+AI3Lj1gsBpfLhYkTJ2Lo0KGWvL645KAUFBzz4oFL+327XC7EYjG8+eabTqCcQdM0+vrrry1PsdjEz1JgSPL0My0hatT+/ftTTU1NM5rlbERicD4ej1sIr9hOt6J2Q4LWbGuI14WlZJnpLikpobq6OkdDAo3xwEWLFvH4GDU5Huxv1JQCSwZqIohiqTcAuP/++1FYWJgTe7gkWgFVVeH1enk9JNvjhmlSluZMNd0p1oOyY2iaBrfbjaqqKmzbts1xbiKRCB04cIBKS0ub9R8risKf4JY4eVoa4pYZwWCQvv76a4pGoxSPx7NeQ4oQCa5CoRDF43Gqrq6ma665ptm5prPGFhk7xL23VVWlxx57jLKF5LTLNKTX68XChQtRXV3NtZjL5YKiKJAkiT/JqTBLsOpqplUnTJiAESNG8L9lOxLXhMxKsHbW4uJi3HPPPc00YjqZJtM0+XqTaeRYLAbDMLBt2zbs3bs3K7RklwmkrussDsZjgcx0m6aZFq0y+yy7OdOmTQOADonhdQTY/KkpdsqWH2KMdM6cOejduzeAxmvH/paKQIq0M4yORqwJ/eGHH/DBBx/YxoeZCbpEIDVNo2+++QY1NTWIx+P8hkQiEcTjcR4glmU5JYFkGkbXdQwYMAA33XQTz1vbyRPeUWAPoSg0bO3MOHtuvvlm9OrVi1+rxM2T2gJTfKqqIhAIWP6v2+2GYRhYtWpVTqy3OwRERHPmzOHrmEwLcNl60+Px0FNPPdWsZyaXIHZBJhKdLly40OJZp1oNlez6AaDevXvTa6+9ljVryU7FxYsX6aqrrmrzArU1Ej8vMlls3ryZiC45B3V1dTx/3drIBjBB1HWdNE0jTdN4RTsjNbh48SJdd911/DoUFhZyZyWT68dajceOHUs9bu9tIqJly5ZZPOlMLygryAgGg1yrsN7rVIonkglsR49UEIvFKBaL0Z133pmSxkvn+olad/fu3UTUdc5N5h1EaSISiWDJkiWQJInH2TI9f6/Xi1gshmnTpvE1la7rME0TiqIk7S60o5EqExiG0eY1YGs7v9+PuXPnYufOndB1HZFIhJ97JmDboei6jvLycowcOTKj42WCTr8TBw4cwMaNG3mohqX7MkE4HAYADBw4EEePHkXfvn0BACdPngSQvKKnqx2fZA6K2+2G1+tFKBRCJBJBOBzm18yOVl5q6i3y+/2oqKjAU089lfExcwJERC+99JIlqJtqAS7aMDmFhYWcO5yZn3TYwxjJU1eNVOfp9XotSQTWmZjp9WPLHvbdRYsWdanZ7jScOXOGxo8fb8k920Em1dLfPR4PJ4FPNpL9v84YTChYY5rIhNanTx/LZ1k+mrFx2BWlYPdk0qRJ3Z+cioho/fr1lidc5GzM5IKyogNx2xD22VSLM7pyiHNJJIli74u1jAAsFNd2PdCqqvJruWvXru6tJQ3DoAcffJAAa5VKujzazuiYwZYOTCDvvffe7r3PzYkTJ6i4uJiAxnWjqqqWJ94ZXTvEIhaPx0MlJSV08ODBThfITkkdappGGzZswJkzZ+Dz+aDrOjRNc+jhsgSJoTFJklBVVYWVK1dmRcGF7aivr6exY8c2KzAFrOX4zuha7SjujObxeGjkyJFZVbxrG7799lsCLi3EvV6vJQ+LLLgpzoAlbBYMBsnlctHGjRs71bnpcJPdlCoE0JilYaRHLLvQHS1CLsLr9XImX0VRUFNTAyJCeXl5V0/NXhw9epSGDRvGnzxx51LGyoBO0gDOaH2ITg1bRqmqSpdffjl99dVXnaYlO1RDNjQ00JYtW3Do0CGuEVmdotvt5n00DroWzKlhxb7RaBR+vx+apuH48eNYsWIF6urqOmUuHUqKSER07bXX4rvvvmt1N6tUIDXxKLLvi8cQi1nb+n4uo7Mf2sTrVVhYiPPnz0NRlA6/kB1aXFFdXY1Tp05lfJxEIWSQJAmmaVrK+Fv6XHfXwqx4hF0nu883HA5jzZo1iEQi5PP5OlQoO0wgDcOgd955B3V1dRk366uqamGDZcdjF1/UnuLTzW5MrmvIZPNvrVqKWZZMudTj8Tjee+893HbbbRkdp0sRiURo1KhRBFgZzJAFC/juOtLNaadznKKiIvryyy873NR0iIYkItqyZQt27dplK5VJomlize+JGiDRZOW6yU5l/uI6G7B3hwmXy4Vz587hk08+ARGRlGsmh4ho3rx5XDtmqiGlpr4Plv/OlpKxbB/tveatlafdfPPNHV6W1iEa8n//+x82bNiAYDCImpqajLUkCdyOQOOakq0rWdV5W1ox1x7oRCSbP2tl1TStmWZkRFyZgAXL9+7di2XLlnWolrRdIImIXnnlFZw4ccK2Rn0W2pFlGQUFBSgqKuL9xZqmcXaK7maqGZKdh6IoiEQiqKurQ11dHSKRCF/W2NX8z3rklyxZgkcffdSWY7YE26U8Ho/T8OHDUVVVhYsXL6a0xms2qRYePiKCqqr4v//7Pzz99NOQZRmnT59Gfn6+5aLnujZsD0zThMfjQSgUwp///Ge89957CIVCfL8ekUalPQ+pGOv1+Xz49NNPceutt0KW5ey+2LFYjHbv3s3JR9HKmgRprmGARhL8cePGUWVlZfdQex0AIqJTp06Rz+cjWZappKSEr+Mz9bzF1OIzzzyTG9XkmqbRiy++aDkJO5q4WK/JP/7xj9y4EF0IIqLJkydbhMgOgRSb0YqKiujo0aPZfx9qamrommuuIY/HY6F8s6tn5siRI9l/EboYFy5coFWrVvFr6Xa7MxZIURjZvXj11VezWzkYhkFLly4loLEbzs42V5fLRbfddlt2X4AsQnV1Nd1xxx3k9XrJ5XJlLJBimI3tjjZmzJjsvh+madKUKVOarTfsanN9++23s/sCZBHOnj1Lr776aov3AO0QSCTc00AgQF6vl/bu3Zudmy8REf33v/+lQCDAG/YBtLgLVXsEsqSkhE6fPp19J57FOHr0KAWDwWYbmMKGNSR7/eSTT2YnOZVhGPT73/+eR/UTuwkzFciJEyc62jFNEBHdcccd3Cm0aw3JIiiyLJPf76eGhobsuy9ERFdeeaWl8V/cJhgpCCB7zVpk2euCggJasmQJ1dbWZt+JZzGi0ShVVFRYnEsk3I9U+dvZ/WDV/ux++Xw+mj9/fnYpi6ZCCioqKmqRjL09TyXjKwQa86ffffdd9pxwDuHw4cNUXFzcjPUicesVJLkfTIjFXdbY60mTJtGPP/6YPfeHiOixxx6zCF8i7yNSEELxcyLnznPPPUeGYWTPCecQiIhmzZpl4QmCcL1TFUj2GfbT7Xbz8I/L5aLFixdnj5bcu3cv9e/fv0WBTJXZK3F9yS6cz+ej9evXZ8/J5hiaOj655WJsaQDSZl5jSQ5RqNn3H3jggezYno6I+F58ECYoxiCRwskmakf2+qabbqKzZ892/YnmMGpra2nixIkEWEkZ2lvCJwoxW5f269ePvvrqK1vuU0Z1YfF4HJ999lnjgWSZE2+yLS1SVWwtfc7j8WDKlCkoKirKZIo9HgUFBfjNb34Dl8uFaDQKoLEHO50CXrF8UJIk/jvbvuX06dO8eNfe2acBIqKPP/6YBgwYwJ8akSIuXVazRG06ePBg2rFjh2OubUAoFOIck7IsW651KmtI0SGSZZnvAAZBY44ePZqOHz/edfcqGo3SE088YZkwI9IEmm8UmWwEAgHLZ2+//XZHGG0CC8sFg0EuQJIkWRRIKqMl3k2R7GHHjpqdGloAAAg2SURBVB1dt62IrusUDAZTYnBtKVvTUok8BOF+/fXXe+aeKR0A0zRp3bp1lnUfBAWSTuKitcybqqo0c+bMrlEipmnS5s2bedQ+U4GE8MQxbsLdu3c7wmgjamtraciQIVwQ2YOfLiV0a/fP7XaTqqpdw7wbCoXogQceaLFwor0CKYYU5syZ42hHm0FE9PTTT1syYe3ZJ6il+yfGM+fNm9f5AlldXc35vFOpd0xFIEXT/dFHHznrR5thGAZt376dBg0axB/8YDBoq0AGg0EqLi7uXOZd0zSpoqLCkk2xSyAB0E9+8hMn9thB0DSNpk+fzoPcaDLfdphskd3un//8Z7urgNKOQxqGgddee403FtkF1jk4e/ZsJ/bYQXC5XJgxY4Zle2O7uhLZcUzTRHl5eedsDU1EtHr1av60pNozk4qGZKX2O3fudMx1B+LEiRM0cOBAfv9gk8kGLpWm+f1+qqysbFcNQloaMh6P4+2334YkSZy83o6tzYDG/uri4mIMGzYMktQDe1k7CUVFRXyDe0mSkm67lwrcbjcAoL6+HkBjZufNN9/M+LhJQUSW9Ud7COvZTlVstypZlnlW5/nnn6dYLOZoxw4EEdH+/fvb1HpI854C1vhmfn4+FRcX0+HDhztOQ8ZiMXr//fct/IOapqXUmC81ESFJTdRwjBbFMAz++4ABA3DXXXfxp81Bx0CSJGnAgAH42c9+BkVRbCNWEHPjkUgE9fX1WLVqVcflt4mIJk6cyAOpQPN0Umujpa3SEseUKVMoHA472rETQEQ0f/58fm/s0JBoQR5uueUWOnfuXFr3NGUNefjwYezbt89Chdd0ckm/y8hGRQJRcQDAyJEj4fV605m7g3ZCkiRp+PDh6Nu3ry1rSOG4lt/37t2Lzz//HOksw1ISSF3XaenSpbhw4QJisRhkWeYCmS6zGfuuJLDe9u3bFz//+c9tC0E4SI7hw4fjF7/4ha08kpJAsS1JEjRNw9KlS+1fhp09e5Zuu+02rooDgUBaJhuwbr8rbksMgGbMmEHxeNwx150IVk0Om5waCLLA7q3H46HevXtTTU2NfffWMAx66623qHfv3vwft6dsKXGtwrxtVVWpoqLCiT12AX788Ue6+uqrbRFIMaYJWOsuFy5caN/9NQyDRo8e3azzDAAVFBSkvdAVT8Dn81F+fr6jHbsIREQvvPCCLQLJQndiCzPQGBocPXo0hUIhe+7xsWPHmpnY9g5xFy92zLKyMqeyp4vQ0NBAP/74YzOLJ3YoptMIxkaigCuKQmvXrk0pitKmR0JEVF5enjETLXNgWE+HoigwDAPBYBCzZ8/O6NgO2o+8vDypsLAQN910E3c2A4EAjw+z+5QpDMNARUVF5g6Urus0bNiwpDnqxPcTR2I/MMvwjBs3zt4Fr4O0IcYkEyuv2rt1dEtLgF69etHOnTvb3y5rmibbl6RVoRMT68lG4o71AOgvf/mL48xkAQ4cOECDBg3iAsh+igwi6YzWii+effbZ9t/veDxOzz//vG0CmbgGLSwspC+++MIRxixAPB6nP/3pT/z+iD1OqfbWA60LJHN4hg4d2n4Wkj179tCVV17Zpmluj1fGTnDMmDGOuc4S6LpO+/btI8DaRWiXyRappbdt29Ymp2SLTg0R0caNG1FZWQkAzdJ8wudS3mUq8fV9992HwsLCpN910PFwuVzSFVdcgauuugrxeBxAI1GDjaFDnsV56623EAqF0jsAEdF9993HJT7TsE/iE6OqqsMXnmUIh8P0r3/9q9m9E3vtUx0tOTUsu1dQUECnTp1K/d4TEZ04cYJPxA7SeiSsIYcPH25foNSBbaiqqrLUqQL2VQOJa9G//vWvpOt6i/e/mck2TRNvvPEGwuEwACAWi2V8omwbOEmS4PV68dBDD8Hv92d8XAf2IhgMYuzYsXyjJLsrgViRxbJly1BdXZ3aF8+cOUOlpaVcO6IVjdfWaClSjybTf8UVV2QXwaUDDiKi119/nd93kRE5Ew0pOkdMU77yyivJQ0CaptH69ev5l+0irQcuFWSUlZU5BKRZjCNHjtB1111nuWeZCmRLFH7XXnttiwJpMdm6rqOiooL/nmqLQipgdZMzZsxw6h6zGIMHD8acOXMAXPKOM4VhGPB6vXC73bye9tChQ/j+++/R5rYihw4dov79+1scEVVVM9aQTPUPHjyYqqurHe2Y5WhqzmrxXrZHQzIHSXRsFEWhF154ofXCGiKil19+mU+CeVctme1kE0j8PFtD/O1vf3NShTkA0zRp3Lhxltx2JgIpVhOxfYwkSaLLL7+8dX9C0zT66U9/yiPrrTWRt0cg2RPiODO5gWg0SvPnz+ec5HaEfUSab9HJXb58eXOfwjRN2rRpUzN6PbQiYO2Z4I033uhoxxxCfX19q1GWdIeo3ERm5T59+tDo0aOprq6Oy4UMNMaIli9fzusVWUqQcYaz31sbUkIXYeIAgEmTJtnGcuGg4+H1ejFr1iwAye9/siHed0lgy7h48SKOHDmCNWvWWPu3m/Y+JqCRdUBcO3g8Ht6Y1dpI9oQEg0H67LPPHA2ZQ2BNYHl5ebwnqrWRqgVVFIU8Hk8z/vlp06Zx2XABjeEdVVWh6zrC4TDcbjfy8vKgaRpisVhSJqtklcCzZ8/GyJEjHc6eHIIkSdLp06fp0UcfxaJFi9r8bDI9I/bws1CSz+fjrCV79uzhmRsJaKRJOXPmDAYOHAjDMHDx4kX06tULkUgELpcr5X/YGurr61FUVOQIZI6BiKihocGWFCJLR8bjcRAR3G43P67b7WbLO0c+HGQX/h8zXwB4Iu8ijQAAAABJRU5ErkJggg==","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":163,"y":248,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":495,"y":245,"width":152,"height":178},"scaled_width":27.18,"scaled_height":31.83,"actual_filled_area":261.7,"bounding_box_area":865,"exact_perimeter":159.51,"approximate_perimeter":140.86,"convex_hull_perimeter":95.14,"perimeter_pixels":892.0214280248111,"original_contour_points":395,"approximation_points":11,"shape_analysis":{"aspect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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":334,"y":245,"width":137,"height":178},"scaled_width":24.5,"scaled_height":31.83,"actual_filled_area":301.6,"bounding_box_area":779,"exact_perimeter":180.24,"approximate_perimeter":156.33,"convex_hull_perimeter":93.27,"perimeter_pixels":1007.9625535217655,"original_contour_points":437,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.3,"compactness":0.1167,"perimeter_to_area_ratio":0.5976},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":245,"width":151,"height":178},"scaled_width":27,"scaled_height":31.83,"actual_filled_area":261.86,"bounding_box_area":859,"exact_perimeter":158.79,"approximate_perimeter":140.2,"convex_hull_perimeter":95.1,"perimeter_pixels":888.021428024811,"original_contour_points":382,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.18,"compactness":0.1305,"perimeter_to_area_ratio":0.6064},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":479,"y":2,"width":128,"height":172},"scaled_width":22.89,"scaled_height":30.76,"actual_filled_area":298.98,"bounding_box_area":704,"e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eZ6HfD7Pw9AGI3p/2DfRNE36LCuloOXRdV26DpqmQdd12dlNYNFy2LYN3/fl8KPrulToarMh13WhaRry+bw8JspazbliqqdYLCISich2EO0lGlkl9AFcsShBywRcsTzc5RllWCyMMiwWRhkWC6MMi4VRhsXCKMNiYZRhsTDKsFgYZVgsjDIsFkYZFgujDIuFUYbFwijDYmGUYbEwyrBYGGVYLIwyLBZGGRYLowyLhVGGxcIow2JhlGGxMMqwWBhlWCyMMiwWRhkWC6MMi4VRhsXCKMNiYZRhsTDKsFgYZVgsjDIsFkYZFgujDIuFUYbFwijDYmGUYbEwyrBYGGVYLIwyLBZGGRYLowyLhVGGxcIow2JhlGGxMMqwWBhlWCyMMiwWRhkWC6MMi4VRhsXCKMNiYZRhsTDKsFgYZVgsjDIsFkYZFgujDIuFUYbFwijDYmGUYbEwyrBYGGVYLIwyLBZGGRYLowyLhVGGxcIow2JhlGGxMMqwWBhlWCyMMiwWRhkWC6MMi4VRhsXCKMNiYZRhsTDKsFgYZVgsjDIsFkYZFgujDIuFUYbFwijDYmGUYbEwyrBYGGVYLIwyLBZGGRYLowyLhVGGxcIow2JhlNEBwPM86LoOTdMWD+o6DMNQLsQwDBARAMA0TQCApmnQdR2e58ljzMZgmiaICLquy3bQdb3s70qIcwSGYcjzTNNEqVRafB3+p+/78sLAYqOHC1sJ3/flayHAtQiPWTtEtKSNRMdfb3miHYlItp8uChaiEBcVf9d60eB54qKFQmHdN86sTrjNalWewLZtAJfF4vt+mUVY6w0E8whxERFKpRLy+TwuXLhQxa0zq1HJsqyF5QyCpmmwLAt1dXUAVhBLsNFXI3hu8Dzf95HNZnHx4sV1fARGFSGWSm21HhEF/RXbthGPxxePi4OmacrhaL0XqaTQUqnEw9AGI/xMoHpfJViGruuwLAvRaHTxPQDEYjE4jlNx1qLiTQdFJqyMcIoMw4Dneev+AMzq1HoYCrogmqYhEokACIjFtu2yWUt4CrYSYtYTvGkx/bYsS069mKuPiojCYhEdXlgsaWlEht7eXuTzeXnyWhxcz/Pg+z4sywKw6D37vg/P82AYBk+dN5hkMonh4WEAi+1l27a05iqdXeQNhjlEfMUwDKkLHQCampqktMLiWI95E0IBgEKhwGLZYIL1Day9zYIuhOd5ZXEWIDR1BsoVGDQ9azFjwUCOOC+TyfBsaIMJTyLWKpyVrI/jOGhsbARwOYILYEnvF6Hj8JS6EuEhK3iD2WwWY2Njq5bBrJ9CoYBsNivfr3VCEWwv0e7CfYjH40gkEov/E5kikYj0etdLpalXPp/HxYsXMTc3V5vwIrOEXC6HTCaz7vMrLdEQEUzTRH19vfRFpVgcx4Ft21XFWYJrSsCitcpmsygUCnLcY2pPNpvFwsICgPKQBbD22ZCmafB9H6VSCaZpyiEICIjFtm04jiMvojL8BC8QvGDQd8lkMpiZmeHA3AaSy+WQy+XkSj+gNgsSBNsuGPqIx+Po6OhY6uAGo7jhE9d7QbGIOD4+jrm5OeWyGHWKxSK5ris7qGiHaiK5AGBZFhoaGtDW1la+NgQAra2tuOGGG+C6btl8W1iNlRJwZQYVXnUulUpYWFgoc8CY2jEzM4Pp6WnpaxSLRViWhWKxqOyDisi9YRgolUrQNA2u68I0TXR2diIajWpAQCyJRAItLS1ljV9tGFlARHJMZWpLLpfD/Px8mduw1i0LYvYk8ovNbKZpoqGhQeYrc3Cbm5vLdlvVKpiWy+U41rJBzM3NYXJyEsBScfi+rzQchcUiNGDbNlpbW2U+KZa6ujp0dnbKaZI4qRakUin2WTaI2dlZTExMVPzfWiYpQSMhiMViaG5uvpJHvGhubsbWrVvl3gXVgJwK+Xwe6XS6JmUxV0ilUjQ9PY1z586VHQ+vGqsQzCcsTUNDg3RugfJhSGtqakIkElkyFa4W13WRTCZRLBY5MFdDcrkc3nnnHVy8eLHqUSA4MRGLwq2trWXxsbIriD0tQV+lFqLJZDI4ffr0kh7AVEc6ncbY2BgKhULZzCc4nKgG5YL7kIgIsVgMbW1t5W5J8KT6+no4jiMziBXIallYWMDY2Jh0xJjasLCwgOnpaQBYsnFtLZ08aJXEa8dx0NDQUGY4ysTS3NyMW265RUYDAZQpazlW2v9JRLAsC5OTk3LPBVMbLly4gGQyCU3T5NpQONalQtC3cV0XANDV1YWtW7fCNE1ZSJlYotEoWltbK26TrAbXdTE3N4epqSlQrb6vcJ1TKpVoamoKU1NTVZcV7OyGYcA0TTQ1NaGrq6ss35JhqK+vD/X19VIwtdo/m8lkMD4+XrPvtlzvzM7O4uTJk0gmk1WXFd6iICK3N954Y1m+MrG0tbVpfX19aGlpUQ7oqCC+xjoxMYHx8fGalHm9Mzo6itdff10OG7VCRG7b29vR0dFR9r8l863u7m709PTUdEe++F7SxMQEDh8+zENRDRgfH8fJkydrVl7Q7YjH42hvb1+SZ4lY2trasG3bNgBL96dUg+/7OH/+PI4cOYJisViTMq9XXNelqakpXLp0qWZlBtcEu7q6sGXLFmihoWWJEhKJBLZv3y5PrMVQpOs6fN9HKpXC22+/XdMecT0yMjKC48eP16x9gjMo0zSxbds2aTCCLBFLS0uLFhyranEzYq5eKpVw/vx5vPXWWxzNXSdERMeOHcO///1vALVpn7BYurq6sHnz5iX5Ko4xra2t6OvrQzwerzh1Dm5fCEcLKx13XVcOZ2fOnMGhQ4d4y8I6OXPmDE6ePImRkREAlUMby7WDILwfSZQRiUTQ19eHG2+8sWwBUVBRLNu3b8dHP/pR5HK5msRZgsrN5/N499138de//hWFQoGtyxrIZrM0NDSEl156SUZsq91kDyyGTACgWCzCcRzccsstZcE4QUWxbN26Fffcc0/NVp3DCh8bG8MzzzxTkxjB9UQqlcIrr7yC48ePy/22tZgsBHcxNjc346abbqqYr6JYTNPUtmzZgo6OjpquPgvm5+dx+PBhHD58GKlUiq2LArlcjt566y288sorABaH9lptTvN9H5FIBB0dHdi5c6e0NGGWnRdv2rQJu3fvrsnNBJcPDMOQ0+jf/e53OHbsGMddFDh37hwGBwcxPDwsH4FRK8tvGAY0TUNPTw/uv//+ZZ8BuKxYOjs7cffddyMWi1V9M+GvKAjh/OUvf8Ef//hHzM7OVn2N9zNERCMjI3jxxRdRKBRk1NbzvJp8H8txHBQKBXR2duL222+HZVkVh5NlxdLd3a319/fjAx/4QNU3E3yyVKlUkvGBVCqF559/HoODg5iammLrsgzDw8MYHBzE2NiYfIRJMBxRLYVCAYlEAgMDA2hqalo234rh2fb2dhmgq5bwjnPLshCJRDAyMoInnngCQ0NDPBxVYGFhgV5++WUcPHgQpVJJPsYEWJzF1GJZxvM83Hzzzbj33nuXRG3XdKNPPPEERSIRsiyLdF0nwzAIADmOQwAIAGmaVpbE8eVSpfw7d+6kP/zhD8SCucLZs2fp6aefJsuyyDAMpbqtlEzTJF3XCQDpuk62bRMAikQiBIA2bdpEe/fupXQ6XV3dv/baa/TJT36SAJBhGGSaJgGgWCy2pNHXKxbTNEnTNHr44YfpX//6F/m+f90LZmFhgQ4dOkStra1kmmZVYsHlOtd1nSzLkseEaAYGBuiFF16ovqPOzs7Sz372M9I0jQzDWGJhUKHxVW48nD8Wi5FpmvSxj32Mjhw5cl1bmNnZWfrVr35FPT090hqspX6XS3V1dbLdDMOgSCRCdXV19OUvf5my2Wxt6vuNN96g/v5+aVmCQhGKr0YsQbWbpkkDAwP029/+9rq0MEREjz/+OLW2tip1srUkMSpYliWHpoGBAfrTn/5Uu845OztL+/bto1gsJi8sxkDLsqoWizjHcRwpnFtvvZWefPJJKhQK14WVISJKp9P0wx/+kPr6+pb4FahSLMEOLtoxGo3SN7/5zep9lSC+79Nrr71GH/7wh+UFq/kQlfJv2rRJ/r+5uZkAUFtbG33ve9+jM2fO1M5MXoNkMhk6ceIEfe5znyuzsqLz1GIYikQi8lxxjTvuuIP+9re/1b4zXrp0iX70ox9RX18f6bouLQtqIBbRi0QSPpEo64EHHqDHH3+c5ubm3ldWhohobGyMHnvsMdq2bZv0I4BF51MMG7VwcIOzIU3TaPv27bR//37asCdy/e9//6MHH3yQGhsby8bBWgxDhmGQbdtlH8pxHFleW1sbfelLX6I333yTiIhc133PiqZQKJDnefSPf/yDPvOZz5BhGGQYRlkn1DRNDhfVTp3DPqFpmvTwww/T6OjoxtUhEdHvf/976u/vX3Ij4sOKKVqlG60miTITiQR98YtfpKNHjxIR0XtlExVdZnp6mp588knas2ePjFVV67gCV8Ia4TJE/Tc0NMhjd999d22d2uWYn5+nb33rWxSPxykej8sPGxRIeIhaz4cPV0T4dSKRoIceeoh+8Ytf0OjoKKVSqWtuiPI8j1zXpXPnztGBAwfowQcfpO7u7rI6icfjVYslWD/ivRBP2Kp0d3fTT3/6U8rn8xtfV0REw8PD9IUvfKGiOESqNiYQTEFnOhqNllVOIpGg/v5+2rt3L/35z3+mmZkZKhaL5Ps+eZ53VcWTTqcpm81SJpOhU6dO0cGDB2nfvn20a9cu6u7uJtu25XAbbMRqxRKs/0gkIn0ccVz4hIlEgr7+9a/T2bNnr169EBG9+uqrdPvtt8s4ifA7lrMw1abgmK3rOsViMSkiESyMRCLU1NREd955J33nO9+h119/ndLpNLmuS2HW87mFCIN4nkcXLlygEydO0FNPPUWPPPII7dq1q8zsV6obXB4iKkXC11tHlmVJEQbD+iJy+9nPfpaGh4fX3YnWvbNpfn6eDh8+jG984xsYGRmRm3Fs20Yul6vpNw9X+mUR27aXPAkz+Exfz/OwZcsWJBIJdHR0YPPmzejs7ERHRwfa2trQ0NCw6tdd5ufnsbCwgGQyidnZWfkct5mZGaRSKUxNTcm9rNlsVq4EG4aBuro6pFKpsp8VBFb+TvJ66k48jCe4UBt87v6OHTuwf/9+3HfffetfLKyGZDJJP//5z6m7u7tsXBS9IzyWrjcFe5tt21RXV1fRcRa+U6XeKayPiFyKvMJkr5QqlRVcnIvH42VWQ9yjmPqKewtaRsdxyHGcdc0mK6XwUBR8f+edd9JTTz1FuVzuqg7LS5idnaXvfve7dNttt1U0i+Fj602GYZStdIvyg2N0uKKDpnilJKasq6XVGjQSiZQFv0QSQ3Wl+giXW61YTNOUE49IJEJ33XUXPfvss9fG0kmhUKB8Pk/79u2j7u7ust5UK58lXMnCyxcVG6xgYUFE5FMcq5WzHU5aYNU8eFwEFivVgbj/YEylGrGEA5uivj7ykY/QoUOHrq1Zou/7ND09TT/4wQ+ot7eXTNOkaDRa5myFHdRgBQd7FzagQd/rKSg40zTLZofAldliUIADAwP07LPPXltCCZJKpej73/8+1dXVyR4NlIeag+OppmlyvGexrJyi0aisV5HEMCzem6ZJtm3TTTfdRAcPHrx2hSLIZDL061//mnp7e2VMIWgiTdOkurq6smMslrUl4UAHHWzHccgwDNqzZw+99NJLVz3GtG7m5+fphRdeoLvuuouAKw5ecGYRHIpYLCun5YKewU1o7e3t9Mgjj9CxY8euDWd2LRQKBRoaGqL777+fgCsWJRqNljmmsViMxaIomPDuRPF6+/bt9OMf/5gmJiaoVCq9t4QiyGQydPbsWfrqV79KO3fulB9OxBgQqAgWi1oKbo1saWmh++67j1588cX3njWphFijeeaZZ+jjH/+4nCHZti2dMxbLykmIQ8yENE2j3t5e+va3v02nT5++9h3ZtUJEdPr0aXr00Udp8+bNsiLYZ1FLQUu8Z88eev755+Wa13rb5JpGLL4NDQ3Ro48+SjfccIPsOcEoKVDuwAWDciJeE/xaisgfDNGLc2sRTq+0WWu5MoP3FtzjI/4vlhzE+2DkNejwB/OLSPSuXbvol7/8JWUymfevSMKUSiUqFov08ssv09e+9jVqa2uTaykifI/LlRWNRuVrscQv3oe/aRBOYau1UWIJrjmFzxP3KL6oF/6/OBacLYrzhOBvvfVW2r9/P01MTFAmk7k+RBKGiOjSpUt05MgR+spXvkKJRKJMGOJ1eE0IWNyhLoQkGmK58PpGi0XkE+GASvcQvDdN02RcBFi67VHk+9CHPkR79+6lN9988/oVSZhCoUCu61IymaTnnnuOPv/5z1NTUxMBKItahq2OOIZQwwTXZa6GZQkOl8Gv+obvKSysoDVxHIdisRi1t7fTQw89RE8//TRNTk5Wtf+m1lz9fQ2r4LoupdNp/Oc//8Fzzz2HV199Ff/973+RyWTkL4K6rlv2tKLg3pBKVLtfZLXtH5XK03VdPvdE0zS550bTNJimKX/PSdd1JBIJ9PX14Z577sGnP/1pDAwMIBqNwjCMa6p9rqmbCSJ6UzqdxtDQEAYHBzE4OIjR0VGZx7Is+TgP0WCikfTAL96HN07VWiyRSKTsHoR4w7+q4jgOSqUSSqUSLMvCrl27sHv3bnzqU5/CHXfcgU2bNsH3/WtOJIJr8qbClEolEo+aWFhYwNtvv4033ngDf//733H06FGk02kUi8Vlfzv6alkWkS9Yvq7rsG0bjY2NuPnmm/HAAw/gE5/4BHbs2AHHceC6LizL+v/ZvbZGrvkbXA4iokKhgKmpKYyMjCCZTGJ8fBxjY2N45513MDMzg4sXLyKbzS550GGtxWKaJqLRKOrr61FfXy9/QvCDH/wguru70dXVhZ6eHvT09MBxHEQikfdkvb8nb3o5xNBVLBYxPT2N0dFRTE5O4vz580gmk5iensalS5eQzWYxPz+P6elpJJPJVX9TyfO8MgvR2tqK5uZmxONxWJaF/v5+JBIJbN68Gb29vejs7ERjY6N4JNr7po7fNx9kJYSIxA+ciwfs+b6PYrG4quWwbRu+78tHnBmGIX8eTqTlnsPGMNcl/wfYorleqdn41gAAAABJRU5ErkJggg==","detection_approach":"prominent_color_detection"},{"index":9,"position":{"x":170,"y":2,"width":108,"height":172},"scaled_width":19.31,"scaled_height":30.76,"actual_filled_area":171.51,"bounding_box_area":593,"exact_perimeter":99.3,"approximate_perimeter":98.71,"convex_hull_perimeter":88,"perimeter_pixels":555.3137084989849,"original_contour_points":16,"approximation_points":6,"shape_analysis":{"aspect_ratio":1.59,"compactness":0.2186,"perimeter_to_area_ratio":0.579},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":10,"position":{"x":10,"y":2,"width":130,"height":172},"scaled_width":23.25,"scaled_height":30.76,"actual_filled_area":633.9,"bounding_box_area":715,"exact_perimeter":105.25,"approximate_perimeter":100.91,"convex_hull_perimeter":98.77,"perimeter_pixels":588.5929291125641,"original_contour_points":125,"approximation_points":8,"shape_analysi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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-07 12:57:43"} 
[2026-04-07 12:57:43] local.INFO: Nested area calculated {"data":{"nestedArea":8518.147},"timestamp":"2026-04-07 12:57:43"} 
[2026-04-07 12:57:43] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"d49342ea-93c0-43c2-ac18-23c59cc6ee58","height":30.76,"width":28.61,"perimeter":118.18,"area":347.85,"image":"data:image/png;base64,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"},{"id":"0e296425-7a06-48dc-be7e-4d2f4bb483bc","height":30.76,"width":28.61,"perimeter":118.18,"area":347.88,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKQAAACwCAYAAACB8sXMAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1deZAU1f3/9DnXXuyuCGKIgQjKoYAHibcpjGSjgEc8ckfNUWVVrkolZVUqqVQOU/kZE60YTcor0cQQBcEEFHXRFGdIvIhGRAIiCAgs7DU7V3d/fn8s7/F6dnZ3Zqd3d3a3P1WvmFlmerr7ffr7fd/zASFCVBC04T6BSgJJDtVvaZoW3vsCMIf7BCoJ7e3tuOaaa7B//36k02m4rgsAyOepeG8YRr/HtG0bjuMgm82itbUVX/rSl3DXXXcFf/IhRhccx+HPf/5zRiIRAiAAGoYhh67rPYb4XDHDtm3qus6TTz6ZBw4cGDJJHGKE4sCBA5w1axYBSFJqmkZN00oinjrU75qmyUQiQQB86KGHOJTLgxAjDCT50EMP0TRNaprGeDzuI2RvxFQlaKEhjiWkqW3bNAyDM2fODAkZone4rstzzjmHAEpWxf2NfPVeV1dHAHz11VdDUoYojO3btxMA4/G4VNexWKzfNWS+BM0fhmFIySiOa5omI5EIv/3tb4eEDNETJHnXXXdJEtq2LUmEMqWjaZrytWVZ8nVNTQ0nTZrEl19+OSRlCD92797N+fPnS/JEIhFqmtanFIRitPQ1xGfE5w3DoGVZUnJ+97vfZSaTCQkZohskuXTpUkajUUka9XXQI5+w9fX17OjoCAmpQB/uExhurFmzBul0GpqmwbZtpNNpAIBlWYP+28lkEmvWrIHruiEpQwBvvvkmTzzxRKlO1XWjuv4LahRS6ddee22otkMAuVyOP/3pTwuSTzVAghyFCDlx4kS+8847ISHHOjzP47x586hpmo+QpmkGYmEXGr0ZPffdd19obY9lkOTbb79Ny7IYi8WkdY1BlpK9WesXXnghW1paQkJijBo1mUwGDz74IHK5nMzocV0Xpnk8+UnXB//WiAy0LVu24IknnkAqlQpJORaxb98+Tpw4sUdERdM0KRnLSarobeRLSHWpcPHFFzMk5BiE67q8//77ZfJDX8kTyDN4RExaJW5NTY2PcIWO0dsQy4RIJMJYLMZXX32VR44cGdOkHHMqO5VKYd26dVJV9wfHcQAApmnKhFyScF0Xuq4jlUrJvxuGUZKqz2Qy0HUdmUwGqVQK9913H8aNG1fiFYUY0XjppZc4YcKEgmFB5EkwNUsnEolI1a5+F4oU7S123ddQLfq6ujrmcrlQQo4VuK7L1atX48CBA4hEIv1+Xkg+XdelAWTbNgzDAEk0NjZi4sSJ0iAS0hQ4brD0BcuykM1m5bm0tbVh5cqVQ1rbU2kYa4TEk08+KV8X83mgmzie5wHoJmkulwMANDU14corrwRJxGIx33ez2Wy/xxe8E0SOxWJ44IEHkEwmi7yiECMWJLl582afmizGqAEgfZWqMVNXV8cVK1Zw+fLlPvVu23ZJYUd1WWDbNuvr6/mPf/xjzDrKx4yETCaTuP/++wEUp05VCElpmqaUjvPnz8dZZ52FuXPnoq6uzidBHccp2rgRnzMMA9lsFm1tbVi6dClSqVRJ5xhihOHdd99ldXV1D/dNXxJSLfZS31dVVfEHP/gBPc+j53m88MIL5THVvMr84/V2fNM0ZT0PAE6ePJkHDhwYs1Jy1IMkf/SjH/WwgItR2bquSxWvkuy1114jSXZ1dXHlypXy+7W1tZJkxSTwit+AsjRoaGjg9773vTFJyDGhslOpFF5++WUA3era87yiVKr4rGp8mKaJWCyGxsZGAN2GyGmnnYbx48dD13W0t7cDgC8M2Rd0XZdLCGEItbS04Pnnn0dnZ2dpFxqi8uG6Lrds2cLx48cTQI8y1b4kpJCkhmFIVWxZFqdPn85cLsdcLkeSdByHF110kc/3KEohSpGQ4rzE72zcuHHMSclRLyF1XceyZctw8OBB6T/Udb0ot4/ggud5UorlcjnMmTMHpmlC13U4jgPDMPCRj3wEuVwOmqbBMAxkMpl+jy/8nMIgAoBIJALbtpHL5bBixYqBXHKISkYymeQpp5xC0zR7rNWKdfvgmBQT0uvXv/41BdLpNHO5HNesWUPLsmiaZq9r1PyhRmnEsaEYRlOnTuXrr78+piTkqAZJNjc3S8sYxyZcFHIVQ8j8qsHx48dz/fr1dByHJKWl3draynPPPVd+p5i6bfXYanGZ+vdf/epXY0ptj2qVnU6npe9RjZyk0+miOpcB3WpbqGvXdXHBBRfg1FNPBUn5f5qmoba2FjfeeKP8TjHHJymNHzUf07Zt+ZvLly/Hu+++W+QVh6hovPvuu7QsyycRxetijBo1mUL87Sc/+QlzuRw9z5NSMpfL0XVdvvXWW/I7hY5f6PdEAyooklGco1D9zc3NYSHYSAdJPvDAA1JVC6KI9VlVVVVRhBFt9ARJ1q5dK63rdDpNkuzs7CRJtre385RTTima8Pmjt3Xm3Llzx5TaHpXYt28fP/rRj/Zw26iGRH+EzI8zjx8/nlu3bvWtHV3XZSaTkUbObbfd1uvxUSIhRfeMqqoqvvXWWyEhRypI8rHHHus3jNcfIVW/omEYvOqqq9ja2irVNElms1npiyTJbdu2yRBluYRUf/8Xv/hFKCVHKkjy2muvZSwW65WMxVjBQkKKfx988EEpCQURXdeVBO3q6iJJXnLJJYEQUvw9Go3y7LPP5uHDh0NCjkTs3r2bjY2N1LTjhVSapvkMCBQgQG+EEO+3b99OkkylUiyEZDJJz/N4xx13FJWRnj8KfV7TjjdQXbZs2aiXkqPO7eO6Lpubm3H48GHpftE0DSRl4mspdS+maYIkpkyZgpNOOgmAP7ICQPYDisfj8DwPCxYswMknnxzI9UQiEXR1dQEAnnrqqUCOWckYdYRsbW3Fo48+CuB4gkOhcoVi/ZC6rsMwDCxcuBC2bQPwN6ISoUP1uKeeeiouvfTSAV+D+ttCIOq6jnXr1mHTpk3wPG/USslRR8gjR45g7dq1iEajALor+zKZDEzTlHFmz/OKrjokCdu2cckll0jJKmphPM+D53mwLAu5XE7Gr+PxOC666KKyr8XzPHlMXdexc+dOPPXUUzJJOESFgyRvv/32XteHKHENJ3yP8+bN4/vvvy/9jq7r0vM8uXYULiBhbSeTSR49elR+v6GhwecLBYrrribOWf1sJBIZ1cbNqJKQe/bskeus/KKrgUCEGxcuXIja2lopIdU1qMiXFKE+wzAQiUQQi8Vwww03QNd1tLS0wDAMKZXFZkr9QahrknKZ4Louli9fPqYrE0cESPLuu++mbduybXIQjmkAfP7556VkFP5Gx3GkY1y8VuF5HtevXy+PLSxlYGCNrISHQNd1nn/++WEosdKRyWR44YUXyj7eCMAPaJomTz75ZL711luSiOl0uofbx3VdnxoXJM1kMozH45KMpTYSULcUUSslo9HoqG2YP2pU9r59+/D6668D6E6iDaIls+M4WLJkCcaPHy//JhoFqBBlCCR9LiHbtrFgwQJfoq9AvuuoEDzPk78lDBmSSKfTePzxxwd+YSEGFyR55513+gyBoBzTL774oi9UWCpWr14tQ4lilFK3bVmW75pwzDg69dRTuWfPnlEnIUcF0uk0586dKyer1EYA6IWQH/rQh2TsulCoMH/dmA/P89jV1cVPfOITPSzl/s4FCiFVIkIh5u233z4q1faIRmtrKzds2NBjC7cgJOQNN9wgyScImc1mfWtF8Vo1cHK5HB3HkevOe++910ekYs5FjPzsJNV1NHv2bKbT6ZCQlQTXdXnrrbf2sEbVietrjBs3roehUVVVRcuyuHr1ara3t5Okz5IWROsPQoq2trb2kHJAzy5q/Y1C2UAvvPBCKCUrCTt27ODpp58+YJWojkQiIa3Y8847jy0tLT5yCRRLSJJsa2sjSS5evFgWmhVa5xZzfoUk/pe//GW2traOGkKOaCubJJ977jm8+eabMAzD1zi0FAindiqVgmmaSKfTWLBgAerr66VVq6KU5Axx7Jtuukl+N8j+5U899RTee++9wI4Xogy4rsvLL79cShtV+hQrdYQKFWE+27aZSCS4YcMGkt2tUsT60fO8kqxt1ehpa2vjCSecQOC4lV2uhBTf/93vfheq7eEGSW7atIl1dXXS8azrupzsYteQ+X17NE3jkiVLZOGWsKoFwVQruz8I1S4IfdNNN0lCqoQqR2WbpskLL7yQBw4cCAk5nCDJr3/96z5S5XcgK2aoUlUYNQ899JBPwnmeJ0klkP++L1KK5It//vOfjEajMgpULiENw5BG3F//+tdQSg4nduzYwSlTphScuGIJqbqJxDjppJO4Y8cOZrNZmd2TyWSYTCYLquL+IMKM6XSanuexqampxxJjoIRU9/detGhRGN8eLnR0dPCxxx6Tk6QSS5S9Fut3FK+F+6epqakHmVQSuq4ra2dKQVdXFx3HkRElBLCGFH8XW5Ps3bs3lJLDgba2Nl5zzTWBhAbVdScArly50ifR1FzHgUIQOJVK8e2335a13upSQaxh1Y5r/V2POqqqqvj973+fozmbvGLxxhtv8IQTTiibkGq9tmEYvPzyy7lv3z5ZZ10uIYXhoxpAR44c4Ze+9KUe5yYIWerGn9FoVH7ngx/8YGjcDDVc15XbCgchIVVJJNwnHR0dgRBSbSCgxsI3b94slxlCIoquaaVIxvyoDxAaN0MOz/M4c+ZMmQVTLiFN05Q+yJdeeklKNBGzLoeQ6vfUdWcmk+HUqVMJ+Hv7lBrrVj8XiUQYiUR4ww03MJvNjlhCjqhITSaT4auvvoo33nij5J0UCkHNNfz4xz+OD3zgA7JtcxDHV4+h67rMgbQsC5/85Cflb4vIjfj/YiM5JBGPx+X2dIZhYOPGjdi0aRNGMilHDEjyK1/5ilR15UpItaxg+fLlUsUK53dQRk2+xMzlcly3bp2M3Ax0b27hYVDT7SzL4k033UQyVNuDjn379vHEE08k0N0Ft1xCCiJMnjyZR48elUQU7p6gVLY4rhr16ejo4Kc+9SnfWlDtMV7M9eR34BXvJ0+ezGQyOSIJOWJUNkk2Nzejra0NQHFbt/UHUeowf/581NXVSRUrGgIEDcdxZKJGLBbDRRddhGg06qsRL+UcstksEokEgO5qRNEQoaWlBc888wxc1x2RpBwRyOVyXLRokVz4F+rviAJSRC0BAHoWWum6zvXr10uJll9zHTRUqfv++++ztrbWtyFT/nn3dX2qqo/H41JC1tfX89xzzw0jN4OF9vZ2vvjii9IyHUhVoahGNE2ThmFIh/gZZ5wh8x7FGlIk5Q42ITs7O/nlL3+5h9WsJnr0dX2qc9+2bd9nqquruXr1anZ0dIwoUo4IlV1dXY1ly5Zh586dAIpXqWpepKZpyOVycBwHruvC8zw4joMrrrgC9fX1ACCrA4vd9KhcJBIJfP7znwfQfU3i94u18HlsixNN0+QSRngIOjo68Pe//31wTnysgySnTZsmJV1+YkJvEqS3zHFhONTX13Pz5s0+p7Wa+zjYEpLszpOcNm0aDcPwnW+xNUFqCBLojtwIv+qsWbO4a9euUEIGCZJ89tlnsWPHDgDH/XnFSJFCmxdFo1FZs3355Zdjzpw5yOVyPbabC8IPWQzi8TgWLVoE13V99eTFZL2LjaCoeHjS6TTS6TQ0TcMbb7yBFStWYKRa3BUJkrz00kulVOurRzgKSBB1wySxfhT/t2bNGim51DCfCB0OtoQUbqBNmzbJ2m2xqVOpVZOWZfVoQQ2A55xzDsnQJxkYdu3aRU073v3WsqyS6q7VDYlUlfjBD35Qdrwl/QkQQ0VI8RCkUiled9118qERDu9SCGmaJiORiHzoRGw8Go3ylVdeGTFZQBWtso9JD1+LEsdxiuocVghCHcbjccybNw/xeByO4yCZTPo2MKqqqgrmAvqBuKZoNIqmpibU1tbCcZyiN15SQ5yO4yCTycielcJ4S6fT+Otf/xqI33bMo6urixdddJFPVeer3f6GGh5UfZAbN24cdJ9jMRB1N/v37+fkyZOlykaJbq1CQ/hZbdvmtm3bQglZDlKpFJ9++mns3bsXgL85U7Hdby3Lkv25RUddwzAwY8YMnHXWWQGf8cAgDKkJEybg05/+NFKpFHRdl+dbDkSDqmw2i6VLl4Y9JcsBSV511VVSMqrxXhQpIVTHsZp/+MMf/pBkz064wwXhatq6das870L7bRd73eoQWuH0009nS0tLSMiBgqRMpBC+R6BwYVZfQ/XLmabJhoYGbt26lZ2dncNOSNX/KQrJzjjjjILqeiCEFPdN07qrHFesWEGysqVkRars9vZ2Ll++HIcOHYJlWTBNs0c/xWJyBg3D8PnlbNvGpZdeiilTpsikhOGEMFxEtMWyLFxzzTUAgCB4IyJSQLfRs3Tp0rKPOSZBkvPnz5euGlVNq5ne6EdCCL+cKlVXr14tN8scbglJHt/Ak+x2PW3evFmW9wahstXrnzBhAvft21fRErIisX379oLEE38TfjoUMRkqoU888UQeOXKEjuMwnU5XBCGz2awvXNne3s5vfvObgRBSfE8tjfj5z39OsnLVdsWpbJJctmyZzO0TKsc0TV/SQzEtkYHuEKDruojH47j44osBdKvKoUqg6A+WZcl20Jqmobq6WpY3lAstr800STzwwAPhPjel4MCBA5w1a1ZgLZmF2q6urubatWuliuzq6gq8RKFUqBnkauhyz549HD9+fI9abfG6lFYxiUTC11LasizZKmbIJrUEVJSETCaTfOGFF/DOO+8EkrUdiUSQy+VgGAbmzp2L2bNnIxKJIJvNBrKPTbnI3zoO6JZiDQ0NuPbaa+UOZLlcDtFoFJqmyShMMZEcTdOQTCbR0dEh3+dyOfztb39Da2vr4F1YGagoQpqmiTVr1qCzs3PA4UEVQjVpmobLL78cjY2NAIIpfwgKIiNJhABd10UsFsPNN98MAL6KRCrqt5jggLossW1bvn/mmWfwyiuvVKSjvGIIeUxVYfPmzQAQCCE9z0MikUB9fT0WLFiAXC4nS0crZR0lOCGIJv6dN28eZs+ejWw260vAFbvbFgOhHXRdlyl2sVgMXV1dFZu8WzGEdBwHDz/8sMx7DAKapiGVSmHhwoWYMWMGSMJ1XbnDayUg/zxM05Tk++xnP9vjM/l5m/2Bx7LKxbWLB33VqlV4//33yz390YtUKsXp06f7Ft/lGjUiQrNmzRqZXiZcPmTwddelQt1aRO1bnslk6DgOd+zYIaNVuq73MG76ux/50S3xHRGW/OMf/0jHcSpKbVeMhHzjjTewe/dumKYJXdeLTqDoC5lMBtOnT8e5554rVaFhGIEsB4IAlU07Vakn0uSmTp2KSy65BEC3tFfPu5j7IySr+A3xXqS4/eEPf8ChQ4fKv5AAURGEdByHq1atQjqdhuM4sCyraD9jXyCJK664AtXV1T5VmEgkKsKwESR0HEdawGLNKMjzsY99zFeqEIlEYNt2Ufcnl8v51pvZbFbWgVuWhebmZhw+fBhhuWweduzYwdraWkaj0T7zAQupcDV7HDjeeLSmpoaRSIS7d+9mR0eHTy0PdJu4oUD+MmLHjh2cMWOG71rFUiQIP+2tt97Krq6uiiHksEtIkty4cSOSySTS6TRSqVRJ3xeqS0ibZDIJAGhvb8cpp5yCuro6VFVVSR8eMHRlrkHgAx/4AD73uc9JS9uyrMCkeyQSwfLly/Hmm28GcrwgMOyEdBwHq1at6rEmKtYKVgmp6zqy2Szi8TgAYMmSJaipqfF9VnyeleeC6wGSsG0bn//852W5AvN2nC0HjuNg//79aG5uDtuuAN3Scf369Zw0aZIvHKbm8fWnssXIL2049dRT+Z///Ifk8d20RGHVcCdU9IV8lX306FGS5KxZs3wFawhIZVdXV/Oss84iWRlP6LBLyCeeeALvvfceXNf1LcBLSZ4Qn1e/09TUhJkzZ/rqloWxMFQ110FAJJlcd911vv6RQewHDnRL4Zdeegm7d+/GkSNHKoKUw4ZDhw7JDGkohonakq4/CZmfhiYKm55//nmm02mfAaPuLaMmNlQSVAkptiLJZrPctm2b9EmK6y5XQqo17l/84hdJVoaUHBZ4nseVK1cyGo1KAqrOXlGfXIzKVl8bhsHZs2eztbWV6XTalwA70ggp2kCLa7j55psDV9nA8W1FDh06NOyEHFaVvWHDBt/GlqpzuJSFu/ieyH087bTTUFtbK7N9RCq/sK4dxwl0A8zBQiwWkxuCAsCNN94IoFuNB7XsqKqqQnt7O2zbxqOPPoqR0lAgcOzatYsNDQ2sqqrqUaJQ7BMv8gUNw6CmaXK/l7ffflvmO45kqMsNz/N4+PBhXnDBBfLaS914KX/kL5HOOOMMtre3Dyshh0VMkOSTTz6Jjo4OdHV1FewgyyKWM9ls1ucOyeVyOPfcczF+/HjEYjF4nieloxg8ZuQUc/zhhihuE0VqDQ0N+MIXvoBoNFqwkdZAjg9AJpzs3r0bDz/88LCmpQ0LIbPZLB5//HFks1mfai6FjOJzamxa0zTpe/Q8T+6hLXyUorpPDJWolTi6urqgaZpsGtDe3o558+YBKG3P7t6gxsYty0JbWxv+8pe/lH3cEQXP8/jcc8+xpqamh6oZiPoRTaji8TgnT57MF154gWS37zGXy/U5Rgryt0meOXMmY7FY2Spb3HO17r2xsZG7d+8etuZUQx5D0zQNjzzyCDo6OqRKUlVpKYhGozJUmE6nEYvF0NnZiWQyiZqaGuzbt6/Hd9TfqJSsn94gpHwul0MikUBtbS2OHj2Kqqoq2XKlXKh+XMuycPjwYfzud7/DT3/607KPPaDzGeofbG9v57Rp03DgwAGZOFqIiOpGQ/0hHo8jk8nILJZis8ErJUm3L8TjcVkTY1kWbNtGMplELBZDJpOR967UhxnoeY8TiQSSySSmTJmCbdu2wbbtkRNBGAhIctmyZT18h4VGMXXXwjqMxWIy9KjrOg3DkNZ7KS2gK32Ie6JuWB/Utei6LjOtLMviqlWrhiV5d0iNmnQ6jVWrVgGATE5VDQ4VpfghU6mUlI6WZcF1XXR2dvYwEqhY2OL3K3moElxUHQLB7qMjjuV5ni/T6tFHHw3sNyoSJLllyxY2NDTIbgojXWKNtiHmRWiWDRs2cKizgIZUQq5evRqtra2+1P0QlQehQe65555ASkkqEgcPHuSZZ54p1ysiuhJKyMoZ+fORSCS4d+/e0SchSfLpp5/Gtm3bZF+dUfvkjSKkUik8/fTTFdlQoCyQZFNTkyxt7S29DBUgJcbyyJ8Py7I4f/58jjpCtrS0sLGxUaY59ZdOFo7KIKT42zvvvDNkpBx0lZ3NZrl8+XK0tLTIyAiL3PYixNBDdTsJPPjggxVRNhwIjhw5wssuu8z3FKKPJzIcwyshVbcP0J0j0NDQwD179jCXyw26lBxUCUl2b7q+ceNG+Te1r3a+ozof/dW/DLfjeriHyF5Soes6TNOUjVD7GgXmS6bsCaNT0zS0t7fj7rvvHpLy4UH/hbVr1/oiAKVEYPJLXPNR6ckRg41CD7Fa7FaurzcWi8nklebm5iHpGDeohGxpaUFzc7N8ryY+lEJMTTtejywmobenfCxBDb+q90Lco3Lrt8UDr+s6XnvtNTzzzDMgSW0k3vhMJsNHHnlErg/FhpAoYU2Tvxc08tY7pRxrLI7evBmlrtlF8V1TU9Og50kOGtNJ8vzzz5frRzXVSUi3/p5gIRkFRF9HIS3HOoSg6u1+9CfI+vPkqPmqlmVB13UcOnQINTU1I09CHiuplIVY6tYU6vtih7AAQ8lY3H0qtfNHoaFqNJHy9pe//GVQfZKDsoZ0HId33303gOPrxvz+jKWWuarrR9G5YawbNaI4Swwe65IblFEj7q/qM77nnntw3nnnlXXcvjAohGxra8P9998PXdfR2dkp/65ay8VmhOcbL7Zto6GhAePGjRvzznX1vjiOg1QqhY6ODnR2dgZSlQgcFyi6riMej2PdunXYtWsXXNelYRiBq+7ACUmSjz32mOwVnr/OER7/YshoGIb0iYn15Jw5c/DHP/4RkydPrpjG9cMFcW/Vupvm5mZ861vfwptvvglN06TvUPgXbduWbf2KuX/qdiWiCvI73/kOtmzZMngXFiRI8itf+UqPJFwMcE0k1jEievCnP/1p9AX7A8TBgwd5++23y1Y04v6Jf4XFXOyciLWj+r3JkyfzxRdfHLbKxJKwc+dOTpo0SRou5RJSGEWaprG+vn5IwlcjHdu2bZMCQbTwU8OBpYxCRDZNkzfffHPlCwaSvOOOO+SFBEFI9UZceeWVlX8TKgDpdJqzZs2ipmmycEudg1LmJH8HB0HQyZMnM5lMVvZckOScOXOkqC+XkLquyxtQVVXFxx9/fMhrPEYiSPK3v/2tvP/CDYS8h7yUIaSrUOGGYfDvf/975QoI13X56quvEujuyprvC8MACKmugc444wy2tLRU5sVXIA4fPsypU6dK8uSrXJQwB+p7sfmnruu8/vrrA19HBpbt4zgOHnjgAQAILJIi/GoAcNlll2HcuHFlH3OsoKGhAYsWLQIAn2+y1D2A1KQWXdd98e3nnnsO//73vwM86wDR2trKxsZGRqNRXzSmXAmJY+uWZ599tnLVQwXC8zw+++yzrKqqKrgmLDZSlt9EFjjeDwgAf/WrX7Gzs7Oy5oUkn3322R5GSKmhqvzP67rOSCTCM888k9lstrIuegRg//79bGpq8j3cwuoW28uVElosND8nnXQSDxw4ENjcBKKyHcfBY489BuD4DqRBCDMR2L/++usDa/I+ljBhwgQ0NTUBgNwqRTjDg4jkkMSRI0fw+OOPI5VKVYbA8DyPmzZt4gknnCDFem+BfZQoIQ3DYF1dHXfs2FEZFzsCsX37dkYiEZ/qLWVTAfQxP+Lvs2fPZltbW2XMEdndjF3daRTorsUol5DRaJTnnXde6OopA47jcMGCBb41pGmatC/fMlQAAAlbSURBVG07EEIKN9Brr70WyDyVrbI9z8OKFStka2WhCoKoUsvlcrjiiitGRIP6SoVhGPjqV78qd9nVNE3uBhsEhPW+fPny4Z8n0UAK8O+kpYb7ypGQJ510Erdu3RpKxzLR2dnJs88+2xc+HEi+ZKElFdDdDnHq1Kl87733hldCZjIZ/P73v4dpmvKpKzcHT8XVV1+N0047LbDjjVUkEgksXLgQgL9jbrkQUtZ1Xfzvf//DihUrMKwbwu/Zs0euRXDsKRI9v4U/shwJuW7dutD3GACy2SyffvppGWXpTYMNZA1ZXV0t//+yyy4bvuQXkrz33nsZj8d9lptY5KrblvU11M636j7QU6ZMqah9nEc6WltbuXjxYl/YMMjkF9u2ads2V65cWZYQGbDKbmtrw9q1a9HV1QXgeJq7UAnFGjWqClG3Dr766qtD32OAqK6uxpIlS+QuZkFk25umKbPJxZ5Bv//972VP9CGD4zhsbm5mQ0ODfNLU9KRSnjg1R088sZFIhC+//HLo7gkYhw4dYl1dXaASEoqUFOr7tddeG1oJaRgGnnzySbS0tEhTX0QAHMcpqeWG6A0uojskMX36dMycORODUbMxltHY2Iirrroq0GPato1cLgdN06RWXLNmzdD2lOzq6uLUqVN9nfvVUWpDABFXxTGJedttt4XGzCCAJDds2MBoNBpIArVoTAVlzk3THNpUQZJcs2YNNa27oaXq11JDUsVckFovI/42depUbtmyZWTUa4xApNNpfvjDHw5EZavWuppMDWDAHpKSVXZHRwfuvfdeAJAVgWKRrFYHFgPhC1Pz8+bOnYt58+ZB1/VQXQ8CbNvGkiVLAulkJqJyhSI0S5culQbvoGLnzp0Ejvsbge64tZp2VkpXClVVRyKRUF0PMkhy69atnDRpUiBGTb7bzzRNWpbF6upq7ty5k0eOHBm8uXRdlz/5yU8GFBrsy/EqXsdiMb799tuhuh5kpNNp3njjjfL+qyFAoPQyB/Qyx7fccsvg7gbW0tLCCy64QDq9yyVkvpP205/+dOjqGQIcayRLANLAAUo3RvNH/vxOnDiR6XR6cOYzlUpx7dq1UrUWOoFSTlb9jrgRFV3FNspAko2NjXJ5pRqWA1XhheZ25cqVzGQyRc9p0UZNNBrFk08+Cdd1A0tdEseJRCKIRqM4++yzoQWZnRGiTyxevNhX/AVApqkFgVgshrvuumtwWt4cPHiQp5xySg/3TjkSUhzHMAx+6lOfCutmhhCO4/Bf//qXLFlW3XeltkpEHxJS0zTu2rUr2HklyT//+c/yh3srUyjlZEWIEOgOPT3zzDPDsh3uWIbneTzvvPMKzlX+34oZ+fMriP2zn/0s2KVYW1sbFy5c2MNFE5RRc/HFF7O1tTUk4xCDJO+8884eczdQV1D+/ArX4LRp04Kri3Ich+vXr6emaTI9DDieRFGu28eyLN5xxx1hE6lhwu7du9nY2MhEIhG4lQ10u5Js2+ZvfvMbBlKZ6Loub7vtNgLHQ0VA8S4CNftHhJfUNQsAvv766yEZhwnZbJa33nqrDAWr1YmlCJz+xsyZM4NR23v37uWZZ57pS6JQiVnMEOo5n8TRaJSLFi3i4cOHQ0IOE0hy1apVvrXjQGui8odqKCUSCb700ksluYB6wHVdPvLIIwT8qeqFMnwKDZWAkUjEZ70JK/uJJ54IfY/DjLa2Ns6ePbuHwCmXkGo1AADeeuutbG9vH/hck+SVV17p+5FSXAJqGYOqoi3Lkmr74MGDIRmHGY7j8Ne//rUko+qyKYeQqqVtmiYbGxv51ltvDWy+Xdfltm3b2NDQIImllroWs4YsdBFqKebcuXND6VgheO+991hdXS2XVn3lHhQ71K1ghMX94IMP9jnnvbrkRb+etrY2ZLNZWWAuUsWKKaMU2xCrUQBRO2MYBj7zmc8UcatCDAUmTJiAOXPmyJqbIOSEqImKRqMyFW3lypW+vS+LRkdHB6dPn+4T3yjxCUGe2lbXnjNnzgzegx9iwHAch/fcc4/PVihXQqoViTimVceNG1d6ZWIqleLRo0flgWtqauQBS/FViXZ64r0gZCKR4PXXXx+q6wrDvn37eM455xAYWG+mQkOQ0jAMScyvfe1rpfmdXdflt7/97UASOKuqquSJCMe6qN8N8x4rCyT5gx/8wLfeV1+rBm0xxq0aHla3F6mpqeH+/fuLn/t3332XM2bMKJuQqooWHS5s2+bpp59e2gmFGBJks1n+4x//oGVZctMC9EG23v6v0OeEUSP6nf/f//1fcRoylUrxl7/8pXwKyiFkvj8Lx6Tkj3/841BdVyhaW1s5f/583/wjbxlWrOtPtbLVbHRd13naaafx2AatfYMkzzzzzEAIiWMiWhBTqICwAWnlIpVK8eGHH5bzL/oBQSFZsXzojbxCfS9durRvwZTJZLhz505pvATV2UANSU2aNKm88FGIQUcymeTJJ58shYht2wPaBQzwh5mFgSP+ve6663rYET4/pG3buO+++wLf9leUXGYyGdxyyy2BZZyHGBzEYjGcf/750DQNrusil8v1mLNis8rV74l+QrlcDpZlYePGjdi6dWvvXS7a29t9T0YQElJkkQDgxIkT+c4774TWdYWjra2NS5cuZX19fQ91LV6XKjHVLUXEe8Mw+L3vfa8wHzKZDNeuXUvbtiWByiWkmspUX1/Pq6++OjRmRgg6Ozs5bdo03z43vZGzt6Hmz6rVAaoLacaMGYUrE0ly8eLFtG3bl6XRFykLxTvzHaniSUokEmFmzwiC67r84Q9/KBsBAP6ML8uyipr//oZt23zqqaf8vMhms1y7di1PP/10+cFYLFa2ulaLwaqqqrht27aQjCMEJPnf//5Xkk+4bUrZuLM/whqGQU3TuHjxYn9aGkl+4xvfYDQaZSwW87lp1CEkZr7k7G1UVVVJ0XzLLbeE1vUIQ2dnp0w/FAQCitsFTPgb+xrqOvSf//wnAUB2HNq7dy/S6TSAbmu7tra2YD2tKln7076dnZ2oqqpCPB7HDTfcEEiDoxBDh0Qige9+97vYtWsXtm/fDtu20dnZiWw2i8bGxrI75abTadi2DQB45ZVXAAAa0C0hU6kUYrEYACCZTMLzvLIJJI7X2dmJeDweNiAdgUgmk8xmszAMA47jYNy4cWhtbYVpmv22hdaK7PngeR7i8XjYJCJE5eH/Af2tL2dqhILMAAAAAElFTkSuQmCC"},{"id":"029775bf-1e83-4140-a970-e3c72ae4cee8","height":31.83,"width":27.18,"perimeter":159.51,"area":261.7,"image":"data:image/png;base64,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"},{"id":"9f6269cb-6750-4b9d-ab8d-d8250510326c","height":31.83,"width":24.5,"perimeter":180.24,"area":301.6,"image":"data:image/png;base64,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"},{"id":"bfcb9f20-1511-4ddf-a957-aa89c38402dc","height":31.83,"width":27,"perimeter":158.79,"area":261.86,"image":"data:image/png;base64,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"},{"id":"43a0cc45-f903-47fa-906d-24c0e3e9f236","height":30.76,"width":22.89,"perimeter":176.32,"area":298.98,"image":"data:image/png;base64,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"},{"id":"996c2d43-de83-40c4-b112-247fa7271c08","height":30.76,"width":19.31,"perimeter":99.3,"area":171.51,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHAAAACwCAYAAADXCOr/AAAABmJLR0QA/wD/AP+gvaeTAAAFaUlEQVR4nO3aS27TXADF8XMfjp2YICpVMO4CkLqHDroQxH6YsA3EAjpj3kkXgKoiMUGAWjXx49r3GwT7a1oaB4pBJz0/yWqJiXHz5/pxXUCoGQA4Pz+PX79+RV3XmM1mMMbAOYe2beGc27iBGOOd72++VpYlnj17hoODAzPGD/DYeQAwxuDdu3d4//49Li8v0TQNnHPIsgxFUWzcgDGrLjHGtaV77fj4GK9fvx75x3i8PAAsl0t8/PgRZ2dnaysnkwmaptm4AWstgLujr/t6eno6+J9Afp8HgDzPkWUZrLVwzsE5h6IoUFXV4AaGAj99+hTe+z+zt3KHB4AQAhaLBdq27RcAW33wTdP0h1FjzNoCANfX1yjLcqz9f/Q8ALRti+l0ijRN+/Nf27YIIWy1kZsXLbclSaIROCIPrEZRt4QQ1sJ1I+k+Q+u3OY/K7/PA6kIkSRKEEGCMQYyx/7ppdAF3R9/toGVZYjqd/uHdlo791zsgD6OA5BSQnAKSU0ByCkhOAckpIDkFJKeA5BSQnAKSU0ByCkhOAckpIDkFJKeA5BSQnAKSU0ByCkhOAckpIDkFJKeA5BSQnAKSU0ByCkhOAckpIDkFJKeA5BSQnAKSU0ByCkhOAckpIDkFJKeA5BSQnAKSU0ByCkhOAckpIDkFJKeA5BSQnAKSU0ByCkhOAckpIDkFJKeA5BSQnAKSU0ByCkhOAckpIDkFJKeA5BSQnAKSU0ByCkhOAckpIDkFJKeA5BSQnAKSU0ByCkhOAckpIDkFJKeA5BSQnAKSU0ByCkhOAckpIDkFJKeA5BSQnAKSU0ByCkhOAckpIDkFJKeA5BSQnAKSU0ByCkhOAckpIDkFJKeA5BSQnAKSU0ByCkhOAckpIDkFJKeA5BSQnAKSU0ByCkhOAckpIDkFJKeA5BSQnAKSU0ByCkhOAckpIDkFJKeA5BSQnAKSU0ByCkhOAcn5h27AGLNxvbUWIYSH/jNyD41AcgpITgHJKSA5BSSngOQUkNyD7wNjjGt/vn1fGEJAURSIMUYzdNMov+zBAYd8+vQJJycnqOsaHz58iHmeo6oqXF5eYjKZDE4EOOfG3sV/qmmajevzPEdRFLDWwlqL+XyOg4MDzGYzA/yFgJ8/f8abN2/w9u1bAKuZmbquYYzBfD7HYrHY+P5dn8XxfnOC7gg2nU6xv7+Ply9f4tWrV6jrOiZJYkYPuLe3h+/fv6Oqqjvrlsvl4Put3e3TdFEUG9cnSQJg9VldXFzgy5cvODw8xNHREYC/MAK/ffvWf5+mKWKM/RJCGDxEDh1i2A39/N3RKk1TNE2DyWSCJEnw5MkTAH8h4HQ6RV3XAICyLPvXu5E1FGjoEMNum1NEjBFFUcB7jyzLkCRJ//mN/ul0h0nnHKy1/VVr27ZbvX/Xz4FDjDHw3qOua4QQYIxZu/IfPaC1FsaYn4407/1goF2/87h9G/az9V1A5xy892iapv88/3jA2zu0aQe3PXw8djcv9qqqQpIk/allty/xdlg3KaKA5BSQnAKSU0ByCkhOAclZYDWdVVUVnHOIMfY3z91N+KZFxpdlGYBVp24aLf64QbbAKlR3c9iFiTFuPd0l47HW9h2MMQghoCzLfhLEAqsJZ2A12XxzBGZZtvb04GeLjMsY0z+K60ZfN6UG/JhKq+t6LVxn6FmVjK+b85xMJsiyrH8g0M3E9HOhIYQ7TwrSNO0fBd1Ho3BcaZqiLEtUVYWqqtC27dpA8wCwWCyQ5zlevHiBq6ur/i9158RNFHBctx/oPn/+HHme9+sNAMQY4/X1NcqyxGw2A/D/7650j/Tvo4Dj6h4ndY/elssl5vM59Bt+O+I/eL38fqraVFAAAAAASUVORK5CYII="},{"id":"356be6f3-5a10-497e-b923-fabba6400954","height":30.76,"width":23.25,"perimeter":105.25,"area":633.9,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-07 12:57:43"} 
[2026-04-07 12:57:43] local.INFO: Number of letters detected {"data":{"noOfLetters":11},"timestamp":"2026-04-07 12:57:43"} 
[2026-04-07 12:57:43] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1548.49,"perimeter_in_feet":129.04},"timestamp":"2026-04-07 12:57:43"} 
[2026-04-07 12:57:43] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[303.82,700.41,347.85,347.88,261.7,301.6,261.86,298.98,272.7,171.51,633.9],"actualFilledAreaSum":3902.2100000000005},"timestamp":"2026-04-07 12:57:43"} 
[2026-04-07 12:57:43] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":27.1},"timestamp":"2026-04-07 12:57:43"} 
[2026-04-07 12:57:43] local.INFO: Average character height calculated {"data":{"avgCharHeight":31.099999999999998},"timestamp":"2026-04-07 12:57:43"} 
[2026-04-07 12:57:43] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":1139.0,"originalHeight":425.0,"ratio":2.68},"timestamp":"2026-04-07 12:57:43"} 
[2026-04-07 12:57:43] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"203.67","otherDimensionOfSign":76.0},"timestamp":"2026-04-07 12:57:43"} 
[2026-04-07 12:57:44] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"19552\" height=\"7295.5223880597005\" viewBox=\"0 0 1139 425\">
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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":657,"y":248,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.85,"bounding_box_area":880,"exact_perimeter":118.18,"approximate_perimeter":111.14,"convex_hull_perimeter":98.43,"perimeter_pixels":660.9015869776663,"original_contour_points":355,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.313,"perimeter_to_area_ratio":0.3397},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":163,"y":248,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.88,"bounding_box_area":880,"exact_perimeter":118.18,"approximate_perimeter":111.03,"convex_hull_perimeter":98.52,"perimeter_pixels":660.9015869776662,"original_contour_points":352,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.313,"perimeter_to_area_ratio":0.3397},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":495,"y":245,"width":152,"height":178},"scaled_width":27.18,"scaled_height":31.83,"actual_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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":334,"y":245,"width":137,"height":178},"scaled_width":24.5,"scaled_height":31.83,"actual_filled_area":301.6,"bounding_box_area":779,"exact_perimeter":180.24,"approximate_perimeter":156.33,"convex_hull_perimeter":93.27,"perimeter_pixels":1007.9625535217655,"original_contour_points":437,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.3,"compactness":0.1167,"perimeter_to_area_ratio":0.5976},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":245,"width":151,"height":178},"scaled_width":27,"scaled_height":31.83,"actual_filled_area":261.86,"bounding_box_area":859,"exact_perimeter":158.79,"approximate_perimeter":140.2,"convex_hull_perimeter":95.1,"perimeter_pixels":888.021428024811,"original_contour_points":382,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.18,"compactness":0.1305,"perimeter_to_area_ratio":0.6064},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":9,"position":{"x":170,"y":2,"width":108,"height":172},"scaled_width":19.31,"scaled_height":30.76,"actual_filled_area":171.51,"bounding_box_area":593,"exact_perimeter":99.3,"approximate_perimeter":98.71,"convex_hull_perimeter":88,"perimeter_pixels":555.3137084989849,"original_contour_points":16,"approximation_points":6,"shape_analysis":{"aspect_ratio":1.59,"compactness":0.2186,"perimeter_to_area_ratio":0.579},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":10,"position":{"x":10,"y":2,"width":130,"height":172},"scaled_width":23.25,"scaled_height":30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"},{"id":"d0e4df5e-0db8-40e3-80ae-e3e14992f939","height":30.76,"width":25.39,"perimeter":102.78,"area":700.41,"image":"data:image/png;base64,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"},{"id":"d49342ea-93c0-43c2-ac18-23c59cc6ee58","height":30.76,"width":28.61,"perimeter":118.18,"area":347.85,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKQAAACwCAYAAACB8sXMAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1deZAU1f3/dPf0nHsMuCzL4coRLzxARFSEcEmiGBAWPEATD0xVrDIardKkKmUllaQqVT/RMoUWiYoXhWFrFZAbBAFjBCxQEAmgy6Fcu5x7zdnH9/fH7nu8nj1mZqd3d2a3P1WvdnZ2pvd197e/3/e9Pg9w4CCLIHX1BLIJRESd8X8kSXKueytwdfUEsgWmadKCBQvw7rvvIhQKQdM0aJoGj8cDwzDa/G4y+QqHw3C5XAiHw9izZ4+d03bQXXHs2DEqKSkhACRJEgEgAOT1evnr9g5VVSkvL49kWab58+dTZ2liBzkKwzDo/fffJwCkKIpFmFwuV8YCCUHIR40aRRcvXnQE0kHrqK6upltuuYU8Hg8FAgEuhH6/nwtpW0OW5aQDTYLp8/lo5cqVZJqmI5QOmsMwDFqxYgUBII/HwwVHURRbzDUALpDs59y5cx2z7aBlEBHNnDnTYq5dLhcXHlVVSZKkNkcy7cg+xzRvSUkJnThxwhFKB81x4MABCgQC5PV6yeVykaqqzRwSZKghmaAzDSzLMv3xj390BNKBFefPn6eXX36ZevXqRQDI7XZbvGum0ZJpSCQRSHYct9vNtWZeXh6dP3/eEUgHl3Du3DkaOXJk2gLWnuFyubhgqqpKiqLQwoULHS2ZALmrJ9BV0HWdqqqqcPDgwc76f9B1HQCgaRoMw8CmTZtw/vz5Tvn/uYIeK5B1dXUoLy9HOBzu8P8lZnJcrkvJsU2bNuHQoUMwDMPRkk3osQIZjUaxaNEii4B0BhRFgaqqkGUZtbW1+OSTTyDLPfY2OAAa89bbtm1rNayDDlhDImE9yf7PDTfcQKdPn3Y0ZBN65KMpSRKWLFkCAOgMn4KZbEVR+O9EBI/Hg3379mH16tWdVmnkIMtARPTFF19QcXExybLcKRpSURSSJMkSj5RlmXvdP/3pT+nUqVOOQPZEEBE988wzJEkSD3p3tsl2u91cOFm+fMeOHRSPxx2h7GmIRqPUp08fkmWZa65UBVIskvB6vVyo0hXoxM8rikKPPvoo1dfXOwLZkxAOh2n37t08I+Pz+VIWKLEsTczi+P3+jAXS7XbTgAED6PDhwz1eIHuUU6NpGsrLyxGPxwGk59Coqspfy7IMXdchyzJM08x4XoZh4OTJk9i8eTN0Xe/xQtljcPLkSRowYIAljSdW47Sl4Viohmk0WZbp7rvvtsVko8nRGTNmjJNK7CkgIlq6dCk31cxsu93upALF3nO73VyQr7zySlqxYkXKAp14vMTPBwIBAkDr1q1zhLInIB6P0z333MO9ayYIqTg1YlEE+/vcuXPpwoULVFpamrFA5ufn87/deeedjkB2d5imSWvXrqWCggKuiQCkHPZJ7KspKCigd999l3RdpyeeeCJjgczLy+MOkqqqtH///h4rkD3CqZEkCcuXL0dDQwNisRiARidFURSePWkLuq5zp0aWZVx++eWYMGECFEXB9OnTM55fQ0MDfD4fotEodF3Hli1bnMxNd0aT52oJ27DXYh9Na0PUeoFAgMrKysg0TYpEItTQ0EDjx48nRVG4xhULfVMdYqB+0KBBVFtb2yMFsttrSCKirVu3ArgUuonH4zy/zDRmkmNwTRqPxzF06FBIkgRVVaGqKm644QZ4PB5omgZFUXhYSVGUlCp5XC4XiIh/v6qqCh9++GGP1JLdXiAB8EIKSZIgSRJM04SiKEkZJ0TIsgxZlqFpGkaNGsWFVFVV3HnnnYhGowAaY4pMeA3DSOl/iHKnqiqi0SiWL1+ezik6yBVUVlZS//79ecyRZVxUVU2rgYs5Nl6vlw4ePEiGYRDD6dOnSVEUi3PCzHaquXEWPmLzGzJkCB0+fJii0WiP05LdFkREL730EgGXUn8sf91SE39bgwnW9ddfT6FQiDRNIyIiXdeJiGjcuHH8WIqipMV4wVpkxQfE5/PRs88+6xAKdCdcuHCBbr/9dpIkiTsvYn80gJQEUtRyzzzzDBERxeNxIiIumIyKRYwpBgKBtKqHGAsG064DBw6kWCzmCGR3ABHRv//9b8rPzydVVXlGBrD2WqcqkEybfvrpp1wQdV0n0zTJMAw6e/Ys9enTxxLn9Pl8aZezsY5EptFXr15NTs9NN0AsFqN58+bxYlhRM4oCmUgu1dpQVZUCgQDV19cTEZFhGFw7mqZJRET33HMPAY2hpHQFMTH8xEJT9913nyOQ3QHxeJwGDBiQUmqwpc8k0qEoikJDhgwhIqKGhgYiIgqHw1w4iYgWLlxIQGMckhXe2pHrXrNmDfWUKqBuGfYxTZPee+891NfX29IzY5omfD4fz8qwsI7b7QYAHmscMWIEhgwZArfbjXA4DLfbbUt52tKlS1PKKDnIUmiaRqNHj7Y4MploSADUr18/2rJlC8ViMa4RmWPDTHYoFKJnnnmGLwmY2c1UQ5aUlDickrkKIqJdu3aRx+NJuXgimUD6fD669dZbqaqqimKxGDfT7HUkEuExSdZeKzZ2ZSqQbreb3nzzzR5RBdTtTDYRYenSpYjFYtA0zZYmfE3TMHr0aBQVFXEzTURwu93NlgQ33ngjSktLoaqqbS22uq5jwYIFtpj/bEe3E8hjx45h1apVnJGCCVAm0HUdY8eO5es4Mf+taRq8Xi/n7fF6vSgrK+P57GSE+alAkiR88803OHbsWLfPb3crgSQi2rBhA44ePSq+l/Fx+/Xrh5tvvpkfj+XCTdPkuWomeLIs46GHHuLFF3aAPVyLFy/mgu4gB6BpGs2aNatZsDvTNeTMmTN5ipDFHhPXjszBYcjPz7fEQDNZQ7IMTklJCZ06dcqJS+YKQqEQBQIB7sy05tS0JCCiEIvetSRJtGLFCqqpqSEiolgsxr1qlqkhIopGo1wYo9Eo/e53v7ME30XBTCeHDkFI3W43/frXv+7Wzk23MdlERIsXL+ZV1wDSit0lOj/MLPv9ftx4440oLCzkn2Nmmoj4a1VVYZomdF2Hx+PB5MmTMXDgQP6+aZogIm7yiYiXtKUyN/bdXbt24cyZMymfl4MuQm1tLY0YMcJiElsjAmhJQ7K0ItNm7L1Ro0bxuKNhGJaiCpapEcHMeENDA02fPt3SPosErSfy+7Q1RG3q8Xho6dKl3dZsdwsNqWkabd++HXv27IHL5eJOQDoermgFWXjFMAzcddddICLouo5YLGZhMmPajWlkoNEjNgwDgUAAY8aMga7rkCQJsiw3qyBnWi8ZTNPkDpKu6/joo48cTslsBhHRk08+2axQga3XUtGQbL3JtJHP56OCggLavn07RaNR0nXdUpQrQiy0MAyDa8nt27dTQUGBZS5sPkiiFRMH06Qej4f69u1LJ0+e7JYaslvg1KlTNGzYsGZ7y6ANL7o1k81+z8vLo8mTJ1NDQ4NFEE3T5B43c2yYl83MOXsvGo3StGnTWnRQ0hFMNje2BAFACxYs6JbOTc7rfdM0qaKiAsePH+fmVNO0tKiaGVeP1EQkCjQ2cz344IMIBALcqRD+J3Rdb+bUJC4RPB4PHn/8cfh8Pst80pWjRPPscrnw7rvv4vjx42kdx0EnwDRNGjt2LC/AZaaX5ZCRooZMHJIk0fHjxy3aTtSMIljIh5ltscUhFotRSUkJFRQUWJwTcX7JBqvZZN9npW3r1q0jTdO6nZbMWRARVVZWWtaJSHNtljjYcebNm0e1tbV87cjijW3BNE3LMAyDDMOg5557zmJ6RY8+1XmxtgbRM7/11lu7ndnOeZP9xhtvZHwM5v2K8cWZM2eioKDAloKG0aNHo3fv3nxZwLzydKIAbB4spgkAp0+fxubNm+F0JmYJiIiuuOKKjDVk4veCwSD3lDVNy1hDVlVV0dSpU7mmE52v9syXfd/tdtPjjz/erbRkzmpIIqIdO3bgxIkTdhyLv5YkCZMnT4bX60U8HrdlH5u+ffti6tSpAKzkAalyC4lzYz8ZQ8a2bducgotsgGEY9Mgjj3CNYccakjX7f/zxx5bcdKYaUtd1OnjwoKUjEUit4zFxfux7LAPkdrupoqKiW2nJnAMR0b59++iyyy5rtic12imMLHY5cuRIqq2t5THFSCSSsUCyFOPs2bMtjlOqc2OfT4yVMgG9++67KRwOdwuBzFmT/cEHH+DChQu2NT+xGOS0adNQUFBgWy0j0Fi0CwDz5s2DLMtwuVxppf5IiHcCl+oj2Xvbt2/H1q1bu33xbtaioaGBBg0a1CJPONrpJLDaxS+//JLHEJmWzFRDEjW2zMbjcU6ZIsZIU5kjy+4Al+ifVVXl1+DZZ5/ttgUXWQ0ioq1bt5IkSWlt65E4xNpE9t7999/PBYdBLMi1A2zdy+agqmrSByqVwP71119Pe/fuzXmBzEmTvXDhQiiKgkgkkvGxmJXzeDyYO3cufD6fxZxKaVD2JYNpmigrK8Nll10Gn8/HOSHtwJEjR7BmzRpnW5HORlVVFefqAVJnhkiWMuzXr18zapTEtoRMoes66bpOM2bMsGRpMtWQzGyPGjUq5xkuckpDEhFt27YNmqYhHo+3q9VUzMaI740aNQoul4tnUwDYpr0AIBKJ8Ljj9OnTYRgG3G63LRqYHWP//v04cOAAcpnCL6cEsr6+HsuWLYPf7wcAS3VOqmCfFwXB7/djzpw5zQLhdnraopBPmDABBQUFfDewTMFSkLFYDG+99ZatywwHrYCo0ZkpLS3lpkxsD2iPU8NimCNGjKC6ujpL7JHI2rKQCUQPPRqNkmEY9Ktf/co2k80cM4/HQ8FgkC5cuOBoyM7AypUrUV1dDaCRAEDX9ZRSe61pDJaCKysrQ35+Pl8CSAm91plCLNBghRyPPPKIrRqY7btYU1ODDz/8EA7RaQejvr6eRowYwbUGI3JKhTuntfdcLhd5PB7av38/12JiKwLj7rFTQ7KsTTQapb59+9qiIQHwVolAIEDjx4+n8+fPOwLZUSAiWrt2LfXq1csSyEYaqbeWuvuCwSCVlZWlHPhuLxJbIFienPVus4JbcS9Fka882fkxsn00CaYkNfaS57rHnbUwDIPuvfdenp0ArPlnpCCQ7LXP57MUKaxcubLDBZJlbsTfiYhWrFhB/fv35/Npifs81QIMRVHI6/Xyz48bN46InFRih+DEiRPcRHu9Xi5gqe6Ylbj5Ovu+z+dLq3giEyS2P5imSaFQiMrKyvhDIz5siVmkZENMI7Kfp06dyjmBzHqnxjAM2rBhA2d6iEajcLvdkGU55TpAEkI90WiUb3o0depUW9jRUoHYKEZNGRq/349JkyZZ+rbFOadai6mqKjRN45XopmnC4/FgyZIlTsGF3Th37hxNmDDB0gIKwQyno0VEk1hcXEyff/45Z8TtaA1JdKlIIx6P83Xlt99+SwMHDrRofLEiPNVzA5rvA3711Vf32D0TOwREjc5MYWEhv+jia5fLldKiX2yqYp9nayxWkdNZAklEFuZdXdfp4YcfbvEhS6cJTOxiFFsk1q9fT0S5oyWz2mTruo6VK1ciFArx98SYnmEYacUKWfuAJEmYMWMGAHuLJ1oDCaZaBNsi+eGHH+ZkVonzTRVi1srj8UBVVciyjPLyctTU1GQwewccoVCIbrjhBm6CxIwEqwlMNTMj7j0YCATohx9+4BR7naUhW+rxZvveDB482NJTnm57g7h9CbtGAKi0tJS+//57CoVCOaMlsxJERB988AEXonRSg20FjgHQb3/7W7pw4QIRES+k7QyBFCEW8sbjcfrDH/7AlxQiN2VL55PKEAlXuzunZKcgHA7TxIkTbWGgTYzvrVu3zhKs7mqBJGrcOSIYDJLf72/WJpupQBYVFTmZm0yxf/9+y2I9E4EUvdVBgwbxnbjEvQq7WiCJiKZMmcKdMPYgtUcYEwVSkiR65513cqLFISudmnA4TFu2bAFgT4GDYRg8zjdlyhRerc1GV8MwDGiahl/+8pcAwDeGt6s8rVevXnj77bez4lxzEsePH6fx48fbthOWJEnk9/vJ6/XSf/7zH15exrRTNmjIcDhMZ8+epUGDBjXjIM9UQ6LJqTt+/HjWS2TWaUhN06iyshLbt29HLBazpUSLiBAOh1FaWmrZb0Zkvu1q+Hw+5OXl4f777+f8PSx0Ywfi8TgWL16c9ZmbrBPISCSC8vJyxONxni60Ay6XC2VlZQAukeFny85Y0WgUADjJld/v5/WNdlC55OXlAWjc56aysjLj4/UonDx5kgKBAC/Jgk0mu6SkhL7++muKxWI8Bsio9rraZCf2bw8dOpRnpFhFU6YmG2islVywYAFFIpGs1ZJZpSGJiN555x2YpskbrNLREOI+hC6Xy+K4zJs3D6WlpbxKPBaLWbbm6IyMjQiWMWKFFUQEwzDg8/kwc+ZM1NbWAmi5r0c8r9YGM/vMCiiKgmg0ivnz53MmDQdJEIlE6I477uBhmsQm+tY0JPu8GFRmWQsWg/zss89a1FR2EwG0B2wO7OemTZuooKDAko1Kx0K0NNh1CAQCtHHjRod5NxmIiL755huLmUl1v+vEol3xtaIoVFRUZGEzExu3WttZoTMhLiGIGosupk+f3u4oQ+Jg32HX9d577yWi7HRusspkL1u2jJsZn89n2XW1LYjbECc6QYZhYOrUqfB4PGhoaAAA3n/N4pNdDcb1yJwtt9uNxx57DNFo1BYyLXaOrJhj9erVtrB+dGtUVlbSVVdd1YxQqaVsBVrQAkybsLpJZqLy8vLo888/JyLrfoS6rtvOTJEJWEka216ktraWhgwZwsn87dCQYhq1vLzcMdutwTRNWrhwITcrotlNNZfNzHviBkhjxoxptrGRaKazQShFD58Jpmma9OKLL7boQbd0/skGe2CBxkKTiRMnZmX/dtfbKzSa3JUrVzZ73+PxpBwrTNwwnYjg8Xgwa9YsixdrGIYlIG4Xv2QmEAntWaTAMAw88MAD8Hg8HfL/du7cibVr12Z9oLzTYRgGHTlyhAKBgKWeT1VVy7ZsqXjZ7HuyLJPX66X+/fvTwYMHLbttiRqptX1nugpsfqFQiIgatXlJSYktGhJNWpJZEL/fT9OmTSMiRyAtME2T5s2bR/n5+c1MS7ol/KJA5+Xl0VNPPcWD3omVNdkIVjDMoGka/f3vf7csSRKvUaoCyh5a0XP3eDx0+PDhrAqUd7nJliQJW7duRX19PQBrOk+SpJQC47IswzAMKIrCfzY0NGDy5MlZ4UUnA0sC+Hw+AI3Lj1gsBpfLhYkTJ2Lo0KGWvL645KAUFBzz4oFL+327XC7EYjG8+eabTqCcQdM0+vrrry1PsdjEz1JgSPL0My0hatT+/ftTTU1NM5rlbERicD4ej1sIr9hOt6J2Q4LWbGuI14WlZJnpLikpobq6OkdDAo3xwEWLFvH4GDU5Huxv1JQCSwZqIohiqTcAuP/++1FYWJgTe7gkWgFVVeH1enk9JNvjhmlSluZMNd0p1oOyY2iaBrfbjaqqKmzbts1xbiKRCB04cIBKS0ub9R8risKf4JY4eVoa4pYZwWCQvv76a4pGoxSPx7NeQ4oQCa5CoRDF43Gqrq6ma665ptm5prPGFhk7xL23VVWlxx57jLKF5LTLNKTX68XChQtRXV3NtZjL5YKiKJAkiT/JqTBLsOpqplUnTJiAESNG8L9lOxLXhMxKsHbW4uJi3HPPPc00YjqZJtM0+XqTaeRYLAbDMLBt2zbs3bs3K7RklwmkrussDsZjgcx0m6aZFq0y+yy7OdOmTQOADonhdQTY/KkpdsqWH2KMdM6cOejduzeAxmvH/paKQIq0M4yORqwJ/eGHH/DBBx/YxoeZCbpEIDVNo2+++QY1NTWIx+P8hkQiEcTjcR4glmU5JYFkGkbXdQwYMAA33XQTz1vbyRPeUWAPoSg0bO3MOHtuvvlm9OrVi1+rxM2T2gJTfKqqIhAIWP6v2+2GYRhYtWpVTqy3OwRERHPmzOHrmEwLcNl60+Px0FNPPdWsZyaXIHZBJhKdLly40OJZp1oNlez6AaDevXvTa6+9ljVryU7FxYsX6aqrrmrzArU1Ej8vMlls3ryZiC45B3V1dTx/3drIBjBB1HWdNE0jTdN4RTsjNbh48SJdd911/DoUFhZyZyWT68dajceOHUs9bu9tIqJly5ZZPOlMLygryAgGg1yrsN7rVIonkglsR49UEIvFKBaL0Z133pmSxkvn+olad/fu3UTUdc5N5h1EaSISiWDJkiWQJInH2TI9f6/Xi1gshmnTpvE1la7rME0TiqIk7S60o5EqExiG0eY1YGs7v9+PuXPnYufOndB1HZFIhJ97JmDboei6jvLycowcOTKj42WCTr8TBw4cwMaNG3mohqX7MkE4HAYADBw4EEePHkXfvn0BACdPngSQvKKnqx2fZA6K2+2G1+tFKBRCJBJBOBzm18yOVl5q6i3y+/2oqKjAU089lfExcwJERC+99JIlqJtqAS7aMDmFhYWcO5yZn3TYwxjJU1eNVOfp9XotSQTWmZjp9WPLHvbdRYsWdanZ7jScOXOGxo8fb8k920Em1dLfPR4PJ4FPNpL9v84YTChYY5rIhNanTx/LZ1k+mrFx2BWlYPdk0qRJ3Z+cioho/fr1lidc5GzM5IKyogNx2xD22VSLM7pyiHNJJIli74u1jAAsFNd2PdCqqvJruWvXru6tJQ3DoAcffJAAa5VKujzazuiYwZYOTCDvvffe7r3PzYkTJ6i4uJiAxnWjqqqWJ94ZXTvEIhaPx0MlJSV08ODBThfITkkdappGGzZswJkzZ+Dz+aDrOjRNc+jhsgSJoTFJklBVVYWVK1dmRcGF7aivr6exY8c2KzAFrOX4zuha7SjujObxeGjkyJFZVbxrG7799lsCLi3EvV6vJQ+LLLgpzoAlbBYMBsnlctHGjRs71bnpcJPdlCoE0JilYaRHLLvQHS1CLsLr9XImX0VRUFNTAyJCeXl5V0/NXhw9epSGDRvGnzxx51LGyoBO0gDOaH2ITg1bRqmqSpdffjl99dVXnaYlO1RDNjQ00JYtW3Do0CGuEVmdotvt5n00DroWzKlhxb7RaBR+vx+apuH48eNYsWIF6urqOmUuHUqKSER07bXX4rvvvmt1N6tUIDXxKLLvi8cQi1nb+n4uo7Mf2sTrVVhYiPPnz0NRlA6/kB1aXFFdXY1Tp05lfJxEIWSQJAmmaVrK+Fv6XHfXwqx4hF0nu883HA5jzZo1iEQi5PP5OlQoO0wgDcOgd955B3V1dRk366uqamGDZcdjF1/UnuLTzW5MrmvIZPNvrVqKWZZMudTj8Tjee+893HbbbRkdp0sRiURo1KhRBFgZzJAFC/juOtLNaadznKKiIvryyy873NR0iIYkItqyZQt27dplK5VJomlize+JGiDRZOW6yU5l/uI6G7B3hwmXy4Vz587hk08+ARGRlGsmh4ho3rx5XDtmqiGlpr4Plv/OlpKxbB/tveatlafdfPPNHV6W1iEa8n//+x82bNiAYDCImpqajLUkCdyOQOOakq0rWdV5W1ox1x7oRCSbP2tl1TStmWZkRFyZgAXL9+7di2XLlnWolrRdIImIXnnlFZw4ccK2Rn0W2pFlGQUFBSgqKuL9xZqmcXaK7maqGZKdh6IoiEQiqKurQ11dHSKRCF/W2NX8z3rklyxZgkcffdSWY7YE26U8Ho/T8OHDUVVVhYsXL6a0xms2qRYePiKCqqr4v//7Pzz99NOQZRmnT59Gfn6+5aLnujZsD0zThMfjQSgUwp///Ge89957CIVCfL8ekUalPQ+pGOv1+Xz49NNPceutt0KW5ey+2LFYjHbv3s3JR9HKmgRprmGARhL8cePGUWVlZfdQex0AIqJTp06Rz+cjWZappKSEr+Mz9bzF1OIzzzyTG9XkmqbRiy++aDkJO5q4WK/JP/7xj9y4EF0IIqLJkydbhMgOgRSb0YqKiujo0aPZfx9qamrommuuIY/HY6F8s6tn5siRI9l/EboYFy5coFWrVvFr6Xa7MxZIURjZvXj11VezWzkYhkFLly4loLEbzs42V5fLRbfddlt2X4AsQnV1Nd1xxx3k9XrJ5XJlLJBimI3tjjZmzJjsvh+madKUKVOarTfsanN9++23s/sCZBHOnj1Lr776aov3AO0QSCTc00AgQF6vl/bu3Zudmy8REf33v/+lQCDAG/YBtLgLVXsEsqSkhE6fPp19J57FOHr0KAWDwWYbmMKGNSR7/eSTT2YnOZVhGPT73/+eR/UTuwkzFciJEyc62jFNEBHdcccd3Cm0aw3JIiiyLJPf76eGhobsuy9ERFdeeaWl8V/cJhgpCCB7zVpk2euCggJasmQJ1dbWZt+JZzGi0ShVVFRYnEsk3I9U+dvZ/WDV/ux++Xw+mj9/fnYpi6ZCCioqKmqRjL09TyXjKwQa86ffffdd9pxwDuHw4cNUXFzcjPUicesVJLkfTIjFXdbY60mTJtGPP/6YPfeHiOixxx6zCF8i7yNSEELxcyLnznPPPUeGYWTPCecQiIhmzZpl4QmCcL1TFUj2GfbT7Xbz8I/L5aLFixdnj5bcu3cv9e/fv0WBTJXZK3F9yS6cz+ej9evXZ8/J5hiaOj655WJsaQDSZl5jSQ5RqNn3H3jggezYno6I+F58ECYoxiCRwskmakf2+qabbqKzZ892/YnmMGpra2nixIkEWEkZ2lvCJwoxW5f269ePvvrqK1vuU0Z1YfF4HJ999lnjgWSZE2+yLS1SVWwtfc7j8WDKlCkoKirKZIo9HgUFBfjNb34Dl8uFaDQKoLEHO50CXrF8UJIk/jvbvuX06dO8eNfe2acBIqKPP/6YBgwYwJ8akSIuXVazRG06ePBg2rFjh2OubUAoFOIck7IsW651KmtI0SGSZZnvAAZBY44ePZqOHz/edfcqGo3SE088YZkwI9IEmm8UmWwEAgHLZ2+//XZHGG0CC8sFg0EuQJIkWRRIKqMl3k2R7GHHjpqdGloAAAg2SURBVB1dt62IrusUDAZTYnBtKVvTUok8BOF+/fXXe+aeKR0A0zRp3bp1lnUfBAWSTuKitcybqqo0c+bMrlEipmnS5s2bedQ+U4GE8MQxbsLdu3c7wmgjamtraciQIVwQ2YOfLiV0a/fP7XaTqqpdw7wbCoXogQceaLFwor0CKYYU5syZ42hHm0FE9PTTT1syYe3ZJ6il+yfGM+fNm9f5AlldXc35vFOpd0xFIEXT/dFHHznrR5thGAZt376dBg0axB/8YDBoq0AGg0EqLi7uXOZd0zSpoqLCkk2xSyAB0E9+8hMn9thB0DSNpk+fzoPcaDLfdphskd3un//8Z7urgNKOQxqGgddee403FtkF1jk4e/ZsJ/bYQXC5XJgxY4Zle2O7uhLZcUzTRHl5eedsDU1EtHr1av60pNozk4qGZKX2O3fudMx1B+LEiRM0cOBAfv9gk8kGLpWm+f1+qqysbFcNQloaMh6P4+2334YkSZy83o6tzYDG/uri4mIMGzYMktQDe1k7CUVFRXyDe0mSkm67lwrcbjcAoL6+HkBjZufNN9/M+LhJQUSW9Ud7COvZTlVstypZlnlW5/nnn6dYLOZoxw4EEdH+/fvb1HpI854C1vhmfn4+FRcX0+HDhztOQ8ZiMXr//fct/IOapqXUmC81ESFJTdRwjBbFMAz++4ABA3DXXXfxp81Bx0CSJGnAgAH42c9+BkVRbCNWEHPjkUgE9fX1WLVqVcflt4mIJk6cyAOpQPN0Umujpa3SEseUKVMoHA472rETQEQ0f/58fm/s0JBoQR5uueUWOnfuXFr3NGUNefjwYezbt89Chdd0ckm/y8hGRQJRcQDAyJEj4fV605m7g3ZCkiRp+PDh6Nu3ry1rSOG4lt/37t2Lzz//HOksw1ISSF3XaenSpbhw4QJisRhkWeYCmS6zGfuuJLDe9u3bFz//+c9tC0E4SI7hw4fjF7/4ha08kpJAsS1JEjRNw9KlS+1fhp09e5Zuu+02rooDgUBaJhuwbr8rbksMgGbMmEHxeNwx150IVk0Om5waCLLA7q3H46HevXtTTU2NfffWMAx66623qHfv3vwft6dsKXGtwrxtVVWpoqLCiT12AX788Ue6+uqrbRFIMaYJWOsuFy5caN/9NQyDRo8e3azzDAAVFBSkvdAVT8Dn81F+fr6jHbsIREQvvPCCLQLJQndiCzPQGBocPXo0hUIhe+7xsWPHmpnY9g5xFy92zLKyMqeyp4vQ0NBAP/74YzOLJ3YoptMIxkaigCuKQmvXrk0pitKmR0JEVF5enjETLXNgWE+HoigwDAPBYBCzZ8/O6NgO2o+8vDypsLAQN910E3c2A4EAjw+z+5QpDMNARUVF5g6Urus0bNiwpDnqxPcTR2I/MMvwjBs3zt4Fr4O0IcYkEyuv2rt1dEtLgF69etHOnTvb3y5rmibbl6RVoRMT68lG4o71AOgvf/mL48xkAQ4cOECDBg3iAsh+igwi6YzWii+effbZ9t/veDxOzz//vG0CmbgGLSwspC+++MIRxixAPB6nP/3pT/z+iD1OqfbWA60LJHN4hg4d2n4Wkj179tCVV17Zpmluj1fGTnDMmDGOuc4S6LpO+/btI8DaRWiXyRappbdt29Ymp2SLTg0R0caNG1FZWQkAzdJ8wudS3mUq8fV9992HwsLCpN910PFwuVzSFVdcgauuugrxeBxAI1GDjaFDnsV56623EAqF0jsAEdF9993HJT7TsE/iE6OqqsMXnmUIh8P0r3/9q9m9E3vtUx0tOTUsu1dQUECnTp1K/d4TEZ04cYJPxA7SeiSsIYcPH25foNSBbaiqqrLUqQL2VQOJa9G//vWvpOt6i/e/mck2TRNvvPEGwuEwACAWi2V8omwbOEmS4PV68dBDD8Hv92d8XAf2IhgMYuzYsXyjJLsrgViRxbJly1BdXZ3aF8+cOUOlpaVcO6IVjdfWaClSjybTf8UVV2QXwaUDDiKi119/nd93kRE5Ew0pOkdMU77yyivJQ0CaptH69ev5l+0irQcuFWSUlZU5BKRZjCNHjtB1111nuWeZCmRLFH7XXnttiwJpMdm6rqOiooL/nmqLQipgdZMzZsxw6h6zGIMHD8acOXMAXPKOM4VhGPB6vXC73bye9tChQ/j+++/R5rYihw4dov79+1scEVVVM9aQTPUPHjyYqqurHe2Y5WhqzmrxXrZHQzIHSXRsFEWhF154ofXCGiKil19+mU+CeVctme1kE0j8PFtD/O1vf3NShTkA0zRp3Lhxltx2JgIpVhOxfYwkSaLLL7+8dX9C0zT66U9/yiPrrTWRt0cg2RPiODO5gWg0SvPnz+ec5HaEfUSab9HJXb58eXOfwjRN2rRpUzN6PbQiYO2Z4I033uhoxxxCfX19q1GWdIeo3ERm5T59+tDo0aOprq6Oy4UMNMaIli9fzusVWUqQcYaz31sbUkIXYeIAgEmTJtnGcuGg4+H1ejFr1iwAye9/siHed0lgy7h48SKOHDmCNWvWWPu3m/Y+JqCRdUBcO3g8Ht6Y1dpI9oQEg0H67LPPHA2ZQ2BNYHl5ebwnqrWRqgVVFIU8Hk8z/vlp06Zx2XABjeEdVVWh6zrC4TDcbjfy8vKgaRpisVhSJqtklcCzZ8/GyJEjHc6eHIIkSdLp06fp0UcfxaJFi9r8bDI9I/bws1CSz+fjrCV79uzhmRsJaKRJOXPmDAYOHAjDMHDx4kX06tULkUgELpcr5X/YGurr61FUVOQIZI6BiKihocGWFCJLR8bjcRAR3G43P67b7WbLO0c+HGQX/h8zXwB4Iu8ijQAAAABJRU5ErkJggg=="},{"id":"0e296425-7a06-48dc-be7e-4d2f4bb483bc","height":30.76,"width":28.61,"perimeter":118.18,"area":347.88,"image":"data:image/png;base64,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"},{"id":"029775bf-1e83-4140-a970-e3c72ae4cee8","height":31.83,"width":27.18,"perimeter":159.51,"area":261.7,"image":"data:image/png;base64,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"},{"id":"9f6269cb-6750-4b9d-ab8d-d8250510326c","height":31.83,"width":24.5,"perimeter":180.24,"area":301.6,"image":"data:image/png;base64,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"},{"id":"bfcb9f20-1511-4ddf-a957-aa89c38402dc","height":31.83,"width":27,"perimeter":158.79,"area":261.86,"image":"data:image/png;base64,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"},{"id":"43a0cc45-f903-47fa-906d-24c0e3e9f236","height":30.76,"width":22.89,"perimeter":176.32,"area":298.98,"image":"data:image/png;base64,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"},{"id":"a9df828e-0187-47b3-be8e-3876dc4e7f7d","height":31.29,"width":24.14,"perimeter":153.75,"area":272.7,"image":"data:image/png;base64,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"},{"id":"996c2d43-de83-40c4-b112-247fa7271c08","height":30.76,"width":19.31,"perimeter":99.3,"area":171.51,"image":"data:image/png;base64,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"},{"id":"356be6f3-5a10-497e-b923-fabba6400954","height":30.76,"width":23.25,"perimeter":105.25,"area":633.9,"image":"data:image/png;base64,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"}],"no_of_letters":11,"perimeter_of_sign":129.04,"nested_area":59.15,"occupied_area":27.1,"avg_char_height":31.099999999999998,"widthOfSign":"203.67","otherDimensionOfSign":76.0,"width_of_smaller_line":20},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"203.67","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1432,"no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":107.46,"width_of_line_2":204.3,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":11,"perimeter_of_sign":129.04,"nested_area":59.15,"occupied_area":27.1,"avg_char_height":"Greater than 24 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\"},{\"id\":\"029775bf-1e83-4140-a970-e3c72ae4cee8\",\"height\":31.83,\"width\":27.18,\"perimeter\":159.51,\"area\":261.7,\"image\":\"data:image\\/png;base64,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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"203.67","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":107.46,"width_of_line_2":204.3,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":11,"perimeter_of_sign":129.04,"nested_area":59.15,"occupied_area":27.1,"avg_char_height":"Greater than 24 inches","width_of_sign":"203.67","width_of_smaller_line":107.46,"other_dimension_of_sign":76,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1432}},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"17.0459"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"261.355458"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"4.06476"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"28.6197816"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":23.712500000000002},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":230.181042},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"4.732"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"226.01215"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"1.485"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"7.6615"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0125434651232},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":12.5434651232},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0009962429533333335},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.9962429533333333},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.009502625093333333},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":9.502625093333334},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.019530200213333"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"19.530200213333"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00947862608"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"9.47862608"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0126914656"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"12.6914656"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.0010126523733333"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"1.0126523733333"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":13.151055487306593},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":44.3625},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"44.954"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"7.6909037180295"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":928.7387645238397,"totalDenseWeight_before_formula":105.22881899546604},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1021.6126409762237},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":11,"totalDenseWeight":115.75170089501266},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":11,"sign_depth":"1"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":22.89,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":25.39,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":28.61,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":28.61,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":27.18,"height":31.83,"depth":"1"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":24.5,"height":31.83,"depth":"1"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":27,"height":31.83,"depth":"1"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":22.89,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":24.14,"height":31.29,"depth":"1"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":19.31,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:44] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":23.25,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 12:57:44"} 
[2026-04-07 12:57:45] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775566666_8f66a2f39ecd8b6d7dc9c279b808852f","bins_packed":[{"bin_data":{"w":28.91,"h":32.13,"d":14.3,"id":"unique","used_space":85.1848,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":32.13,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/d767b975aac9378aaa7f83dd16acea67/1775566666-0897-2943513.svg","items":[{"id":"item-3","w":28.91,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/d767b975aac9378aaa7f83dd16acea67/1775566666-0889-3190501.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":28.91,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/d767b975aac9378aaa7f83dd16acea67/1775566666-089-3030243.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":25.69,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/d767b975aac9378aaa7f83dd16acea67/1775566666-0891-9041259.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-11","w":23.55,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/d767b975aac9378aaa7f83dd16acea67/1775566666-0892-1343709.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":23.19,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/d767b975aac9378aaa7f83dd16acea67/1775566666-0892-4517934.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":23.19,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/d767b975aac9378aaa7f83dd16acea67/1775566666-0893-7509239.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-10","w":19.61,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/d767b975aac9378aaa7f83dd16acea67/1775566666-0894-6267964.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-9","w":24.44,"h":31.59,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/d767b975aac9378aaa7f83dd16acea67/1775566666-0894-1618825.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":27.48,"h":32.13,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/d767b975aac9378aaa7f83dd16acea67/1775566666-0895-8633039.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":27.3,"h":32.13,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/d767b975aac9378aaa7f83dd16acea67/1775566666-0895-5042099.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":24.8,"h":32.13,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/d767b975aac9378aaa7f83dd16acea67/1775566666-0896-8721403.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-07 12:57:45"} 
[2026-04-07 12:57:45] local.INFO: Box added from packed bin {"data":{"length":14.3,"width":28.91,"height":32.13,"denseWeight":115.75170089501266},"timestamp":"2026-04-07 12:57:45"} 
[2026-04-07 12:57:46] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":16.3,"width":30.91,"height":34.38},"quantity":1,"denseWeight":115.75170089501266}],"cheapestShippingCost":1251.8517027890243,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":16.3,"width":30.91,"height":34.38},"denseWeight":115.75170089501266,"volumetricWeight":57,"higherWeight":115.75170089501266,"quantity":1}],"totalHigherWeight":115.75170089501266,"DS":0,"rate":1513.004934805217,"tariffAndDS":1513.004934805217,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2624.9951568799324,"totalShipmentCostFormula":"((tariffAndDS (1513.0049348052) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2625","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":16.3,"width":30.91,"height":34.38},"denseWeight":115.75170089501266,"volumetricWeight":57,"higherWeight":115.75170089501266,"quantity":1}],"totalHigherWeight":115.75170089501266,"DS":0,"rate":847.4124505514927,"tariffAndDS":847.4124505514927,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1551.793835269227,"totalShipmentCostFormula":"((tariffAndDS (847.41245055149) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1551.79","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":16.3,"width":30.91,"height":34.38},"denseWeight":115.75170089501266,"volumetricWeight":57,"higherWeight":115.75170089501266,"quantity":1}],"totalHigherWeight":115.75170089501266,"DS":0,"rate":1136.8517027890243,"tariffAndDS":1136.8517027890243,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1251.8517027890243,"totalShipmentCostFormula":"(((tariffAndDS (1136.851702789) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1251.851702789","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":16.3,"width":30.91,"height":34.38},"denseWeight":115.75170089501266,"volumetricWeight":57,"higherWeight":115.75170089501266,"quantity":1}],"totalHigherWeight":115.75170089501266,"DS":0,"rate":752.3860558175822,"tariffAndDS":752.3860558175822,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1398.5732764002698,"totalShipmentCostFormula":"((tariffAndDS (752.38605581758) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1398.57","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":16.3,"width":30.91,"height":34.38},"denseWeight":115.75170089501266,"volumetricWeight":57,"higherWeight":115.75170089501266,"quantity":1}],"totalHigherWeight":115.75170089501266,"DS":0,"rate":1178.3523151112288,"tariffAndDS":1178.3523151112288,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2009.3263677276673,"totalShipmentCostFormula":"(( tariffAndDS (1178.3523151112) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 2009.3263677277","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS 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[2026-04-07 12:57:46] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 12:57:46"} 
[2026-04-07 12:57:46] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 12:57:46"} 
[2026-04-07 12:57:46] local.INFO: Final API Response {"data":{"sign_width":"203.67","sign_height":76,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":44.954,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":7.6909037180295,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":115.75170089501266,"result":1021.6126409762237,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"203.67","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":107.46,"width_of_line_2":204.3,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":11,"perimeter_of_sign":129.04,"nested_area":59.15,"occupied_area":27.1,"avg_char_height":"Greater than 24 inches","width_of_sign":"203.67","width_of_smaller_line":107.46,"other_dimension_of_sign":76,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1432},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1432},"timestamp":"2026-04-07 12:57:46"} 
[2026-04-07 12:57:46] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 12:57:46"} 
[2026-04-07 12:57:48] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":76,"sign_width":"203.67","dimensions":[{"id":"239c8ba0-333d-4dc2-8678-747193add513","height":30.76,"width":22.89},{"id":"d0e4df5e-0db8-40e3-80ae-e3e14992f939","height":30.76,"width":25.39},{"id":"d49342ea-93c0-43c2-ac18-23c59cc6ee58","height":30.76,"width":28.61},{"id":"0e296425-7a06-48dc-be7e-4d2f4bb483bc","height":30.76,"width":28.61},{"id":"029775bf-1e83-4140-a970-e3c72ae4cee8","height":31.83,"width":27.18},{"id":"9f6269cb-6750-4b9d-ab8d-d8250510326c","height":31.83,"width":24.5},{"id":"bfcb9f20-1511-4ddf-a957-aa89c38402dc","height":31.83,"width":27},{"id":"43a0cc45-f903-47fa-906d-24c0e3e9f236","height":30.76,"width":22.89},{"id":"a9df828e-0187-47b3-be8e-3876dc4e7f7d","height":31.29,"width":24.14},{"id":"996c2d43-de83-40c4-b112-247fa7271c08","height":30.76,"width":19.31},{"id":"356be6f3-5a10-497e-b923-fabba6400954","height":30.76,"width":23.25}]},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":76,"sign_width":"203.67","dimensions":[{"id":"239c8ba0-333d-4dc2-8678-747193add513","height":30.76,"width":22.89},{"id":"d0e4df5e-0db8-40e3-80ae-e3e14992f939","height":30.76,"width":25.39},{"id":"d49342ea-93c0-43c2-ac18-23c59cc6ee58","height":30.76,"width":28.61},{"id":"0e296425-7a06-48dc-be7e-4d2f4bb483bc","height":30.76,"width":28.61},{"id":"029775bf-1e83-4140-a970-e3c72ae4cee8","height":31.83,"width":27.18},{"id":"9f6269cb-6750-4b9d-ab8d-d8250510326c","height":31.83,"width":24.5},{"id":"bfcb9f20-1511-4ddf-a957-aa89c38402dc","height":31.83,"width":27},{"id":"43a0cc45-f903-47fa-906d-24c0e3e9f236","height":30.76,"width":22.89},{"id":"a9df828e-0187-47b3-be8e-3876dc4e7f7d","height":31.29,"width":24.14},{"id":"996c2d43-de83-40c4-b112-247fa7271c08","height":30.76,"width":19.31},{"id":"356be6f3-5a10-497e-b923-fabba6400954","height":30.76,"width":23.25}]}},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"239c8ba0-333d-4dc2-8678-747193add513","height":30.76,"width":22.89},{"id":"d0e4df5e-0db8-40e3-80ae-e3e14992f939","height":30.76,"width":25.39},{"id":"d49342ea-93c0-43c2-ac18-23c59cc6ee58","height":30.76,"width":28.61},{"id":"0e296425-7a06-48dc-be7e-4d2f4bb483bc","height":30.76,"width":28.61},{"id":"029775bf-1e83-4140-a970-e3c72ae4cee8","height":31.83,"width":27.18},{"id":"9f6269cb-6750-4b9d-ab8d-d8250510326c","height":31.83,"width":24.5},{"id":"bfcb9f20-1511-4ddf-a957-aa89c38402dc","height":31.83,"width":27},{"id":"43a0cc45-f903-47fa-906d-24c0e3e9f236","height":30.76,"width":22.89},{"id":"a9df828e-0187-47b3-be8e-3876dc4e7f7d","height":31.29,"width":24.14},{"id":"996c2d43-de83-40c4-b112-247fa7271c08","height":30.76,"width":19.31},{"id":"356be6f3-5a10-497e-b923-fabba6400954","height":30.76,"width":23.25}],"sign_height_raw":76,"sign_width_raw":"203.67"},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":76.0,"sign_width":204.0,"tax_factor":0.0887},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Dimension Calculation {"data":{"dim_id":"239c8ba0-333d-4dc2-8678-747193add513","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Dimension Calculation {"data":{"dim_id":"d0e4df5e-0db8-40e3-80ae-e3e14992f939","height":30.76,"width":25.39,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Dimension Calculation {"data":{"dim_id":"d49342ea-93c0-43c2-ac18-23c59cc6ee58","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Dimension Calculation {"data":{"dim_id":"0e296425-7a06-48dc-be7e-4d2f4bb483bc","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Dimension Calculation {"data":{"dim_id":"029775bf-1e83-4140-a970-e3c72ae4cee8","height":31.83,"width":27.18,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Dimension Calculation {"data":{"dim_id":"9f6269cb-6750-4b9d-ab8d-d8250510326c","height":31.83,"width":24.5,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Dimension Calculation {"data":{"dim_id":"bfcb9f20-1511-4ddf-a957-aa89c38402dc","height":31.83,"width":27,"ceilHeight":32.0,"ceilWidth":27.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Dimension Calculation {"data":{"dim_id":"43a0cc45-f903-47fa-906d-24c0e3e9f236","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Dimension Calculation {"data":{"dim_id":"a9df828e-0187-47b3-be8e-3876dc4e7f7d","height":31.29,"width":24.14,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Dimension Calculation {"data":{"dim_id":"996c2d43-de83-40c4-b112-247fa7271c08","height":30.76,"width":19.31,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Dimension Calculation {"data":{"dim_id":"356be6f3-5a10-497e-b923-fabba6400954","height":30.76,"width":23.25,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":11,"baseProductionCost":4380,"result":[{"id":"239c8ba0-333d-4dc2-8678-747193add513","height":30.76,"width":22.89,"depth":2,"price":392},{"id":"d0e4df5e-0db8-40e3-80ae-e3e14992f939","height":30.76,"width":25.39,"depth":2,"price":392},{"id":"d49342ea-93c0-43c2-ac18-23c59cc6ee58","height":30.76,"width":28.61,"depth":2,"price":392},{"id":"0e296425-7a06-48dc-be7e-4d2f4bb483bc","height":30.76,"width":28.61,"depth":2,"price":392},{"id":"029775bf-1e83-4140-a970-e3c72ae4cee8","height":31.83,"width":27.18,"depth":2,"price":409},{"id":"9f6269cb-6750-4b9d-ab8d-d8250510326c","height":31.83,"width":24.5,"depth":2,"price":409},{"id":"bfcb9f20-1511-4ddf-a957-aa89c38402dc","height":31.83,"width":27,"depth":2,"price":409},{"id":"43a0cc45-f903-47fa-906d-24c0e3e9f236","height":30.76,"width":22.89,"depth":2,"price":392},{"id":"a9df828e-0187-47b3-be8e-3876dc4e7f7d","height":31.29,"width":24.14,"depth":2,"price":409},{"id":"996c2d43-de83-40c4-b112-247fa7271c08","height":30.76,"width":19.31,"depth":2,"price":392},{"id":"356be6f3-5a10-497e-b923-fabba6400954","height":30.76,"width":23.25,"depth":2,"price":392}]},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":76.0},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":4.0,"PSUCost":197.96},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Total Production Cost and Tax {"data":{"productionCost":4577.96,"taxFactor":0.0887,"tax":406.065052},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Box Calculation Details {"data":{"breadth":82.0,"boxDepth":8,"oneBoxCapacity":-21.0,"noOfBoxes":-9.0,"noOfFullBoxes":-10.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-21.0,"widthOfHalfBox":-6.0},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":707.9136690647482,"shippingWeightInKG":321.04928302256155},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":321.04928302256155,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":13,"min":"321","max":"390","rate":"300","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":300,"defaultShippingRate":null},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":4380,"PSUCost":197.96,"tax":406.065052,"shippingRate":300,"miscellaenous":0,"signPrice":5284.025052},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"203.67","sign_height":76,"sign_depth":2,"totalCost":5284.025052,"TATDays":7,"baseProductionCost":4380,"productionCost":4577.96,"PSUCost":197.96,"tax":406.065052,"shippingCost":300,"uniqueReturns_count":2,"objects_count":11},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"239c8ba0-333d-4dc2-8678-747193add513","height":30.76,"width":22.89},{"id":"d0e4df5e-0db8-40e3-80ae-e3e14992f939","height":30.76,"width":25.39},{"id":"d49342ea-93c0-43c2-ac18-23c59cc6ee58","height":30.76,"width":28.61},{"id":"0e296425-7a06-48dc-be7e-4d2f4bb483bc","height":30.76,"width":28.61},{"id":"029775bf-1e83-4140-a970-e3c72ae4cee8","height":31.83,"width":27.18},{"id":"9f6269cb-6750-4b9d-ab8d-d8250510326c","height":31.83,"width":24.5},{"id":"bfcb9f20-1511-4ddf-a957-aa89c38402dc","height":31.83,"width":27},{"id":"43a0cc45-f903-47fa-906d-24c0e3e9f236","height":30.76,"width":22.89},{"id":"a9df828e-0187-47b3-be8e-3876dc4e7f7d","height":31.29,"width":24.14},{"id":"996c2d43-de83-40c4-b112-247fa7271c08","height":30.76,"width":19.31},{"id":"356be6f3-5a10-497e-b923-fabba6400954","height":30.76,"width":23.25}],"sign_height_raw":76,"sign_width_raw":"203.67"},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":76.0,"sign_width":204.0,"tax_factor":0.0887},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Dimension Calculation {"data":{"dim_id":"239c8ba0-333d-4dc2-8678-747193add513","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Dimension Calculation {"data":{"dim_id":"d0e4df5e-0db8-40e3-80ae-e3e14992f939","height":30.76,"width":25.39,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Dimension Calculation {"data":{"dim_id":"d49342ea-93c0-43c2-ac18-23c59cc6ee58","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Dimension Calculation {"data":{"dim_id":"0e296425-7a06-48dc-be7e-4d2f4bb483bc","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Dimension Calculation {"data":{"dim_id":"029775bf-1e83-4140-a970-e3c72ae4cee8","height":31.83,"width":27.18,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Dimension Calculation {"data":{"dim_id":"9f6269cb-6750-4b9d-ab8d-d8250510326c","height":31.83,"width":24.5,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Dimension Calculation {"data":{"dim_id":"bfcb9f20-1511-4ddf-a957-aa89c38402dc","height":31.83,"width":27,"ceilHeight":32.0,"ceilWidth":27.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Dimension Calculation {"data":{"dim_id":"43a0cc45-f903-47fa-906d-24c0e3e9f236","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Dimension Calculation {"data":{"dim_id":"a9df828e-0187-47b3-be8e-3876dc4e7f7d","height":31.29,"width":24.14,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Dimension Calculation {"data":{"dim_id":"996c2d43-de83-40c4-b112-247fa7271c08","height":30.76,"width":19.31,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Dimension Calculation {"data":{"dim_id":"356be6f3-5a10-497e-b923-fabba6400954","height":30.76,"width":23.25,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":11,"baseProductionCost":4600,"result":[{"id":"239c8ba0-333d-4dc2-8678-747193add513","height":30.76,"width":22.89,"depth":3,"price":412},{"id":"d0e4df5e-0db8-40e3-80ae-e3e14992f939","height":30.76,"width":25.39,"depth":3,"price":412},{"id":"d49342ea-93c0-43c2-ac18-23c59cc6ee58","height":30.76,"width":28.61,"depth":3,"price":412},{"id":"0e296425-7a06-48dc-be7e-4d2f4bb483bc","height":30.76,"width":28.61,"depth":3,"price":412},{"id":"029775bf-1e83-4140-a970-e3c72ae4cee8","height":31.83,"width":27.18,"depth":3,"price":429},{"id":"9f6269cb-6750-4b9d-ab8d-d8250510326c","height":31.83,"width":24.5,"depth":3,"price":429},{"id":"bfcb9f20-1511-4ddf-a957-aa89c38402dc","height":31.83,"width":27,"depth":3,"price":429},{"id":"43a0cc45-f903-47fa-906d-24c0e3e9f236","height":30.76,"width":22.89,"depth":3,"price":412},{"id":"a9df828e-0187-47b3-be8e-3876dc4e7f7d","height":31.29,"width":24.14,"depth":3,"price":429},{"id":"996c2d43-de83-40c4-b112-247fa7271c08","height":30.76,"width":19.31,"depth":3,"price":412},{"id":"356be6f3-5a10-497e-b923-fabba6400954","height":30.76,"width":23.25,"depth":3,"price":412}]},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":76.0},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":4.0,"PSUCost":197.96},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Total Production Cost and Tax {"data":{"productionCost":4797.96,"taxFactor":0.0887,"tax":425.579052},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Box Calculation Details {"data":{"breadth":82.0,"boxDepth":8,"oneBoxCapacity":-21.0,"noOfBoxes":-9.0,"noOfFullBoxes":-10.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-21.0,"widthOfHalfBox":-6.0},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":707.9136690647482,"shippingWeightInKG":321.04928302256155},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":321.04928302256155,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":13,"min":"321","max":"390","rate":"300","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":300,"defaultShippingRate":null},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":4600,"PSUCost":197.96,"tax":425.579052,"shippingRate":300,"miscellaenous":0,"signPrice":5523.539052},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"203.67","sign_height":76,"sign_depth":3,"totalCost":5523.539052,"TATDays":7,"baseProductionCost":4600,"productionCost":4797.96,"PSUCost":197.96,"tax":425.579052,"shippingCost":300,"uniqueReturns_count":2,"objects_count":11},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":76,"sign_width":"203.67","shipping_weight":115.75170089501266,"shape":"rectangular","dimensions":[{"id":"239c8ba0-333d-4dc2-8678-747193add513","height":30.76,"width":22.89},{"id":"d0e4df5e-0db8-40e3-80ae-e3e14992f939","height":30.76,"width":25.39},{"id":"d49342ea-93c0-43c2-ac18-23c59cc6ee58","height":30.76,"width":28.61},{"id":"0e296425-7a06-48dc-be7e-4d2f4bb483bc","height":30.76,"width":28.61},{"id":"029775bf-1e83-4140-a970-e3c72ae4cee8","height":31.83,"width":27.18},{"id":"9f6269cb-6750-4b9d-ab8d-d8250510326c","height":31.83,"width":24.5},{"id":"bfcb9f20-1511-4ddf-a957-aa89c38402dc","height":31.83,"width":27},{"id":"43a0cc45-f903-47fa-906d-24c0e3e9f236","height":30.76,"width":22.89},{"id":"a9df828e-0187-47b3-be8e-3876dc4e7f7d","height":31.29,"width":24.14},{"id":"996c2d43-de83-40c4-b112-247fa7271c08","height":30.76,"width":19.31},{"id":"356be6f3-5a10-497e-b923-fabba6400954","height":30.76,"width":23.25}]}},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Input Parameters {"data":{"dimensions_count":11,"shape":"rectangular"},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 12:57:48] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":2394.7000000000003,"dimensions_count":11},"timestamp":"2026-04-07 12:57:48"} 
[2026-04-07 13:04:31] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"203.67","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpED91.tmp"}},"file_present":true},"timestamp":"2026-04-07 13:04:31"} 
[2026-04-07 13:04:31] local.INFO: Validation Passed {"data":{"sign_width_or_height":"203.67","user_input_dimension":"width"},"timestamp":"2026-04-07 13:04:31"} 
[2026-04-07 13:04:34] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":11},"timestamp":"2026-04-07 13:04:34"} 
[2026-04-07 13:04:34] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":11},"timestamp":"2026-04-07 13:04:34"} 
[2026-04-07 13:04:34] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":11},"timestamp":"2026-04-07 13:04:34"} 
[2026-04-07 13:04:34] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":11},"timestamp":"2026-04-07 13:04:34"} 
[2026-04-07 13:04:34] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"203.67"},"timestamp":"2026-04-07 13:04:34"} 
[2026-04-07 13:04:34] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"203.67","file_size":41665},"timestamp":"2026-04-07 13:04:34"} 
[2026-04-07 13:04:34] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":657,"y":238,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.74,"bounding_box_area":880,"exact_perimeter":118.28,"approximate_perimeter":111.25,"convex_hull_perimeter":98.52,"perimeter_pixels":661.4873734152932,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3124,"perime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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":163,"y":238,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.85,"bounding_box_area":880,"exact_perimeter":118.18,"approximate_perimeter":111.03,"convex_hull_perimeter":98.52,"perimeter_pixels":660.9015869776663,"original_contour_points":352,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.313,"perimeter_to_area_ratio":0.3397},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":495,"y":235,"width":152,"height":178},"scaled_width":27.18,"scaled_height":31.83,"actual_filled_area":261.82,"bounding_box_area":865,"exact_perimeter":159.51,"approximate_perimeter":140.66,"convex_hull_perimeter":95.14,"perimeter_pixels":892.0214280248111,"original_contour_points":395,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.17,"compactness":0.1293,"perimeter_to_area_ratio":0.6092},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":334,"y":235,"width":137,"height":178},"scaled_width":24.5,"scaled_height":31.83,"actual_filled_area":301.73,"bounding_box_area":779,"exact_perimeter":180.24,"approximate_perimeter":156.34,"convex_hull_perimeter":93.27,"perimeter_pixels":1007.9625535217655,"original_contour_points":435,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.3,"compactness":0.1167,"perimeter_to_area_ratio":0.5974},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":235,"width":151,"height":178},"scaled_width":27,"scaled_height":31.83,"actual_filled_area":261.92,"bounding_box_area":859,"exact_perimeter":158.79,"approximate_perimeter":140.21,"convex_hull_perimeter":95.1,"perimeter_pixels":888.021428024811,"original_contour_points":382,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.18,"compactness":0.1305,"perimeter_to_area_ratio":0.6063},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":477,"y":2,"width":128,"height":172},"scaled_width":22.89,"scaled_height":30.76,"actual_filled_area":298.72,"bounding_box_area":704,"exact_perimeter":175.96,"approximate_perimeter":166.05,"convex_hull_perimeter":105.66,"perimeter_pixels":984.0416305603428,"original_contour_points":29,"a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","detection_approach":"prominent_color_detection"},{"index":9,"position":{"x":168,"y":2,"width":108,"height":172},"scaled_width":19.31,"scaled_height":30.76,"actual_filled_area":171.54,"bounding_box_area":593,"exact_perimeter":99.45,"approximate_perimeter":98.71,"convex_hull_perimeter":88.06,"perimeter_pixels":556.1421356237311,"original_contour_points":16,"approximation_points":6,"shape_analysis":{"aspect_ratio":1.59,"compactness":0.218,"perimeter_to_area_ratio":0.5797},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":10,"position":{"x":8,"y":2,"width":130,"height":172},"scaled_width":23.25,"scaled_height":30.76,"actual_filled_area":634.04,"bounding_box_area":715,"exact_perimeter":105.35,"approximate_perimeter":100.91,"convex_hull_perimeter":98.79,"perimeter_pixels":589.178715550191,"original_contour_points":126,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.32,"compactness":0.7179,"perimeter_to_area_ratio":0.1662},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-07 13:04:34"} 
[2026-04-07 13:04:34] local.INFO: Nested area calculated {"data":{"nestedArea":8518.147},"timestamp":"2026-04-07 13:04:34"} 
[2026-04-07 13:04:34] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"b0d081b4-87cc-4b1c-9fda-041a05fe25d8","height":30.76,"width":28.61,"perimeter":118.28,"area":347.74,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKQAAACwCAYAAACB8sXMAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1deXCU5f3/vPfuhpwEglwKKiBIqVAErYgH1oNT5KgyKF5DtU6dXlPb2mk7deY30462aq0titQqiCBEFBVBrBwCFVRA7iMIAkkEEnLvvvu+7/f3BzwPz7vZTXazb5LdZD8zzyTZvO+77/F9v/cBZJBBCkFq7xNIFRARAUB1dTWysrKgKAoaGhqg6zokqenbJMtyk/8PBoPw+XyoqalBdnY2pOYO2ImhtvcJpBL++Mc/4sMPP0RJSQlyc3PhOA4cx8F5Wo0J27ab/L8kSaitrUVBQQEWLlzo5Sln0FFx7NgxysvLo6ysLAJAqqoSgLiWJElNLkVR+Lb/+te/qKKiomkKz6Bzg4jo6aefJgAkyzIBcBGRF0vTNFIUha699loqLS3NEGQMNK38dBKUlZVh7dq1AABVVaGqKhfDquqNVhMOh2HbNvbu3YuNGzdynTWDDFwgIlq6dClpmsY5o8gdveKUjPMCoLvvvpsyBJlBVNi2TbNmzSIA5Pf7XYSo67pnIpvppoZhUPfu3engwYMUDoczRJmBG3v37qVevXoRANJ1nSRJ4jpfIoZNc4sRdyAQIAD0m9/8JsMlM3DDsix65plnSJIkLrJ9Pp+LkLwQ2YywGbEDoEsuuYROnDiRIcgMLqCyspJGjx7t0vEYYTLiEXW/li7GHdlPdsyXXnopwyUzOIeamhr65ptvXBxMFNF+v58Mw/BEXDPiliSJ66maptHEiROpoaEhQ5AZAOFwmObOnUuyLJMsy9yJDY90xliL6ZCyLJPf76ctW7ZkuKSATuuHrKurw6pVq+A4Tpt8n6IoAM75IxkaGhqwatWqNvn+DFIYjuPQ2rVrudHS2hxSNJpwnjsyY2no0KF05syZDIc8j07JISVJwquvvgpJkprN5PEKIifWNI0nbOzevRvLly/PRG46K4iItm7dSrm5uZxrtTaHFC110eHOXEwjRoygqqqqDEF2RhAR/eQnP3G5dVqbIEVfpmjJ67pOqqqSoii0fv16sm07Q5SdDZWVldS/f39u7fr9/jazsmVZbuQkZzrsI488QrW1tRmC7EyoqqqivXv3NuJabUWQmqZxNYHFtnGeOHNzc+nQoUOdniA7lVGj6zr+8Y9/QNM0/pkkSa6M8FhGTiAQ4MeQZdmVlqYoSqNSB0mS+D4M4XAY4XAYkiShvr6eG1VEhJqaGnz88ccZ46YzoaKigi699FIuqhmXjMzwRgRnU1XVFW2RJIkMw6A777zTxeXYT2bExAo7Rn4fUx9uvfXWTOSms4CIaOHChY0IQ9O0ZgmShRDFdLS+ffvSu+++6zKM2DFFwyUaUUZ+Hzu+3++n4uLiTOSmM8A0TRo7diwZhsH1OF3XXfpjLIJkRCXmS06fPp3OnDlDvXr14sZKtHS1aDmV0b6PndOUKVPIsqwMQXZkhMNh2rhxIwUCAW5MKIpCOTk5cYlsthjB+f1++ve//02O49B9993H/y+mrjF1QIzQIA6CLCgooOPHj2cIsiODiHhWuKIoMX2QTRGkaJUPGjSISkpKyHEcWrlyJWVnZ7s4LtA4rxLNECQ7BgD6+9//nhHbHRmVlZWcG8qyTF26dOEP3+/3xy2y2f/uueceMk2TLMuiiooKGjNmjEsnhaB3RlvRvs/v9/N9r7rqqk7rAurwbh/HcWjXrl2ora2FrutwHIdn3AQCATQ0NDR7DMasDMOALMu44ooroCgKHMdBfn4+RowYgUAgACLi27LviKdqkZ0HESEnJwdffvkl1q5dC8dxOh1RdniClCQJL730ErKzs2GaJnRdRygUAoCYHSlkWW60FEVBMBiEpmkYOnQoampqoGka6urqcNttt6G+vh7Z2dmu8llJkmBZVqPjM8JlKxgMAgAsy+KE/P7777dZ4kcGbYhDhw5R9+7dubgUIyTMAo7WbYLpl7Isu8oaNE2jXbt2EUMoFKLS0lJugTNdk+mq8dbkiCUUhmFQUVER7dq1q9P5JTs0h6yvr6cPP/wQ3377LQBwLsfAOKQoaiP/B4BzOVVV0atXL/Tr1w/AuZ4+mqahR48euOaaawBciPTYth31uNEgckLWT6i8vByLFy+GrusJX3cGKYozZ87QDTfcQD6fjwKBQKMGAPE4rcUkCFVV6cc//jEREVmWRXV1dfz3+fPnkyRJLq4bL3eMTN7FeRfTgAEDKBgMdioO2WFBRPTuu+/ysJxIHIZhNFtzLRKkqqrcjbN+/XpOhOFwmIiI6urqqLKyknr06MGta9bLp6nvYCvadswTsGrVqowLqCOAiGj27NmNHrYYa0YMYkAEUWqaRrIsk2EYVF1dzQmRiMi2bXIch4iIrr/+es5J4zm+uEQumZ+fz3+fMmUKhUKhDEGmO0pLS6lv37485SsWx4oWSYlcTGyPHDmSwuEwWZZFjuOQZVlkmiYnzj//+c+NuG8iXFL0SbLPAoFAp4pvd0ijhohozZo1OHnyJMLhMHeniI1FdV2HruuuKsCmoOs6Ro8eDSKCoiiwbRuO4/BUtoaGBkyaNIl1yAVwwfXTHDRNg23b3L3U0NCAvLw8AEB9fT2WLl0a93lmkIIwTZNuvvlml/GSSAJutGycbt260YoVK7iIZmKacUyGJ554gn+v6C6KJ1Ye6/v79evXadw/HY5DEhFt3LgRO3fuBABP6q4ty8LFF1+M4cOHQ5ZlF9dTVZVHbQDg+uuvZ+eBcDgMn8+X9PefPn0ar7zySiZ5Nx1BRDR37lzuQvGCQwKghx9+2OUMZxzStm3+GRFRZWUl9e3bl+uOgUAgaQ4JgIYNG9Yp9MgOxyHLysqwatUqBAIBOI7T7ISEeDF27FgA52LUjuPwsCCjEfY9eXl5GD9+PO9UUV9f78n379mzB/v37+/w8e0ORZDnfY84evQoNza8ENn5+fkYM2YMTNMEEXExbNs2JzyWREFEuPfee+E4jmdRFkVRYFkWFi5cmIlvpxOIiG699VZe64zzbp1kRfYtt9xCRETBYJCLbcdxqL6+nv/NfJPMwOnRo4fLnZOsyAZAl156KZWUlGQ4ZLrg8OHD+Oyzz6DrOudeXnDI2bNnAziXfsZEtGVZLq4IgLtuAGDixImeqQsMhw8fxuuvv45MQ4E0gG3bvIhLVVWSZdnVIDQZDhkMBrkDXOSKIkcUDZyGhgZau3YtFRYWeuL2EQvHrrzyykxDgXTA2bNnafDgwZwYgegFVk2tyEgJABo1apQrPBgLjGAdx6FgMEjBYJCmT5/OS2hZEVis1tFNLfZCKYpChmHQW2+91WF7AXUIkW2aJq1btw7Hjh2DZVkuMc2MjnjACvtN0+SfjRs3Lq59RfHMmgZce+21sCyLNwOwLItHixJRJWRZBhFBlmWEQiEsW7YMOTk5ce+fQRvDtm16/PHHXRwFguhDnJxIrIPRNI26du1K//vf/5rlkCxyw0Q2M3L27dvHJzuIUZtYqW+xFtuXce6CgoIOO56uQ3DIkydPYvPmzVBVlUdSGFeJx5fM9gmFQtylI8syRo8ejSFDhjS7PxFBkqRGXG/gwIG45ZZb+P+BC8m4zJcZD8LhMAzD4Mevrq7GggULMpGbVAQR0XPPPcf1MzHBFXFyIHF6V1ZWFt93/vz53FhpjkMSXYjW2LbNjZ3ly5e7OLfIGRM5R8a9GbcdMmRIp4lvpxWIiMaOHdvIiGmuv464mFhnBKJpGvl8Pvrmm2/iIkgGRpCmaZJt2xQMBqm+vp4GDBgQ9VziSX2LXOKIkUWLFlFH45JpL7J37tyJ7du3A7ggDmVZTshooIjwXzgcxvTp09GzZ8+4j0NE3C/JKhVt24bf78ftt98OoLGYjlaRGA3icdn5OI6D1157DVVVVXEdI12Q1gR56tQpeuedd1BVVQW/38+tY9GyTsQ5bZom/H4/AODee++FbdvNDmdnYHFzMZzIHPRjx47lYUSWI6koSlz6LXCBcFn8XFVVWJaFjRs34sCBAx0+vp02YM2evAjNMfGZl5dHALjlbFlW3CKb6ZPiIiIqKyujW2+9lVvJkdZ8c+cfmXXO6oR8Ph/NmTOnQ4nttOWQRER79uxBaWlp0scSM8erqqowY8YMSJIE0zQT8mPGQlFRESZOnMi7ZIRCIZ5HGW8muKIoXHQzsR0MBrFt27a4um+kC9KWIE3TxNtvv+1JrJoxGMMwoCgKHn74YQDeZAox/OAHP4CiKDwLKRGmFqk6iGrBgQMH8NFHH2VcQO2JhoYG2rt3L/Xt2zdmHXVTK9r2rG/k8OHD6ezZs0R0IYMnWZFdX19PwWCQxo8fT4ZhuEKTPp8v4fMH3OOTx48fT6ZpdgiCTEsO6fP5sHjxYhw7dswTkQqcMxjC4TAv1AIuhOyShc/ng2EY+NGPfsT7CjGIYcpYEPMqxRF1zGJfu3YtNm3alOGS7QXLsqhfv348QSFZDsmMDFVVaevWra5QIFvJcEiGmpoa3gBAVVWXszve8zcMo5HzX5IkeuSRRzqEcZN2HJKIaN26dThy5IhnGdnsOd511108VMhyG73K0A6Hw8jKysLUqVMBXPBVxgt2HpZl8f0Yt9Q0DatXr+aFbemMtCNIlu0CnIvpeiGyWZu+WbNmwe/384ZPXoI5tR966CEEAgGYppmQddylSxcAbgOHvUimaeLIkSNYsWJFRmy3Nc6ePUuBQIB3xI23RECMVyuKwsU9S+TNycnhIlYUtWIGT0vBxD7rdHH77bc32Qow2vmjCZWDXUdHqExMKw7pOA598sknaGho4Nwx3kiKbduujhKsLR/zN95+++2cK4ocyAuRLYpYTdMwbdo0mKbJO1V4hcOHD2Pbtm1pzSXTiiBDoRDefPPNRrHneMH2Y0TGEmk1TcPs2bMbJc8mkiLWHNi5EhGmTp2K3NzcqClrLYF0fiJYbW0tXn/99aSPl0EcqKuroy+++ILXqSQisiOzbJh1y7rpjhw5kiorK3kZAsva8Qpit7Tq6moiIrrnnnuaFMFNrVjb67pOF198MX399dcZDtnaCAQCWLp0KU6fPu0S1fGI7EguJIbeAGDKlCnIy8vjURQpoqNtshDFMvMMzJkzJ+njRoKIcPTo0cxA+LYAEdGgQYNcyQWiHy4RDiMmxvbs2ZN27Njhao0iGjINDQ2ecEkxade2baqpqYmaGNISDhk59vi6666jurq6tCTItOCQREQrV67E4cOHXdxGVdW4xm6I0HWdF14BwPjx4zFw4EAQEfc9sjQyIHE9NRoidVFJktClSxdMmjQJhmEkfXwAnLsbhoGdO3di2bJlmbS01oJpmjRlyhTOBUSdMJ5mTmJmtujuCQQCtGzZMs7Fampq+O9iI9JkIR6L1XXbtk2rV6+mwsJCz9LnxKm1N910E9XX12cIsjVQVlbGq/UAd01zUxOzoq3IHuChUCih0GBLIKoArLzBNE0yTZOmTp3KXxj2womlGIlUTYolGJqm0bFjx9KOIFNeZBMRrVq1ylUiIOYQxlsGwBAKheD3+3mZgjjMvbUgy7JrtAhTCzRNw3XXXcfVAybWxYQLitM2YdnkwIVB8cXFxRnjxmtUVVXRuHHjXOIZCXKOyG3z8vJI13XasGEDT6JoTQ5J5G5URXTBFbRr1y4qKiri5xk5VzHe62T7idnlV111FZ09ezZDkF7hPHfkIlrMAYwsKY1nsX0URaFx48YREbWJyGbfQ3ShFxDTK8PhMD344IOcmMR+RIlcW+Q4ZPZ3uo0VSXmRvWLFCgSDQZ6vyO4tJRDWY5aydL6BgG3bmDFjBj9OW4CpG0yssvIFVVXxwAMP8BIFKaKhQLyQhAYEIpYtW9Zm19jhUV1dTQMGDHAlRoiWZbwtSSKbTuXm5tLBgwf5iOHW5pBihzQxCsTEdm1tLQ0ZMqQRxxNHhTS3xCZb4me9e/emzz//PG24ZMpySCKiZcuW4ciRIy6/oHhfKc5WKRQRw542bRr69OkDx3E8TW6IBfa9tm27/KaqqoKIoGkapk+f7tqHcbp4OKUkSfz+RJYAHz9+HPPmzYs7CSWDGKirq6OJEye63vjITg+J6lm6rpMsy7Ry5cpGKWatrUMSuaM+TIdkLqF9+/ZRQUFBwm6syPtgGIZLggDnxtSVlpamBYdMWWzatMmzEgVGiACoqKiItzgRQ3ltQZAixDIHNjdx/Pjx/BpYqUOi1x8tFOn3+2n+/Plp0QsoJUU2EdGmTZtcIb5kwHpGqqqKO+64A4qiwO/3J+zDbC0wg2b8+PFcpNfV1QGAJ6HFUCiERYsWeTIzp1OioqKCN5CKp7ND5IrGJRRFoezsbFq3bp2LG7LISXtySHYex44do8svv9x1LYmWyUa7drbPt99+m+GQicJxHFq/fj22bdsGIL70subAMrMvueQSfP/734ckSZwDeV0701LYto0+ffpgwoQJAC5wxsiy2WQwb968lI/cpBxBSpKEZcuWeU4wrEyBWaFi1ngqgInT2bNnQ9d17pP0QmUhIvj9frzyyiv45ptvkj5ep8L+/fupd+/ernHCXojsbt268fbMzLJl2T2pILKJzg2CJyIaOHCgyzPghchmEa7nn3+eUplLphSHNE2TlixZgpMnT3pWYMVw1113YfDgwa5Eh1Thjux8xBk3Xk4iE/24ixcvxunTp5M+ZmshpQjScRx88MEHcByn0TSFZKAoCmbOnMnFtW3bqKurg67rKdM5zHEc+Hw+OI6DSZMmobCw0OXwTgaiQ37Lli04cuQIMrmSceCrr75q0YwZsSSBFW6J4j4/P58sy2qU2JAqEM+HFYHdcccd3OkdGQBoSWIJu0eGYdDEiRPJsqyUJMiU4ZChUIiKi4s5V6Tzc1nigchFWK6kbdsIBAIgIkyePNnVsVYsSU0FK5uJ51AohOzsbDiOg2nTpgFA1C4a7DOWLBIPLMuCpmkIhULYvHlzykiGlEVJSQldccUVMUNiza1os2m6dOlCuq7TJ598wjmRaEhYltXmxkxTYDmTpmnSmTNneFFbLGNGzKJvajFpI4Ze33zzTSJKXeOmXWFZFs2bN48TlniT47nh4naiRQmArr/+egqFQtwBHllVmAoQz4m9NEREv//97/m1xcr+SaTKkr20fr+fbrjhBiovL085gkwJkS3LMoqLi3knBzFcFq+lTYI4FveZNm0adF1HKBTi/0sFMS1CnCLLwqWmafKcTdu24ThOVM8DxcHkWKN8UTX47LPPsHHjxpR3lLc5HMehffv2UX5+Ps90CQQCCSvtYoYL4wiXXXYZ7d+/n2zb5tV+juPwPMRwOJwSIlvkjgxMfPfv37/J641nsXvJwrDs9ylTphBRahFkSnDIl19+GZWVlfxtZxniiYDOF4HZts05yaRJk9CvXz8+L4ZtJ86j8dLX2VJEM0zYed1zzz3w+XyN8jYTieKwa7csyyV91q5diy+++CKl6rdTgiAXLFjARammaXAcJ2rCaXMQG8orioIbbrgBmqa5xKEoHlNJdAeDQWiaxtu7sHKN6dOnIycnB36/v8UvT11dHe+8JpaD1NTUoLi42MvLSG8Eg0HasWNHwgPWm1pMZOfm5tKpU6cSbsncHogMIUa2lH700UddBgm71lgtoZsKNYpGoq7r1L1795SqTGxXDmnbNhYtWpT0cRRFQVZWlqvt8dy5c1FYWOhJK5TWBhO/FKMkY9y4cfzaWGEYcC5hJJ5WMmLhmNhK2rIsNDQ0YOPGjQgGgylDlO0Cx3Hoyy+/pD59+njCIUUjSNM02r59O+8QkeockiFao33HcaisrMyVJyl27oiWLxq5RB+tWEqM8xzzoYceolAolBIE2W7sIxgM4u233/YsHcpxHK68jxs3DoMHD0Y4HG6TzhRegiK4pCRJyMnJwbRp0/i1MD0TQFyTwBiHpCiRKdu2sXbtWpSUlKC6urrdibLdCNJxHKxYscKTqr/IiQbTp0+Hoigpk82TLBRFwaxZs3gbFuCcAdeSl435NEUD6ciRI1i0aBF/oTsdwuEw7dy5k89c8dKo6d69O+3evZtX+LVVZwovEEtkMwwZMoQbJaKK0pzIjhV2FKNi/fr1Swmx3S4cUpIkvPrqqzBN0xPXCxtkCQA//OEP0b9/f56BnWj/yPYGM3CiGTlz5szh19WSeeDRvgc4d4+OHDmCJUuWpJRPss0QCoWooKDA1ccmGQ4pcosNGzYQ0bnoB+OSqc4hm3P72LZN4XCYqqqq6KKLLuLGCUuuiIc7sm3Z9kwyse67kiTRd7/7XSJq38hNm7MP27apuLgYFRUVyM/Ph2majZT45u5JpIOY/d21a1eMHDkSdXV1yMrKgs/nQ21tLbKysgDEF/dtT0SeX6S7RlVVDBs2DBUVFfy+RbumWJ+JaXriNozb7tixA+vXr/fkWlqKNhfZlmVh8eLFAIDKykpPRKqiKCgoKOAtkg3DQDgchm3bfAJWOoMVvAUCAcyePZtXIhqG4alKQkT45JNP2jXhok05pGVZtGvXLrz33ntQVRWWZSU0/CgWTNPkHPfw4cPo1q0biAgVFRW8LCCdkZeXh1OnTsGyLFf3N8dxPIvHM8m0fPly3HfffUkfLy1ARPSHP/yBh60Qw0pEMzpj5Pa9e/duFFYTs3+aO166LL/fz9vCyLJM2dnZLbp/se4p+/3FF19sd12yTRAMBmn48OG8b41XvXvY52JGNCPEaGWk6baAc3Frdk09evSI6360dN14440dnyCJiN577z3y+/08KYD1d/SCIAOBAE+s8OKhpNLSdT0qp/f7/XFNoUhkaZpGgUCANmzYkBbNqVoMy7LozjvvJMDtpmEElAxBRqb2sykE7HtEF0c6LnZdsixTbm4ufwFbOjgq2v0E3A1gZ86cSakQSmw1lJaW8t6FTNdr6Q2N3J6JavawRG4S2VMyHReTIqLezZpQtUTCRC72HNhPpkq1R81Nm7h9iIjeeusthEIhXpwvdpBg/rRYfrUox3MtlmBQVVUFIHpZbDqD1dOI40KCwSC3tBO9f5FgzyFyGu6iRYvQ1mK7TQiyvLwcq1evBnChm1ciLYszaF2wsgY6316a4f3330dFRUV7nVbrYfPmzXycMODuNJFZ7b8iVQH2t2EY9PHHH1NbJu+2OockIvrvf/+L6urqRmliGaQGWOa5LMsIBoMwTRM+nw+hUAjvvPOOZwNCUwJHjx6loUOHNnorO5prJt2XrusuA5D93qtXLzpw4ECb+SVblV0REX344Yf46quveNoU0xkVRWlU1J9B+0CWZZimyQ1AlgtgGAZOnDiBl19+GTU1Ne18lh4gHA7TmDFjuG6iqqrLxZDhkqmxIp8Dc7YbhkGaplGfPn3owIEDbcIhWxWVlZUEXCjXFB29YpQGKfBQOvtSFCWqz5b5JD/99NM2MW5aTWTX1NTQ0qVLeZ8aKSIDWuxXEwlJyJqWJImnWBmGwetkZFnmynbk9pEr3RHPdeTm5vLfNU3j90nsVd7UcWzb5iJb3Ja56Z5++mmeBteaaLX0M8uysHDhQk9aM7PusqzajhU41dfXQ9O0ZtPX0t2yZy+teB/FF1lVVR4UAMA7f7Ck3mTT+/x+Pz766COUl5cndZx40CoE6TgOrVu3DuvWrfPqePx3WZb5gHIAyMrKwtmzZz35nnRFOBzmVZa2bfNeRo7jtKhPUiQkSUJ1dTXWrFkDIiIp3cQOEdH9998fM/ULcSjZ4mLpakzRZtux9s3tnfzQ2kvsD8lWZPIFc2YznY/9negUh2j3n302fPjwlG0F3SQOHz5MhYWFVFhYGPMCm1rRsnmAC1lC7GdBQUG7GwOpsMSBm7quUyAQcL20XhAkS1x54403WtUn6TnrJSL6v//7Pzz55JNQVZUbNBHbNH1SUbZnJQ85OTkYMWIETpw4gUAgAMuy0l5HTASxCriYKrNv3z4+BsTv96OhoSHp+69pGk/sGDFiBLZt24bWEtue65D19fVYsmQJDMPwrLE6I0a/349f/vKXePzxx/nNjqfhUrqpPJForrIwKysLsizj0KFDmD9/Pv7yl78ASKyVYVNgxzEMA59//jm2bNkCx3FIluXUvrGWZdGePXsIuJBA4cXwTJwXS2PGjKHjx4+nnw7TRiAiKi8vp9zcXK7m+P1+T+6/qJv+/Oc/p3A4nPrPgYjod7/7Hb8Aplg3d0PEz5iDlinsorN23rx5Hb/WI0kQEY0ePbpZAkt0iVn5Xbt2pSNHjqT+cygrK6Phw4cT4DZAEiHIyP+LRLl3797UvwntDCKil156iWRZjpshNLciM/AlSaJnnnkmtZkDEdGiRYtc7B3Cm9XcDYmsH2FLks6N+bj22mtT+wakECorK2nYsGExO+wiQYIU92EWfMpXJhJdGIfGknEZZ4vnhkiS5CJI5m9jf//nP/9J7RuQQrBtm/761796KrJxXn9kz6hXr160adMmSsnmVKFQiLZu3coJkXHIlr6hTEyLCnVFRUXqXXgKo6ysjAzDaFFVZ+RixxAln6qqNGvWrNRkEkREP/3pT3lEJbJ0s7kbEimqI/8eN25cal54CoOI6JprrmlRpCZyMY8Jk1hM8uXk5HheKuuJR7mhoQFr1qzh/qpYSQCxIG4vDslUVRUFBQWYOXOmF6fZqUBEuP/++z0pPxCrEnVd5x14q6ursXz5cqRCo1MO27Zp27ZtLnbOdA2xH2G8Vraop+Tk5NCgQYPo0KFDqXPBaYTq6mrq2bOnJzokq6Vn3JF1Px41alSbFoE1CyKiu+++m4trseFTvDOvIxMEdF3nx3nyySdTU3FOAzQ0NNCcOXNcemCspgCJrEgCnz9/fuqoVHv27OHdxyAYMoggznhWJAEbhkErV67MEGQLQUS0dOlS/hwiAxCRn8W7Igly6tSpqdEHiIjoueeecym/YmQlXg4J4ULFv0eOHEmnT59u/wtNY1RXV9Mtt9zieh6xfL7xrkiCLCws9KzmJimjJhQKYdWqVVBVFT6fz9XWRFEUV+uPpmu3ym8AAAjUSURBVMCMIZZdztLvJ0yYgK5duyZzip0e2dnZeOihhwBcGAAgjgXxIlPqzJkzeOedd9p31DER0QcffECFhYWNOCMSFAWiA5zpOfn5+bR9+/YMd/QAdXV1rm5pQGNXTiIrmpE0cOBAqqura1+CfPDBBxsRYGTEJd7uY5GRmTFjxqSOopzmICIaO3YsF9fwWIdkz3jz5s1JP7MW8+vKykqsW7fOxfp1XYeqqi7fI/NhNXsissz38/l8mDx5cktPLYMIOI6DRx99FIFAAAB4Ai8ATyZTMJVrwYIFqKysTPp4CYOIaMuWLa6wFCLeIk3TEjJqxLh37969aceOHRnu6CGIiHr37u3KAorVmbe5FU1kMwn36aefkm3bbfvsiIhuuukmrotEnmA8jvDI/4vd0R544IH21Uc6IEKhEP3pT3/iL3+k3p6M45wxE13X6e677277QrCTJ09SUVFRzAtKlCDFNxYArVy5MjX8Wh0Mn332GRUVFXFfMeOQXmUDAaDvfOc7dPDgwbZ7dkREr7/+epME1lKC9Pv9dPHFF1NtbW2GGFsBjuPQjBkzoqpJyRKkGG174YUXWmzcJGzU1NTUYNGiRfxvL0YAm6YJXddhmiZmzJjRsfoRphgmTJgA4Jzh6GW7a8dxuO952bJlnh23uS+l5cuXu2ameKFDyvKFIUCff/55Rn9sRZSUlFDv3r1dte7JckjGHdm++fn5tGfPntYP+RIRTZs2jROi6MvyQmQXFRWlVuZIB0QwGKTHHnuMW8YtqQqNXJIkuYwkwzDosccea30/8tGjR6lr166cGKO9XS0hSLbN3LlzM87wVobjOLRhwwbKzs6OOdoYLTRoxOlpF110UYuK8uLWIU3TpN27d+PMmTPQNI2PpPAiFkpEuOiii3DXXXclfawMmoYsy9I111yDQYMGuYIRXiAnJwfAOZugtLQUH3/8MVrNJ0lEdP3110d1FyBOX5WYBsXeJsMwyDCMTFVhGyIUCtFTTz3l4mhiIysIzy3e4Ea0IVhXX31163lMDh8+TF26dHGdYCJefpFwdV1vNBrk17/+dYYg2xCffvopFRUVNco1EMfLJbLEXAb2Wc+ePWnJkiVUU1Pj7XMlIl5Wmey4X1mWOTGyC+/SpQtt2bIlQ5BtCNu2aerUqTGTX1rabjtyv8mTJ3tvbZeXl9PVV1/t6tfDLiTebJ5IIgQu1GVMmTIlY123MYiIFi9ezN1uqqo2W/0Zz4rsW9mtWzdvn61pmvTqq6+Sruuu+dZMdMfLMcU668gLLi4uznDHdsDp06fp0ksv5c8i2rOMh0tG9u2UJIl7YiRJogULFngXCiYiuvnmmzmHY8VcSEJ8G4bBibtr167e6xgZxAUiol/84heuZ9MSHTIy2ZcRMWNaw4YN865b2tdff00+n4/3dGFtlMUTaG6JUR2cJ0j2BqVs94NOACKiL774ggoKClyRm0RHOrN9RasdEerc+++/n/xzNk2T/vnPf/IvYcQougfieZtE40X8PC8vj9544w1KqULzTgYioqFDh/KWzYB7OGoiUpDpjuw5ixxzwoQJZJpmcs+5urqaRo4c6YrIxHty4mLpToqiuFp7fO9736Pzw5UyaCc4jkNPP/00f1Yi04g38ha5om3fo0ePuCbLxgyzEBHt2rUL27dvT/qiQ6EQnycTDod5deHEiRO5dz+D9oEsy9Jtt92GQYMGQdM01NbWQtd1GIbR4oHw0VBZWYl333235ZlcoVCIB+GT5ZCIePOYSNi6dWuGO6YAiIieeOKJRro++z1ZDsl0yssuu6zl6tnBgwepR48elJOT4wlBii4Bn89HV1xxBVVVVWUIMgUQDodpy5YtURmHFyJbtMLXrl2buHFj2za9+OKLUdsyN3cyzS1mrf/tb3/LtEhJIVRVVVH//v1dvX9YjqoXOiT7OXPmzMQJkojoxhtvpG7dunlGkIxtM0v91KlTGWJMIZimSc8++6yLqMRASDIEyRibqqrk9/uppKQk/mdPRLR7927y+/1UUFDATflkCFKMXxuGQcOHD8/4HlMQp0+fpoKCAs48VFX1ZDQde/bsuE899VTMqoBGVrZpmnjttdfQ0NCAiooKT6wsXddhWRYURYHjOJg8ebJnQ5Uy8A65ubkoKipCdnY2APcEr2QgNjyVJAlLly5FaWlpfDufPHmSunbtyuuk2Ry9ZHUIZsENGDCAysvLM9wxBWHbtquiVBxumoyEFJ3rLInjhRdeaD6cGAwGac2aNa7yyJYUAUVuzxzjmqbRnXfemYnMpDAOHDhAQ4cOdemPXrn9RMIcPHhw1IYCLpEdCoVQXFzMyyMDgYBrVnVLIfb3mTBhgielsxm0Di6//HLMnDkTwWAQgHfzEtkcb+CcKrBnzx6UlJQ03cLv4MGD1KdPn0Zi1guRrWkaXXLJJRlxnQbYv38/N0K84JDiuGQ2NtDv99Nvf/vb2MYtEdHzzz/PdxRLFbwgSAD0q1/9KmNdpwHYSBF4JLKZCijLsmuWUVFREZWVlcUmyFGjRkUdlu6VDnngwIH0mCLayUFE9Nprr7k4mleBEXHYPABavHhxYyblOA599NFHjTYWw33J+qGGDh2a4Y5phFOnTlGvXr08I0jRoGEiPBAI0Pjx411qnAycG1y0ZMkSAAARoUuXLgDgiUEDnDNqbrrpJk98Whm0DXJycnD11VfH3XC2OciyDFmWoWka6uvrAZwzdFavXo2dO3fi7NmzF5jViRMnOHsWMz3EER9NrWgBeHH5fD5at25dhkOmESzLovfeey9qq5VEJSarDhCXWAw2atQoThsqABw/fhyFhYWorKyEbdvIysqCpmlwHAe2bTebw9bcW/T444/jyiuvhCQJM+QySGmoqiqdPHmSfvazn+HZZ59tctvmXEPR6EPkTbZtc64pnf8nlZeXo3v37ggGg1BVFbW1tbAsCwUFBc2KWjZuIha+/fZb9OrVK0OQaQYiorKyMhQUFDS5HfMvxkI0ghUJMhwOIxAIQFGUDH1kkFr4f8fvtBFAlHJSAAAAAElFTkSuQmCC"},{"id":"962593f6-7e6a-4ebf-8e9e-35bece5ff265","height":30.76,"width":28.61,"perimeter":118.18,"area":347.85,"image":"data:image/png;base64,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"},{"id":"ebc550de-af2c-464f-8d1a-38c7b33a28cf","height":31.83,"width":27.18,"perimeter":159.51,"area":261.82,"image":"data:image/png;base64,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"},{"id":"b2e761d5-c96e-4843-9589-8c8d5e1856ec","height":31.83,"width":24.5,"perimeter":180.24,"area":301.73,"image":"data:image/png;base64,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"},{"id":"322708cb-ca9e-4ef2-81fa-9791a439a497","height":31.83,"width":27,"perimeter":158.79,"area":261.92,"image":"data:image/png;base64,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"},{"id":"cfa531de-9853-4e90-83b1-0c2a21eef1e5","height":30.76,"width":22.89,"perimeter":175.96,"area":298.72,"image":"data:image/png;base64,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"},{"id":"1d6da270-7483-42c1-8538-8d40644bcb23","height":30.76,"width":23.25,"perimeter":105.35,"area":634.04,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-07 13:04:34"} 
[2026-04-07 13:04:34] local.INFO: Number of letters detected {"data":{"noOfLetters":11},"timestamp":"2026-04-07 13:04:34"} 
[2026-04-07 13:04:34] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1548.27,"perimeter_in_feet":129.02},"timestamp":"2026-04-07 13:04:34"} 
[2026-04-07 13:04:34] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[303.82,700.31,347.74,347.85,261.82,301.73,261.92,298.72,272.66,171.54,634.04],"actualFilledAreaSum":3902.1499999999996},"timestamp":"2026-04-07 13:04:34"} 
[2026-04-07 13:04:34] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":27.1},"timestamp":"2026-04-07 13:04:34"} 
[2026-04-07 13:04:34] local.INFO: Average character height calculated {"data":{"avgCharHeight":31.099999999999998},"timestamp":"2026-04-07 13:04:34"} 
[2026-04-07 13:04:34] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":1139.0,"originalHeight":415.0,"ratio":2.744578313253012},"timestamp":"2026-04-07 13:04:34"} 
[2026-04-07 13:04:34] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"203.67","otherDimensionOfSign":74.21},"timestamp":"2026-04-07 13:04:34"} 
[2026-04-07 13:04:35] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"19552\" height=\"7123.863037752414\" viewBox=\"0 0 1139 415\">
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+PyWJ8JoqC032CSnenTZvGHxND2ygml8uho6Mjr1f2YGu1CwWnqipUVYUkSRg/fnx3I3h/3rKgHGlra8trYQxg0B1JvMMgtUZ2XReO46C2tpafTwxto5izZ8/Ctu08q+Ldo3YwUPyJFg/IsoxJkyaJbiRXAydPnuQ7JAHds7Bi1/7ndfb3PEdRFNTW1uL666+HoigSIIQ0qjl//jx3sCVJ4nmxoXT99/pWoVAIY8eOxZQpU/hjQkgVDvkvqVQKQJdIqGH7wYMH+XHhcJjvsVbMXm1eqO7I67SPGzcO1113Xfcxw/oUghGHpueFuzwmEgm8//77vPDMuyCy2KK2wu63dD+Xy2Hy5Ml5bZaFkEYJlIWn1a+JRAKnTp0C0G2liGLzbhTBJuGRsBzHwaxZs/KGOyGkUUBvgcZPPvkEjDGoqtrDuR5M679C60VW6IYbboCu6/wkQkijABKSbdv8iz927BjfcsvrcAP5JbIDURg6oJxdfX193nEijlTBkAUiK0ER587OTnzwwQcAupuRSpIEXddhWVZe36SBoOHMa+3q6+t5t1xCWKQKhr7cwq1GP/30Uxw9erSHL0T9I4sd1qg3t/d4TdPQ0NDAm5wSwiJVMN5ZE23KZ5omPvzwQ/znP//he9rS/9u2DUVRoOt6j9RJf3iDmrquY8aMGaiqqso7RgipgqHsvGVZUBQFmqZB0zS89tprvL9jb1ap2N5IXp8qGAzCNE2k02msXr26x55vYmirYLxTc+8atsOHD3PfaDh4d9Y2TROMMcTjccycOTNvxgYIi1TxyLKcVzOUyWTydnYcDoX1SJIkYfLkyT0cbUBYpIrGO/MyTROqqqKpqSlvUaRfr6FpGhRFwdy5c3s9TgipgiFfJ5fL8f1sd+zY4dv5vWEFx3EQCoVwzz339H6sb68quOJQI1DHcaAoCpqbm7F3717+93AhH0lVVbiui8mTJ2Pp0qWQeokfCB+pwvGudv3b3/6Gjo4OAP4thPTO8pYsWdIjok0Ii1ThUGT70qVL+Otf/4pQKARgaO2PCyFL5Lou4vE4br311j43VhYWqQLoby8RVVXR2dmJ48eP4+9//ztP0va2IfJAFqq3/kdAVxAyHo/jtttu63VYA4RFqmhkWUZ7ezui0SheeOEF5HI5mKbJE6vDhYKOwWAQd9xxR5/DGiCEVPFomoZsNovGxkYA3V++HxvXUMe3jo4OrFq1Crqu93msEFIFk8vlEIlE8Nvf/hYdHR15xf2FKYyhQufsb1gDhJAqHsMwsG3bNgDIS5f4gaIoMAwD9913H28W0RdCSBVMIBDA/v378fHHHyObzfIZnG3bvvhIVHayYcOGAasFhJAqmPfeew+/+93vuGi8xfp+9UO69957sXDhQgSDwX6LmISQKpjGxkbs27ePD2k09VcUxZfsv6Zp+NrXvlbUuYSQygCqdKQbBQGB7kJ9yr7T/ebmZmzduhXRaJQfY9s2LMvK20nbeyuErBdFxsPhMK+KVBQFNTU1WLhwIaqqqgYsqRRCKnNUVUUqlYKiKMhkMrBtG6qq4vHHH0cqlUImk8mrYCQGsySbKgfo/LSh8qpVq/J26e4PIaQyxnVdZLNZxGIxZLNZ6LoOVVWxe/du/OUvf4FhGL32LQKKE5K31oi6udHjjuNgzZo1iEQiRb1XIaQyhhKyuVyOZ+FbWlrw5JNPQtf1vEL+oXQYsW2bi8m7iXI2m8XnPvc5zJ07t9/YkRchpDKGvkMa2lzXxbPPPovTp0/n9YIkf2go0WxagUIhA7JOTzzxxKDOI4RUxtCmxrT0Z8eOHdi2bRsikQgsy+ILIguHMRJXMRT2iQSAWbNm4etf/3rR1ggQ2f+yhgrUTNNEU1MTNmzYAABIp9PQdX3YU/zCigDTNDF27FisWbOGl6MUi7BIZYyu63AcBx9//DHWrl2LZDLJa6jpXxrevL7SYLrW0vMop7ZgwQI8+uijg7JGgBDSFaGvOJE37ZBOp/lya8uy8uqlb7/9djQ3NwPo9pvo/2nho7cFcm+1SLTahG50Hsuy+HRflmX85je/GZKvJYQ0ggQCAXR2dsJxHESjUaRSKcRiMTDGYJom2tvbsWrVKrS0tHCh0GLFYtfu94emaXxWKEkSvvGNb2DKlCkIBAKDngIKIY0ghmEgGo1ClmUYhsH39QgGg0gmk9i0aRNeeumlHv4QdV4bLpZlces3a9YsPPPMM0P2u4SzPYKEQiEeqfa6JMeOHcNjjz2GN998k0/JgS4LQsMYLckeLsFgEOl0Gps2bcK0adMG7RsRQkhlQjAYRCqVwj/+8Q+sWbMGmUwGkiTxpdJeqzTYHpB9UVVVhWQyifvvvx/333//kEUEiKFtREkmk1BVlQ9Vu3btwurVq9He3g7TNBEKhXgrP9M0uYNt27Yv1iiZTAIAtm7dOux1cEJII0hVVRUuXLiAgwcPYsaMGfj2t7/Nh7ixY8fypdfxeBwAeJrEL+LxOH784x/jmmuuGZY1AsTQNqI0NjZi586d2LlzJy9Oy2azCAaDSCQSCAQCsCwLiUQCQH4+zNt9ZKisWbMGmzdv9qW+e1hC8kZFe2ulS7swk7Po7W5hWdaAv65S7HropTBH5Y2vFLbVA7qbWVEQsHBpdGH3DrpPvg41TX/zzTfxy1/+Env27IHjOGCMwTAMfp5sNtujE62X3mJF9DqF0GegxY4kmltuuQVbtmyB4zg9WtQMhZJapGg0CtM0+apPx3FgWRZ0Xed9d/rDj10Oi3kNrxhIQN7eifS4JEl5Myx6HgUFqU8j0B0wpNiQrut4+eWXsWXLFrzzzjv8iy3lj4X8q1wuB8dxMG7cOLS2tsK2bezevRsAoKqqLxe5pEJyHAeGYfALT+IhZ7G/dVJA6YVErfBoZSpZh8KkZ2+rM2iDF2r3UihG13Vx5swZvPvuu3j99dfx6quv4sSJE5BlGeFwGJ2dnf0mVv0QmKqqyOVyGDt2LBKJBN9x+xe/+AVt2ufbBS6pkCzLQjweR1VVFf/FKooCVVXz8kMjhdcqFlobAHm+Aw2DXitFPwSaqgPA//73P7z11lv473//i8OHD+Po0aNobW2Fqqo8Ik1OdGEjdC9+CInOn0gkEI/H0dHRgW9+85tYv369ryICSiwk27ZRV1eHSCTC/SH6FRd2Sx1JCt8LLX2ORCI9rAb5SZIk4dChQ0gmkzh58iQOHTqEf/3rXzh16hRvB+Nd8mzbNvd9aFgrfH0/t1IHuoRUW1uL1tZWdHR04OGHH+Zr4Pym5LO2M2fOYMeOHVi4cCHi8Tiy2Sy3Rn50zBgu9CXS0GQYBtra2pBKpfg2VdlsFi0tLWhubsZnn32GZDIJ0zShKAo6Ojr4vrHeIjPyBUlANPyRP+UNMPq9hIhQVRWtra0IhUJYtmwZNm3ahEgk4rs1AkospLq6OrS0tOCZZ55BPB4HY4ybdcdxRnzW5rUA3pJTEri3ApFWb3iHI/KrvO+XrBWlMILBIBzH6bEXiHeH6lJ9VkVRYNs2lixZgt27d0PX9ZKICCixkFpaWriJ99bSUM7Ir/XpQ6WvoYSE490xsa/nFz6HZmIkOK8wyQfz7gVSyh9LLpfDgw8+iBdffJHeX8l8Cd+E1NfaKfoivMGzkRYQ0deXWGw9TuE+Hb3htVjea1CsgGRZ5rG4QuefXpesnyRJCAQCMAwDuq7jzjvvxK9//WsScEkdUhHZLmMoBkTDIjnk5NOZpolYLIZUKsVDGPTYrbfeij/84Q+orq4uuYgAkWsra7zWzBuddhyHJ3VTqRRCoRBPmziOg6VLl+KFF164YiIChJDKGhoKaU1/4SzXMAyEw2EYhoFIJALXdbF582b8+c9/Rl1d3RUTESCGtrKH/CMSEVUAkMhoFqzrOnbv3o2VK1deUQERQkhlTGHIgWaG3gRvbW0tZs+ejT/+8Y+YNGnSiIgIEEIqaxhjfLPjYDDInWlZlvmW6T/4wQ/w2GOPUZB3xFIFQkhlDM3EKFRAkfD6+np84QtfwI9+9CMsWLBgRAVECCH5SOH3WRi5Lqzfolpsb3d9b4mKbdvQNA2BQID7Qg0NDdiwYQPWrFlDUfQRFxEghFRSyLfRdb1HlFySJITDYaTTaX5MKBTiddSu6yISiSCdTsOyLCxevBjr16/HXXfdhVgsVjYCIoSQSkgkEoFhGHlrxah0xXEcvrqWKijJ/6GFi8lkEvPnz8f69etx7733QlVVRCKRshIQIYRUQsjaBAIBHgfyLq+uq6tDe3s7lbvy3kTRaBSzZ8/Gxo0bMXv2bNTW1vpSDltKhJBKSDAYhGVZeZl/b6K4paWF+0imaWLp0qV49NFHcc8996CmpoaOL2sBEUJIJSSbzfKhCujerdpbynvDDTfg9ttvx/Lly7Fo0aKS1QuVGiGkK0AwGEQmk4HjOKitrcWSJUtw8803Y+XKlZg6dSqi0SgymQyi0WjFCYgQQiohU6ZMQX19PW666SYsWbIE8+bNw9SpU3k74kq0PH2hAl2zC2qn4jW7A9XMlLqCsdQM9D1Sz+nCZUPUb6iurg7RaBTV1dWoqqpCXV0dpk2bhpkzZ2Ly5Mm49tprEY/HUVtbi2AwOKqEU4gKdE1JGxoaMGXKFFy6dAmWZSEcDg9YU+3X5ikjxUArVcPhMKZPn44pU6ZAURRks1nE43F8/vOfR0NDA2RZxvjx4zF16lSMHTuWx4sAQJblUSua3uAf1jRNRmUJFNOgPoKFK2gJPxoZjCQD1YwXOsnE5cKyq0ooAsEV4f8BO7IIhnu/mmIAAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":657,"y":238,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.74,"bounding_box_area":88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dylSxcAbgOHvUimaeLIkSNYsWJFRmy3Nc6ePUuBQIB3xI23RECMVyuKwsU9S+TNycnhIlYUtWIGT0vBxD7rdHH77bc32Qow2vmjCZWDXUdHqExMKw7pOA598sknaGho4Nwx3kiKbduujhKsLR/zN95+++2cK4ocyAuRLYpYTdMwbdo0mKbJO1V4hcOHD2Pbtm1pzSXTiiBDoRDefPPNRrHneMH2Y0TGEmk1TcPs2bMbJc8mkiLWHNi5EhGmTp2K3NzcqClrLYF0fiJYbW0tXn/99aSPl0EcqKuroy+++ILXqSQisiOzbJh1y7rpjhw5kiorK3kZAsva8Qpit7Tq6moiIrrnnnuaFMFNrVjb67pOF198MX399dcZDtnaCAQCWLp0KU6fPu0S1fGI7EguJIbeAGDKlCnIy8vjURQpoqNtshDFMvMMzJkzJ+njRoKIcPTo0cxA+LYAEdGgQYNcyQWiHy4RDiMmxvbs2ZN27Njhao0iGjINDQ2ecEkxade2baqpqYmaGNISDhk59vi6666jurq6tCTItOCQREQrV67E4cOHXdxGVdW4xm6I0HWdF14BwPjx4zFw4EAQEfc9sjQyIHE9NRoidVFJktClSxdMmjQJhmEkfXwAnLsbhoGdO3di2bJlmbS01oJpmjRlyhTOBUSdMJ5mTmJmtujuCQQCtGzZMs7Fampq+O9iI9JkIR6L1XXbtk2rV6+mwsJCz9LnxKm1N910E9XX12cIsjVQVlbGq/UAd01zUxOzoq3IHuChUCih0GBLIKoArLzBNE0yTZOmTp3KXxj2womlGIlUTYolGJqm0bFjx9KOIFNeZBMRrVq1ylUiIOYQxlsGwBAKheD3+3mZgjjMvbUgy7JrtAhTCzRNw3XXXcfVAybWxYQLitM2YdnkwIVB8cXFxRnjxmtUVVXRuHHjXOIZCXKOyG3z8vJI13XasGEDT6JoTQ5J5G5URXTBFbRr1y4qKiri5xk5VzHe62T7idnlV111FZ09ezZDkF7hPHfkIlrMAYwsKY1nsX0URaFx48YREbWJyGbfQ3ShFxDTK8PhMD344IOcmMR+RIlcW+Q4ZPZ3uo0VSXmRvWLFCgSDQZ6vyO4tJRDWY5aydL6BgG3bmDFjBj9OW4CpG0yssvIFVVXxwAMP8BIFKaKhQLyQhAYEIpYtW9Zm19jhUV1dTQMGDHAlRoiWZbwtSSKbTuXm5tLBgwf5iOHW5pBihzQxCsTEdm1tLQ0ZMqQRxxNHhTS3xCZb4me9e/emzz//PG24ZMpySCKiZcuW4ciRIy6/oHhfKc5WKRQRw542bRr69OkDx3E8TW6IBfa9tm27/KaqqoKIoGkapk+f7tqHcbp4OKUkSfz+RJYAHz9+HPPmzYs7CSWDGKirq6OJEye63vjITg+J6lm6rpMsy7Ry5cpGKWatrUMSuaM+TIdkLqF9+/ZRQUFBwm6syPtgGIZLggDnxtSVlpamBYdMWWzatMmzEgVGiACoqKiItzgRQ3ltQZAixDIHNjdx/Pjx/BpYqUOi1x8tFOn3+2n+/Plp0QsoJUU2EdGmTZtcIb5kwHpGqqqKO+64A4qiwO/3J+zDbC0wg2b8+PFcpNfV1QGAJ6HFUCiERYsWeTIzp1OioqKCN5CKp7ND5IrGJRRFoezsbFq3bp2LG7LISXtySHYex44do8svv9x1LYmWyUa7drbPt99+m+GQicJxHFq/fj22bdsGIL70subAMrMvueQSfP/734ckSZwDeV0701LYto0+ffpgwoQJAC5wxsiy2WQwb968lI/cpBxBSpKEZcuWeU4wrEyBWaFi1ngqgInT2bNnQ9d17pP0QmUhIvj9frzyyiv45ptvkj5ep8L+/fupd+/ernHCXojsbt268fbMzLJl2T2pILKJzg2CJyIaOHCgyzPghchmEa7nn3+eUplLphSHNE2TlixZgpMnT3pWYMVw1113YfDgwa5Eh1Thjux8xBk3Xk4iE/24ixcvxunTp5M+ZmshpQjScRx88MEHcByn0TSFZKAoCmbOnMnFtW3bqKurg67rKdM5zHEc+Hw+OI6DSZMmobCw0OXwTgaiQ37Lli04cuQIMrmSceCrr75q0YwZsSSBFW6J4j4/P58sy2qU2JAqEM+HFYHdcccd3OkdGQBoSWIJu0eGYdDEiRPJsqyUJMiU4ZChUIiKi4s5V6Tzc1nigchFWK6kbdsIBAIgIkyePNnVsVYsSU0FK5uJ51AohOzsbDiOg2nTpgFA1C4a7DOWLBIPLMuCpmkIhULYvHlzykiGlEVJSQldccUVMUNiza1os2m6dOlCuq7TJ598wjmRaEhYltXmxkxTYDmTpmnSmTNneFFbLGNGzKJvajFpI4Ze33zzTSJKXeOmXWFZFs2bN48TlniT47nh4naiRQmArr/+egqFQtwBHllVmAoQz4m9NEREv//97/m1xcr+SaTKkr20fr+fbrjhBiovL085gkwJkS3LMoqLi3knBzFcFq+lTYI4FveZNm0adF1HKBTi/0sFMS1CnCLLwqWmafKcTdu24ThOVM8DxcHkWKN8UTX47LPPsHHjxpR3lLc5HMehffv2UX5+Ps90CQQCCSvtYoYL4wiXXXYZ7d+/n2zb5tV+juPwPMRwOJwSIlvkjgxMfPfv37/J641nsXvJwrDs9ylTphBRahFkSnDIl19+GZWVlfxtZxniiYDOF4HZts05yaRJk9CvXz8+L4ZtJ86j8dLX2VJEM0zYed1zzz3w+XyN8jYTieKwa7csyyV91q5diy+++CKl6rdTgiAXLFjARammaXAcJ2rCaXMQG8orioIbbrgBmqa5xKEoHlNJdAeDQWiaxtu7sHKN6dOnIycnB36/v8UvT11dHe+8JpaD1NTUoLi42MvLSG8Eg0HasWNHwgPWm1pMZOfm5tKpU6cSbsncHogMIUa2lH700UddBgm71lgtoZsKNYpGoq7r1L1795SqTGxXDmnbNhYtWpT0cRRFQVZWlqvt8dy5c1FYWOhJK5TWBhO/FKMkY9y4cfzaWGEYcC5hJJ5WMmLhmNhK2rIsNDQ0YOPGjQgGgylDlO0Cx3Hoyy+/pD59+njCIUUjSNM02r59O+8QkeockiFao33HcaisrMyVJyl27oiWLxq5RB+tWEqM8xzzoYceolAolBIE2W7sIxgM4u233/YsHcpxHK68jxs3DoMHD0Y4HG6TzhRegiK4pCRJyMnJwbRp0/i1MD0TQFyTwBiHpCiRKdu2sXbtWpSUlKC6urrdibLdCNJxHKxYscKTqr/IiQbTp0+Hoigpk82TLBRFwaxZs3gbFuCcAdeSl435NEUD6ciRI1i0aBF/oTsdwuEw7dy5k89c8dKo6d69O+3evZtX+LVVZwovEEtkMwwZMoQbJaKK0pzIjhV2FKNi/fr1Swmx3S4cUpIkvPrqqzBN0xPXCxtkCQA//OEP0b9/f56BnWj/yPYGM3CiGTlz5szh19WSeeDRvgc4d4+OHDmCJUuWpJRPss0QCoWooKDA1ccmGQ4pcosNGzYQ0bnoB+OSqc4hm3P72LZN4XCYqqqq6KKLLuLGCUuuiIc7sm3Z9kwyse67kiTRd7/7XSJq38hNm7MP27apuLgYFRUVyM/Ph2majZT45u5JpIOY/d21a1eMHDkSdXV1yMrKgs/nQ21tLbKysgDEF/dtT0SeX6S7RlVVDBs2DBUVFfy+RbumWJ+JaXriNozb7tixA+vXr/fkWlqKNhfZlmVh8eLFAIDKykpPRKqiKCgoKOAtkg3DQDgchm3bfAJWOoMVvAUCAcyePZtXIhqG4alKQkT45JNP2jXhok05pGVZtGvXLrz33ntQVRWWZSU0/CgWTNPkHPfw4cPo1q0biAgVFRW8LCCdkZeXh1OnTsGyLFf3N8dxPIvHM8m0fPly3HfffUkfLy1ARPSHP/yBh60Qw0pEMzpj5Pa9e/duFFYTs3+aO166LL/fz9vCyLJM2dnZLbp/se4p+/3FF19sd12yTRAMBmn48OG8b41XvXvY52JGNCPEaGWk6baAc3Frdk09evSI6360dN14440dnyCJiN577z3y+/08KYD1d/SCIAOBAE+s8OKhpNLSdT0qp/f7/XFNoUhkaZpGgUCANmzYkBbNqVoMy7LozjvvJMDtpmEElAxBRqb2sykE7HtEF0c6LnZdsixTbm4ufwFbOjgq2v0E3A1gZ86cSakQSmw1lJaW8t6FTNdr6Q2N3J6JavawRG4S2VMyHReTIqLezZpQtUTCRC72HNhPpkq1R81Nm7h9iIjeeusthEIhXpwvdpBg/rRYfrUox3MtlmBQVVUFIHpZbDqD1dOI40KCwSC3tBO9f5FgzyFyGu6iRYvQ1mK7TQiyvLwcq1evBnChm1ciLYszaF2wsgY6316a4f3330dFRUV7nVbrYfPmzXycMODuNJFZ7b8iVQH2t2EY9PHHH1NbJu+2OockIvrvf/+L6urqRmliGaQGWOa5LMsIBoMwTRM+nw+hUAjvvPOOZwNCUwJHjx6loUOHNnorO5prJt2XrusuA5D93qtXLzpw4ECb+SVblV0REX344Yf46quveNoU0xkVRWlU1J9B+0CWZZimyQ1AlgtgGAZOnDiBl19+GTU1Ne18lh4gHA7TmDFjuG6iqqrLxZDhkqmxIp8Dc7YbhkGaplGfPn3owIEDbcIhWxWVlZUEXCjXFB29YpQGKfBQOvtSFCWqz5b5JD/99NM2MW5aTWTX1NTQ0qVLeZ8aKSIDWuxXEwlJyJqWJImnWBmGwetkZFnmynbk9pEr3RHPdeTm5vLfNU3j90nsVd7UcWzb5iJb3Ja56Z5++mmeBteaaLX0M8uysHDhQk9aM7PusqzajhU41dfXQ9O0ZtPX0t2yZy+teB/FF1lVVR4UAMA7f7Ck3mTT+/x+Pz766COUl5cndZx40CoE6TgOrVu3DuvWrfPqePx3WZb5gHIAyMrKwtmzZz35nnRFOBzmVZa2bfNeRo7jtKhPUiQkSUJ1dTXWrFkDIiIp3cQOEdH9998fM/ULcSjZ4mLpakzRZtux9s3tnfzQ2kvsD8lWZPIFc2YznY/9negUh2j3n302fPjwlG0F3SQOHz5MhYWFVFhYGPMCm1rRsnmAC1lC7GdBQUG7GwOpsMSBm7quUyAQcL20XhAkS1x54403WtUn6TnrJSL6v//7Pzz55JNQVZUbNBHbNH1SUbZnJQ85OTkYMWIETpw4gUAgAMuy0l5HTASxCriYKrNv3z4+BsTv96OhoSHp+69pGk/sGDFiBLZt24bWEtue65D19fVYsmQJDMPwrLE6I0a/349f/vKXePzxx/nNjqfhUrqpPJForrIwKysLsizj0KFDmD9/Pv7yl78ASKyVYVNgxzEMA59//jm2bNkCx3FIluXUvrGWZdGePXsIuJBA4cXwTJwXS2PGjKHjx4+nnw7TRiAiKi8vp9zcXK7m+P1+T+6/qJv+/Oc/p3A4nPrPgYjod7/7Hb8Aplg3d0PEz5iDlinsorN23rx5Hb/WI0kQEY0ePbpZAkt0iVn5Xbt2pSNHjqT+cygrK6Phw4cT4DZAEiHIyP+LRLl3797UvwntDCKil156iWRZjpshNLciM/AlSaJnnnkmtZkDEdGiRYtc7B3Cm9XcDYmsH2FLks6N+bj22mtT+wakECorK2nYsGExO+wiQYIU92EWfMpXJhJdGIfGknEZZ4vnhkiS5CJI5m9jf//nP/9J7RuQQrBtm/761796KrJxXn9kz6hXr160adMmSsnmVKFQiLZu3coJkXHIlr6hTEyLCnVFRUXqXXgKo6ysjAzDaFFVZ+RixxAln6qqNGvWrNRkEkREP/3pT3lEJbJ0s7kbEimqI/8eN25cal54CoOI6JprrmlRpCZyMY8Jk1hM8uXk5HheKuuJR7mhoQFr1qzh/qpYSQCxIG4vDslUVRUFBQWYOXOmF6fZqUBEuP/++z0pPxCrEnVd5x14q6ursXz5cqRCo1MO27Zp27ZtLnbOdA2xH2G8Vraop+Tk5NCgQYPo0KFDqXPBaYTq6mrq2bOnJzokq6Vn3JF1Px41alSbFoE1CyKiu+++m4trseFTvDOvIxMEdF3nx3nyySdTU3FOAzQ0NNCcOXNcemCspgCJrEgCnz9/fuqoVHv27OHdxyAYMoggznhWJAEbhkErV67MEGQLQUS0dOlS/hwiAxCRn8W7Igly6tSpqdEHiIjoueeecym/YmQlXg4J4ULFv0eOHEmnT59u/wtNY1RXV9Mtt9zieh6xfL7xrkiCLCws9KzmJimjJhQKYdWqVVBVFT6fz9XWRFEUV+uPpmu3ym8AAAjUSURBVMCMIZZdztLvJ0yYgK5duyZzip0e2dnZeOihhwBcGAAgjgXxIlPqzJkzeOedd9p31DER0QcffECFhYWNOCMSFAWiA5zpOfn5+bR9+/YMd/QAdXV1rm5pQGNXTiIrmpE0cOBAqqura1+CfPDBBxsRYGTEJd7uY5GRmTFjxqSOopzmICIaO3YsF9fwWIdkz3jz5s1JP7MW8+vKykqsW7fOxfp1XYeqqi7fI/NhNXsissz38/l8mDx5cktPLYMIOI6DRx99FIFAAAB4Ai8ATyZTMJVrwYIFqKysTPp4CYOIaMuWLa6wFCLeIk3TEjJqxLh37969aceOHRnu6CGIiHr37u3KAorVmbe5FU1kMwn36aefkm3bbfvsiIhuuukmrotEnmA8jvDI/4vd0R544IH21Uc6IEKhEP3pT3/iL3+k3p6M45wxE13X6e677277QrCTJ09SUVFRzAtKlCDFNxYArVy5MjX8Wh0Mn332GRUVFXFfMeOQXmUDAaDvfOc7dPDgwbZ7dkREr7/+epME1lKC9Pv9dPHFF1NtbW2GGFsBjuPQjBkzoqpJyRKkGG174YUXWmzcJGzU1NTUYNGiRfxvL0YAm6YJXddhmiZmzJjRsfoRphgmTJgA4Jzh6GW7a8dxuO952bJlnh23uS+l5cuXu2ameKFDyvKFIUCff/55Rn9sRZSUlFDv3r1dte7JckjGHdm++fn5tGfPntYP+RIRTZs2jROi6MvyQmQXFRWlVuZIB0QwGKTHHnuMW8YtqQqNXJIkuYwkwzDosccea30/8tGjR6lr166cGKO9XS0hSLbN3LlzM87wVobjOLRhwwbKzs6OOdoYLTRoxOlpF110UYuK8uLWIU3TpN27d+PMmTPQNI2PpPAiFkpEuOiii3DXXXclfawMmoYsy9I111yDQYMGuYIRXiAnJwfAOZugtLQUH3/8MVrNJ0lEdP3110d1FyBOX5WYBsXeJsMwyDCMTFVhGyIUCtFTTz3l4mhiIysIzy3e4Ea0IVhXX31163lMDh8+TF26dHGdYCJefpFwdV1vNBrk17/+dYYg2xCffvopFRUVNco1EMfLJbLEXAb2Wc+ePWnJkiVUU1Pj7XMlIl5Wmey4X1mWOTGyC+/SpQtt2bIlQ5BtCNu2aerUqTGTX1rabjtyv8mTJ3tvbZeXl9PVV1/t6tfDLiTebJ5IIgQu1GVMmTIlY123MYiIFi9ezN1uqqo2W/0Zz4rsW9mtWzdvn61pmvTqq6+Sruuu+dZMdMfLMcU668gLLi4uznDHdsDp06fp0ksv5c8i2rOMh0tG9u2UJIl7YiRJogULFngXCiYiuvnmmzmHY8VcSEJ8G4bBibtr167e6xgZxAUiol/84heuZ9MSHTIy2ZcRMWNaw4YN865b2tdff00+n4/3dGFtlMUTaG6JUR2cJ0j2BqVs94NOACKiL774ggoKClyRm0RHOrN9RasdEerc+++/n/xzNk2T/vnPf/IvYcQougfieZtE40X8PC8vj9544w1KqULzTgYioqFDh/KWzYB7OGoiUpDpjuw5ixxzwoQJZJpmcs+5urqaRo4c6YrIxHty4mLpToqiuFp7fO9736Pzw5UyaCc4jkNPP/00f1Yi04g38ha5om3fo0ePuCbLxgyzEBHt2rUL27dvT/qiQ6EQnycTDod5deHEiRO5dz+D9oEsy9Jtt92GQYMGQdM01NbWQtd1GIbR4oHw0VBZWYl333235ZlcoVCIB+GT5ZCIePOYSNi6dWuGO6YAiIieeOKJRro++z1ZDsl0yssuu6zl6tnBgwepR48elJOT4wlBii4Bn89HV1xxBVVVVWUIMgUQDodpy5YtURmHFyJbtMLXrl2buHFj2za9+OKLUdsyN3cyzS1mrf/tb3/LtEhJIVRVVVH//v1dvX9YjqoXOiT7OXPmzMQJkojoxhtvpG7dunlGkIxtM0v91KlTGWJMIZimSc8++6yLqMRASDIEyRibqqrk9/uppKQk/mdPRLR7927y+/1UUFDATflkCFKMXxuGQcOHD8/4HlMQp0+fpoKCAs48VFX1ZDQde/bsuE899VTMqoBGVrZpmnjttdfQ0NCAiooKT6wsXddhWRYURYHjOJg8ebJnQ5Uy8A65ubkoKipCdnY2APcEr2QgNjyVJAlLly5FaWlpfDufPHmSunbtyuuk2Ry9ZHUIZsENGDCAysvLM9wxBWHbtquiVBxumoyEFJ3rLInjhRdeaD6cGAwGac2aNa7yyJYUAUVuzxzjmqbRnXfemYnMpDAOHDhAQ4cOdemPXrn9RMIcPHhw1IYCLpEdCoVQXFzMyyMDgYBrVnVLIfb3mTBhgielsxm0Di6//HLMnDkTwWAQgHfzEtkcb+CcKrBnzx6UlJQ03cLv4MGD1KdPn0Zi1guRrWkaXXLJJRlxnQbYv38/N0K84JDiuGQ2NtDv99Nvf/vb2MYtEdHzzz/PdxRLFbwgSAD0q1/9KmNdpwHYSBF4JLKZCijLsmuWUVFREZWVlcUmyFGjRkUdlu6VDnngwIH0mCLayUFE9Nprr7k4mleBEXHYPABavHhxYyblOA599NFHjTYWw33J+qGGDh2a4Y5phFOnTlGvXr08I0jRoGEiPBAI0Pjx411qnAycG1y0ZMkSAAARoUuXLgDgiUEDnDNqbrrpJk98Whm0DXJycnD11VfH3XC2OciyDFmWoWka6uvrAZwzdFavXo2dO3fi7NmzF5jViRMnOHsWMz3EER9NrWgBeHH5fD5at25dhkOmESzLovfeey9qq5VEJSarDhCXWAw2atQoThsqABw/fhyFhYWorKyEbdvIysqCpmlwHAe2bTebw9bcW/T444/jyiuvhCQJM+QySGmoqiqdPHmSfvazn+HZZ59tctvmXEPR6EPkTbZtc64pnf8nlZeXo3v37ggGg1BVFbW1tbAsCwUFBc2KWjZuIha+/fZb9OrVK0OQaQYiorKyMhQUFDS5HfMvxkI0ghUJMhwOIxAIQFGUDH1kkFr4f8fvtBFAlHJSAAAAAElFTkSuQmCC","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":163,"y":238,"width":160,"height":172},"scaled_width":28.61,"scaled_height":30.76,"actual_filled_area":347.85,"bounding_box_area":880,"exact_perimeter":118.18,"approximate_perimeter":111.03,"convex_hull_perimeter":98.52,"perimeter_pixels":660.9015869776663,"original_contour_points":352,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.313,"perimeter_to_area_ratio":0.3397},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":495,"y":235,"width":152,"height":178},"scaled_width":27.18,"scaled_height":31.83,"actual_filled_area":261.82,"bounding_box_area":865,"exact_perimeter":159.51,"approximate_perimeter":140.66,"convex_hull_perimeter":95.14,"perimeter_pixels":892.0214280248111,"original_contour_points":395,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.17,"compactness":0.1293,"perimeter_to_area_ratio":0.6092},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":334,"y":235,"width":137,"height":178},"scaled_width":24.5,"scaled_height":31.83,"actual_filled_area":301.73,"bounding_box_area":779,"exact_perimeter":180.24,"approximate_perimeter":156.34,"convex_hull_perimeter":93.27,"perimeter_pixels":1007.9625535217655,"original_contour_points":435,"approximation_points":13,"shape_analysis":{"aspect_ratio":1.3,"compactness":0.1167,"perimeter_to_area_ratio":0.5974},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":235,"width":151,"height":178},"scaled_width":27,"scaled_height":31.83,"actual_filled_area":261.92,"bounding_box_area":859,"exact_perimeter":158.79,"approximate_perimeter":140.21,"convex_hull_perimeter":95.1,"perimeter_pixels":888.021428024811,"original_contour_points":382,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.18,"compactness":0.1305,"perimeter_to_area_ratio":0.6063},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":477,"y":2,"width":128,"height":172},"sca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","detection_approach":"prominent_color_detection"},{"index":9,"position":{"x":168,"y":2,"width":108,"height":172},"scaled_width":19.31,"scaled_height":30.76,"actual_filled_area":171.54,"bounding_box_area":593,"exact_perimeter":99.45,"approximate_perimeter":98.71,"convex_hull_perimeter":88.06,"perimeter_pixels":556.1421356237311,"original_contour_points":16,"approximation_points":6,"shape_analysis":{"aspect_ratio":1.59,"compactness":0.218,"perimeter_to_area_ratio":0.5797},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":10,"position":{"x":8,"y":2,"width":130,"height":172},"scaled_width":23.25,"scaled_height":30.76,"actual_filled_area":634.04,"bounding_box_area":715,"exact_perimeter":105.35,"approximate_perimeter":100.91,"convex_hull_perimeter":98.79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"},{"id":"b0d081b4-87cc-4b1c-9fda-041a05fe25d8","height":30.76,"width":28.61,"perimeter":118.28,"area":347.74,"image":"data:image/png;base64,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"},{"id":"962593f6-7e6a-4ebf-8e9e-35bece5ff265","height":30.76,"width":28.61,"perimeter":118.18,"area":347.85,"image":"data:image/png;base64,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"},{"id":"ebc550de-af2c-464f-8d1a-38c7b33a28cf","height":31.83,"width":27.18,"perimeter":159.51,"area":261.82,"image":"data:image/png;base64,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"},{"id":"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"},{"id":"322708cb-ca9e-4ef2-81fa-9791a439a497","height":31.83,"width":27,"perimeter":158.79,"area":261.92,"image":"data:image/png;base64,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"},{"id":"cfa531de-9853-4e90-83b1-0c2a21eef1e5","height":30.76,"width":22.89,"perimeter":175.96,"area":298.72,"image":"data:image/png;base64,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"},{"id":"3aa75b1d-c1a0-4fcf-b261-d83cc4c2e256","height":31.29,"width":24.14,"perimeter":153.54,"area":272.66,"image":"data:image/png;base64,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"}],"no_of_letters":11,"perimeter_of_sign":129.02,"nested_area":59.15,"occupied_area":27.1,"avg_char_height":31.099999999999998,"widthOfSign":"203.67","otherDimensionOfSign":74.21,"width_of_smaller_line":20},"timestamp":"2026-04-07 13:04:35"} 
[2026-04-07 13:04:36] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"203.67","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1433,"no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":107.46,"width_of_line_2":204.3,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":11,"perimeter_of_sign":129.02,"nested_area":59.15,"occupied_area":27.1,"avg_char_height":"Greater than 24 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FIUha699loqLS3NEGQMNK38dBKUlZVh7dq1AABVVaGqKhfDquqNVhMOh2HbNvbu3YuNGzdynTWDDFwgIlq6dClpmsY5o8gdveKUjPMCoLvvvpsyBJlBVNi2TbNmzSIA5Pf7XYSo67pnIpvppoZhUPfu3engwYMUDoczRJmBG3v37qVevXoRANJ1nSRJ4jpfIoZNc4sRdyAQIAD0m9\\/8JsMlM3DDsix65plnSJIkLrJ9Pp+LkLwQ2YywGbEDoEsuuYROnDiRIcgMLqCyspJGjx7t0vEYYTLiEXW\\/li7GHdlPdsyXXnopwyUzOIeamhr65ptvXBxMFNF+v58Mw\\/BEXDPiliSJ66maptHEiROpoaEhQ5AZAOFwmObOnUuyLJMsy9yJDY90xliL6ZCyLJPf76ctW7ZkuKSATuuHrKurw6pVq+A4Tpt8n6IoAM75IxkaGhqwatWqNvn+DFIYjuPQ2rVrudHS2hxSNJpwnjsyY2no0KF05syZDIc8j07JISVJwquvvgpJkprN5PEKIifWNI0nbOzevRvLly\\/PRG46K4iItm7dSrm5uZxrtTaHFC110eHOXEwjRoygqqqqDEF2RhAR\\/eQnP3G5dVqbIEVfpmjJ67pOqqqSoii0fv16sm07Q5SdDZWVldS\\/f39u7fr9\\/jazsmVZbuQkZzrsI488QrW1tRmC7EyoqqqivXv3NuJabUWQmqZxNYHFtnGeOHNzc+nQoUOdniA7lVGj6zr+8Y9\\/QNM0\\/pkkSa6M8FhGTiAQ4MeQZdmVlqYoSqNSB0mS+D4M4XAY4XAYkiShvr6eG1VEhJqaGnz88ccZ46YzoaKigi699FIuqhmXjMzwRgRnU1XVFW2RJIkMw6A777zTxeXYT2bExAo7Rn4fUx9uvfXWTOSms4CIaOHChY0IQ9O0ZgmShRDFdLS+ffvSu+++6zKM2DFFwyUaUUZ+Hzu+3++n4uLiTOSmM8A0TRo7diwZhsH1OF3XXfpjLIJkRCXmS06fPp3OnDlDvXr14sZKtHS1aDmV0b6PndOUKVPIsqwMQXZkhMNh2rhxIwUCAW5MKIpCOTk5cYlsthjB+f1++ve\\/\\/02O49B9993H\\/y+mrjF1QIzQIA6CLCgooOPHj2cIsiODiHhWuKIoMX2QTRGkaJUPGjSISkpKyHEcWrlyJWVnZ7s4LtA4rxLNECQ7BgD6+9\\/\\/nhHbHRmVlZWcG8qyTF26dOEP3+\\/3xy2y2f\\/uueceMk2TLMuiiooKGjNmjEsnhaB3RlvRvs\\/v9\\/N9r7rqqk7rAurwbh\\/HcWjXrl2ora2FrutwHIdn3AQCATQ0NDR7DMasDMOALMu44ooroCgKHMdBfn4+RowYgUAgACLi27LviKdqkZ0HESEnJwdffvkl1q5dC8dxOh1RdniClCQJL730ErKzs2GaJnRdRygUAoCYHSlkWW60FEVBMBiEpmkYOnQoampqoGka6urqcNttt6G+vh7Z2dmu8llJkmBZVqPjM8JlKxgMAgAsy+KE\\/P7777dZ4kcGbYhDhw5R9+7dubgUIyTMAo7WbYLpl7Isu8oaNE2jXbt2EUMoFKLS0lJugTNdk+mq8dbkiCUUhmFQUVER7dq1q9P5JTs0h6yvr6cPP\\/wQ3377LQBwLsfAOKQoaiP\\/B4BzOVVV0atXL\\/Tr1w\\/AuZ4+mqahR48euOaaawBciPTYth31uNEgckLWT6i8vByLFy+GrusJX3cGKYozZ87QDTfcQD6fjwKBQKMGAPE4rcUkCFVV6cc\\/\\/jEREVmWRXV1dfz3+fPnkyRJLq4bL3eMTN7FeRfTgAEDKBgMdioO2WFBRPTuu+\\/ysJxIHIZhNFtzLRKkqqrcjbN+\\/XpOhOFwmIiI6urqqLKyknr06MGta9bLp6nvYCvadswTsGrVqowLqCOAiGj27NmNHrYYa0YMYkAEUWqaRrIsk2EYVF1dzQmRiMi2bXIch4iIrr\\/+es5J4zm+uEQumZ+fz3+fMmUKhUKhDEGmO0pLS6lv37485SsWx4oWSYlcTGyPHDmSwuEwWZZFjuOQZVlkmiYnzj\\/\\/+c+NuG8iXFL0SbLPAoFAp4pvd0ijhohozZo1OHnyJMLhMHeniI1FdV2HruuuKsCmoOs6Ro8eDSKCoiiwbRuO4\\/BUtoaGBkyaNIl1yAVwwfXTHDRNg23b3L3U0NCAvLw8AEB9fT2WLl0a93lmkIIwTZNuvvlml\\/GSSAJutGycbt260YoVK7iIZmKacUyGJ554gn+v6C6KJ1Ye6\\/v79evXadw\\/HY5DEhFt3LgRO3fuBABP6q4ty8LFF1+M4cOHQ5ZlF9dTVZVHbQDg+uuvZ+eBcDgMn8+X9PefPn0ar7zySiZ5Nx1BRDR37lzuQvGCQwKghx9+2OUMZxzStm3+GRFRZWUl9e3bl+uOgUAgaQ4JgIYNG9Yp9MgOxyHLysqwatUqBAIBOI7T7ISEeDF27FgA52LUjuPwsCCjEfY9eXl5GD9+PO9UUV9f78n379mzB\\/v37+\\/w8e0ORZDnfY84evQoNza8ENn5+fkYM2YMTNMEEXExbNs2JzyWREFEuPfee+E4jmdRFkVRYFkWFi5cmIlvpxOIiG699VZe64zzbp1kRfYtt9xCRETBYJCLbcdxqL6+nv\\/NfJPMwOnRo4fLnZOsyAZAl156KZWUlGQ4ZLrg8OHD+Oyzz6DrOudeXnDI2bNnAziXfsZEtGVZLq4IgLtuAGDixImeqQsMhw8fxuuvv45MQ4E0gG3bvIhLVVWSZdnVIDQZDhkMBrkDXOSKIkcUDZyGhgZau3YtFRYWeuL2EQvHrrzyykxDgXTA2bNnafDgwZwYgegFVk2tyEgJABo1apQrPBgLjGAdx6FgMEjBYJCmT5\\/OS2hZEVis1tFNLfZCKYpChmHQW2+91WF7AXUIkW2aJq1btw7Hjh2DZVkuMc2MjnjACvtN0+SfjRs3Lq59RfHMmgZce+21sCyLNwOwLItHixJRJWRZBhFBlmWEQiEsW7YMOTk5ce+fQRvDtm16\\/PHHXRwFguhDnJxIrIPRNI26du1K\\/\\/vf\\/5rlkCxyw0Q2M3L27dvHJzuIUZtYqW+xFtuXce6CgoIOO56uQ3DIkydPYvPmzVBVlUdSGFeJx5fM9gmFQtylI8syRo8ejSFDhjS7PxFBkqRGXG\\/gwIG45ZZb+P+BC8m4zJcZD8LhMAzD4Mevrq7GggULMpGbVAQR0XPPPcf1MzHBFXFyIHF6V1ZWFt93\\/vz53FhpjkMSXYjW2LbNjZ3ly5e7OLfIGRM5R8a9GbcdMmRIp4lvpxWIiMaOHdvIiGmuv464mFhnBKJpGvl8Pvrmm2\\/iIkgGRpCmaZJt2xQMBqm+vp4GDBgQ9VziSX2LXOKIkUWLFlFH45JpL7J37tyJ7du3A7ggDmVZTshooIjwXzgcxvTp09GzZ8+4j0NE3C\\/JKhVt24bf78ftt98OoLGYjlaRGA3icdn5OI6D1157DVVVVXEdI12Q1gR56tQpeuedd1BVVQW\\/38+tY9GyTsQ5bZom\\/H4\\/AODee++FbdvNDmdnYHFzMZzIHPRjx47lYUSWI6koSlz6LXCBcFn8XFVVWJaFjRs34sCBAx0+vp02YM2evAjNMfGZl5dHALjlbFlW3CKb6ZPiIiIqKyujW2+9lVvJkdZ8c+cfmXXO6oR8Ph\\/NmTOnQ4nttOWQRER79uxBaWlp0scSM8erqqowY8YMSJIE0zQT8mPGQlFRESZOnMi7ZIRCIZ5HGW8muKIoXHQzsR0MBrFt27a4um+kC9KWIE3TxNtvv+1JrJoxGMMwoCgKHn74YQDeZAox\\/OAHP4CiKDwLKRGmFqk6iGrBgQMH8NFHH2VcQO2JhoYG2rt3L\\/Xt2zdmHXVTK9r2rG\\/k8OHD6ezZs0R0IYMnWZFdX19PwWCQxo8fT4ZhuEKTPp8v4fMH3OOTx48fT6ZpdgiCTEsO6fP5sHjxYhw7dswTkQqcMxjC4TAv1AIuhOyShc\\/ng2EY+NGPfsT7CjGIYcpYEPMqxRF1zGJfu3YtNm3alOGS7QXLsqhfv348QSFZDsmMDFVVaevWra5QIFvJcEiGmpoa3gBAVVWXszve8zcMo5HzX5IkeuSRRzqEcZN2HJKIaN26dThy5IhnGdnsOd511108VMhyG73K0A6Hw8jKysLUqVMBXPBVxgt2HpZl8f0Yt9Q0DatXr+aFbemMtCNIlu0CnIvpeiGyWZu+WbNmwe\\/384ZPXoI5tR966CEEAgGYppmQddylSxcAbgOHvUimaeLIkSNYsWJFRmy3Nc6ePUuBQIB3xI23RECMVyuKwsU9S+TNycnhIlYUtWIGT0vBxD7rdHH77bc32Qow2vmjCZWDXUdHqExMKw7pOA598sknaGho4Nwx3kiKbduujhKsLR\\/zN95+++2cK4ocyAuRLYpYTdMwbdo0mKbJO1V4hcOHD2Pbtm1pzSXTiiBDoRDefPPNRrHneMH2Y0TGEmk1TcPs2bMbJc8mkiLWHNi5EhGmTp2K3NzcqClrLYF0fiJYbW0tXn\\/99aSPl0EcqKuroy+++ILXqSQisiOzbJh1y7rpjhw5kiorK3kZAsva8Qpit7Tq6moiIrrnnnuaFMFNrVjb67pOF198MX399dcZDtnaCAQCWLp0KU6fPu0S1fGI7EguJIbeAGDKlCnIy8vjURQpoqNtshDFMvMMzJkzJ+njRoKIcPTo0cxA+LYAEdGgQYNcyQWiHy4RDiMmxvbs2ZN27Njhao0iGjINDQ2ecEkxade2baqpqYmaGNISDhk59vi6666jurq6tCTItOCQREQrV67E4cOHXdxGVdW4xm6I0HWdF14BwPjx4zFw4EAQEfc9sjQyIHE9NRoidVFJktClSxdMmjQJhmEkfXwAnLsbhoGdO3di2bJlmbS01oJpmjRlyhTOBUSdMJ5mTmJmtujuCQQCtGzZMs7Fampq+O9iI9JkIR6L1XXbtk2rV6+mwsJCz9LnxKm1N910E9XX12cIsjVQVlbGq\\/UAd01zUxOzoq3IHuChUCih0GBLIKoArLzBNE0yTZOmTp3KXxj2womlGIlUTYolGJqm0bFjx9KOIFNeZBMRrVq1ylUiIOYQxlsGwBAKheD3+3mZgjjMvbUgy7JrtAhTCzRNw3XXXcfVAybWxYQLitM2YdnkwIVB8cXFxRnjxmtUVVXRuHHjXOIZCXKOyG3z8vJI13XasGEDT6JoTQ5J5G5URXTBFbRr1y4qKiri5xk5VzHe62T7idnlV111FZ09ezZDkF7hPHfkIlrMAYwsKY1nsX0URaFx48YREbWJyGbfQ3ShFxDTK8PhMD344IOcmMR+RIlcW+Q4ZPZ3uo0VSXmRvWLFCgSDQZ6vyO4tJRDWY5aydL6BgG3bmDFjBj9OW4CpG0yssvIFVVXxwAMP8BIFKaKhQLyQhAYEIpYtW9Zm19jhUV1dTQMGDHAlRoiWZbwtSSKbTuXm5tLBgwf5iOHW5pBihzQxCsTEdm1tLQ0ZMqQRxxNHhTS3xCZb4me9e\\/emzz\\/\\/PG24ZMpySCKiZcuW4ciRIy6\\/oHhfKc5WKRQRw542bRr69OkDx3E8TW6IBfa9tm27\\/KaqqoKIoGkapk+f7tqHcbp4OKUkSfz+RJYAHz9+HPPmzYs7CSWDGKirq6OJEye63vjITg+J6lm6rpMsy7Ry5cpGKWatrUMSuaM+TIdkLqF9+\\/ZRQUFBwm6syPtgGIZLggDnxtSVlpamBYdMWWzatMmzEgVGiACoqKiItzgRQ3ltQZAixDIHNjdx\\/Pjx\\/BpYqUOi1x8tFOn3+2n+\\/Plp0QsoJUU2EdGmTZtcIb5kwHpGqqqKO+64A4qiwO\\/3J+zDbC0wg2b8+PFcpNfV1QGAJ6HFUCiERYsWeTIzp1OioqKCN5CKp7ND5IrGJRRFoezsbFq3bp2LG7LISXtySHYex44do8svv9x1LYmWyUa7drbPt99+m+GQicJxHFq\\/fj22bdsGIL70subAMrMvueQSfP\\/734ckSZwDeV0701LYto0+ffpgwoQJAC5wxsiy2WQwb968lI\\/cpBxBSpKEZcuWeU4wrEyBWaFi1ngqgInT2bNnQ9d17pP0QmUhIvj9frzyyiv45ptvkj5ep8L+\\/fupd+\\/ernHCXojsbt268fbMzLJl2T2pILKJzg2CJyIaOHCgyzPghchmEa7nn3+eUplLphSHNE2TlixZgpMnT3pWYMVw1113YfDgwa5Eh1Thjux8xBk3Xk4iE\\/24ixcvxunTp5M+ZmshpQjScRx88MEHcByn0TSFZKAoCmbOnMnFtW3bqKurg67rKdM5zHEc+Hw+OI6DSZMmobCw0OXwTgaiQ37Lli04cuQIMrmSceCrr75q0YwZsSSBFW6J4j4\\/P58sy2qU2JAqEM+HFYHdcccd3OkdGQBoSWIJu0eGYdDEiRPJsqyUJMiU4ZChUIiKi4s5V6Tzc1nigchFWK6kbdsIBAIgIkyePNnVsVYsSU0FK5uJ51AohOzsbDiOg2nTpgFA1C4a7DOWLBIPLMuCpmkIhULYvHlzykiGlEVJSQldccUVMUNiza1os2m6dOlCuq7TJ598wjmRaEhYltXmxkxTYDmTpmnSmTNneFFbLGNGzKJvajFpI4Ze33zzTSJKXeOmXWFZFs2bN48TlniT47nh4naiRQmArr\\/+egqFQtwBHllVmAoQz4m9NEREv\\/\\/97\\/m1xcr+SaTKkr20fr+fbrjhBiovL085gkwJkS3LMoqLi3knBzFcFq+lTYI4FveZNm0adF1HKBTi\\/0sFMS1CnCLLwqWmafKcTdu24ThOVM8DxcHkWKN8UTX47LPPsHHjxpR3lLc5HMehffv2UX5+Ps90CQQCCSvtYoYL4wiXXXYZ7d+\\/n2zb5tV+juPwPMRwOJwSIlvkjgxMfPfv37\\/J641nsXvJwrDs9ylTphBRahFkSnDIl19+GZWVlfxtZxniiYDOF4HZts05yaRJk9CvXz8+L4ZtJ86j8dLX2VJEM0zYed1zzz3w+XyN8jYTieKwa7csyyV91q5diy+++CKl6rdTgiAXLFjARammaXAcJ2rCaXMQG8orioIbbrgBmqa5xKEoHlNJdAeDQWiaxtu7sHKN6dOnIycnB36\\/v8UvT11dHe+8JpaD1NTUoLi42MvLSG8Eg0HasWNHwgPWm1pMZOfm5tKpU6cSbsncHogMIUa2lH700UddBgm71lgtoZsKNYpGoq7r1L1795SqTGxXDmnbNhYtWpT0cRRFQVZWlqvt8dy5c1FYWOhJK5TWBhO\\/FKMkY9y4cfzaWGEYcC5hJJ5WMmLhmNhK2rIsNDQ0YOPGjQgGgylDlO0Cx3Hoyy+\\/pD59+njCIUUjSNM02r59O+8QkeockiFao33HcaisrMyVJyl27oiWLxq5RB+tWEqM8xzzoYceolAolBIE2W7sIxgM4u233\\/YsHcpxHK68jxs3DoMHD0Y4HG6TzhRegiK4pCRJyMnJwbRp0\\/i1MD0TQFyTwBiHpCiRKdu2sXbtWpSUlKC6urrdibLdCNJxHKxYscKTqr\\/IiQbTp0+Hoigpk82TLBRFwaxZs3gbFuCcAdeSl435NEUD6ciRI1i0aBF\\/oTsdwuEw7dy5k89c8dKo6d69O+3evZtX+LVVZwovEEtkMwwZMoQbJaKK0pzIjhV2FKNi\\/fr1Swmx3S4cUpIkvPrqqzBN0xPXCxtkCQA\\/\\/OEP0b9\\/f56BnWj\\/yPYGM3CiGTlz5szh19WSeeDRvgc4d4+OHDmCJUuWpJRPss0QCoWooKDA1ccmGQ4pcosNGzYQ0bnoB+OSqc4hm3P72LZN4XCYqqqq6KKLLuLGCUuuiIc7sm3Z9kwyse67kiTRd7\\/7XSJq38hNm7MP27apuLgYFRUVyM\\/Ph2majZT45u5JpIOY\\/d21a1eMHDkSdXV1yMrKgs\\/nQ21tLbKysgDEF\\/dtT0SeX6S7RlVVDBs2DBUVFfy+RbumWJ+JaXriNozb7tixA+vXr\\/fkWlqKNhfZlmVh8eLFAIDKykpPRKqiKCgoKOAtkg3DQDgchm3bfAJWOoMVvAUCAcyePZtXIhqG4alKQkT45JNP2jXhok05pGVZtGvXLrz33ntQVRWWZSU0\\/CgWTNPkHPfw4cPo1q0biAgVFRW8LCCdkZeXh1OnTsGyLFf3N8dxPIvHM8m0fPly3HfffUkfLy1ARPSHP\\/yBh60Qw0pEMzpj5Pa9e\\/duFFYTs3+aO166LL\\/fz9vCyLJM2dnZLbp\\/se4p+\\/3FF19sd12yTRAMBmn48OG8b41XvXvY52JGNCPEaGWk6baAc3Frdk09evSI6360dN14440dnyCJiN577z3y+\\/08KYD1d\\/SCIAOBAE+s8OKhpNLSdT0qp\\/f7\\/XFNoUhkaZpGgUCANmzYkBbNqVoMy7LozjvvJMDtpmEElAxBRqb2sykE7HtEF0c6LnZdsixTbm4ufwFbOjgq2v0E3A1gZ86cSakQSmw1lJaW8t6FTNdr6Q2N3J6JavawRG4S2VMyHReTIqLezZpQtUTCRC72HNhPpkq1R81Nm7h9iIjeeusthEIhXpwvdpBg\\/rRYfrUox3MtlmBQVVUFIHpZbDqD1dOI40KCwSC3tBO9f5FgzyFyGu6iRYvQ1mK7TQiyvLwcq1evBnChm1ciLYszaF2wsgY6316a4f3330dFRUV7nVbrYfPmzXycMODuNJFZ7b8iVQH2t2EY9PHHH1NbJu+2OockIvrvf\\/+L6urqRmliGaQGWOa5LMsIBoMwTRM+nw+hUAjvvPOOZwNCUwJHjx6loUOHNnorO5prJt2XrusuA5D93qtXLzpw4ECb+SVblV0REX344Yf46quveNoU0xkVRWlU1J9B+0CWZZimyQ1AlgtgGAZOnDiBl19+GTU1Ne18lh4gHA7TmDFjuG6iqqrLxZDhkqmxIp8Dc7YbhkGaplGfPn3owIEDbcIhWxWVlZUEXCjXFB29YpQGKfBQOvtSFCWqz5b5JD\\/99NM2MW5aTWTX1NTQ0qVLeZ8aKSIDWuxXEwlJyJqWJImnWBmGwetkZFnmynbk9pEr3RHPdeTm5vLfNU3j90nsVd7UcWzb5iJb3Ja56Z5++mmeBteaaLX0M8uysHDhQk9aM7PusqzajhU41dfXQ9O0ZtPX0t2yZy+teB\\/FF1lVVR4UAMA7f7Ck3mTT+\\/x+Pz766COUl5cndZx40CoE6TgOrVu3DuvWrfPqePx3WZb5gHIAyMrKwtmzZz35nnRFOBzmVZa2bfNeRo7jtKhPUiQkSUJ1dTXWrFkDIiIp3cQOEdH9998fM\\/ULcSjZ4mLpakzRZtux9s3tnfzQ2kvsD8lWZPIFc2YznY\\/9negUh2j3n302fPjwlG0F3SQOHz5MhYWFVFhYGPMCm1rRsnmAC1lC7GdBQUG7GwOpsMSBm7quUyAQcL20XhAkS1x54403WtUn6TnrJSL6v\\/\\/7Pzz55JNQVZUbNBHbNH1SUbZnJQ85OTkYMWIETpw4gUAgAMuy0l5HTASxCriYKrNv3z4+BsTv96OhoSHp+69pGk\\/sGDFiBLZt24bWEtue65D19fVYsmQJDMPwrLE6I0a\\/349f\\/vKXePzxx\\/nNjqfhUrqpPJForrIwKysLsizj0KFDmD9\\/Pv7yl78ASKyVYVNgxzEMA59\\/\\/jm2bNkCx3FIluXUvrGWZdGePXsIuJBA4cXwTJwXS2PGjKHjx4+nnw7TRiAiKi8vp9zcXK7m+P1+T+6\\/qJv+\\/Oc\\/p3A4nPrPgYjod7\\/7Hb8Aplg3d0PEz5iDlinsorN23rx5Hb\\/WI0kQEY0ePbpZAkt0iVn5Xbt2pSNHjqT+cygrK6Phw4cT4DZAEiHIyP+LRLl3797UvwntDCKil156iWRZjpshNLciM\\/AlSaJnnnkmtZkDEdGiRYtc7B3Cm9XcDYmsH2FLks6N+bj22mtT+wakECorK2nYsGExO+wiQYIU92EWfMpXJhJdGIfGknEZZ4vnhkiS5CJI5m9jf\\/\\/nP\\/9J7RuQQrBtm\\/761796KrJxXn9kz6hXr160adMmSsnmVKFQiLZu3coJkXHIlr6hTEyLCnVFRUXqXXgKo6ysjAzDaFFVZ+RixxAln6qqNGvWrNRkEkREP\\/3pT3lEJbJ0s7kbEimqI\\/8eN25cal54CoOI6JprrmlRpCZyMY8Jk1hM8uXk5HheKuuJR7mhoQFr1qzh\\/qpYSQCxIG4vDslUVRUFBQWYOXOmF6fZqUBEuP\\/++z0pPxCrEnVd5x14q6ursXz5cqRCo1MO27Zp27ZtLnbOdA2xH2G8Vraop+Tk5NCgQYPo0KFDqXPBaYTq6mrq2bOnJzokq6Vn3JF1Px41alSbFoE1CyKiu+++m4trseFTvDOvIxMEdF3nx3nyySdTU3FOAzQ0NNCcOXNcemCspgCJrEgCnz9\\/fuqoVHv27OHdxyAYMoggznhWJAEbhkErV67MEGQLQUS0dOlS\\/hwiAxCRn8W7Igly6tSpqdEHiIjoueeecym\\/YmQlXg4J4ULFv0eOHEmnT59u\\/wtNY1RXV9Mtt9zieh6xfL7xrkiCLCws9KzmJimjJhQKYdWqVVBVFT6fz9XWRFEUV+uPpmu3ym8AAAjUSURBVMCMIZZdztLvJ0yYgK5duyZzip0e2dnZeOihhwBcGAAgjgXxIlPqzJkzeOedd9p31DER0QcffECFhYWNOCMSFAWiA5zpOfn5+bR9+\\/YMd\\/QAdXV1rm5pQGNXTiIrmpE0cOBAqqura1+CfPDBBxsRYGTEJd7uY5GRmTFjxqSOopzmICIaO3YsF9fwWIdkz3jz5s1JP7MW8+vKykqsW7fOxfp1XYeqqi7fI\\/NhNXsissz38\\/l8mDx5cktPLYMIOI6DRx99FIFAAAB4Ai8ATyZTMJVrwYIFqKysTPp4CYOIaMuWLa6wFCLeIk3TEjJqxLh37969aceOHRnu6CGIiHr37u3KAorVmbe5FU1kMwn36aefkm3bbfvsiIhuuukmrotEnmA8jvDI\\/4vd0R544IH21Uc6IEKhEP3pT3\\/iL3+k3p6M45wxE13X6e677277QrCTJ09SUVFRzAtKlCDFNxYArVy5MjX8Wh0Mn332GRUVFXFfMeOQXmUDAaDvfOc7dPDgwbZ7dkREr7\\/+epME1lKC9Pv9dPHFF1NtbW2GGFsBjuPQjBkzoqpJyRKkGG174YUXWmzcJGzU1NTUYNGiRfxvL0YAm6YJXddhmiZmzJjRsfoRphgmTJgA4Jzh6GW7a8dxuO952bJlnh23uS+l5cuXu2ameKFDyvKFIUCff\\/55Rn9sRZSUlFDv3r1dte7JckjGHdm++fn5tGfPntYP+RIRTZs2jROi6MvyQmQXFRWlVuZIB0QwGKTHHnuMW8YtqQqNXJIkuYwkwzDosccea30\\/8tGjR6lr166cGKO9XS0hSLbN3LlzM87wVobjOLRhwwbKzs6OOdoYLTRoxOlpF110UYuK8uLWIU3TpN27d+PMmTPQNI2PpPAiFkpEuOiii3DXXXclfawMmoYsy9I111yDQYMGuYIRXiAnJwfAOZugtLQUH3\\/8MVrNJ0lEdP3110d1FyBOX5WYBsXeJsMwyDCMTFVhGyIUCtFTTz3l4mhiIysIzy3e4Ea0IVhXX31163lMDh8+TF26dHGdYCJefpFwdV1vNBrk17\\/+dYYg2xCffvopFRUVNco1EMfLJbLEXAb2Wc+ePWnJkiVUU1Pj7XMlIl5Wmey4X1mWOTGyC+\\/SpQtt2bIlQ5BtCNu2aerUqTGTX1rabjtyv8mTJ3tvbZeXl9PVV1\\/t6tfDLiTebJ5IIgQu1GVMmTIlY123MYiIFi9ezN1uqqo2W\\/0Zz4rsW9mtWzdvn61pmvTqq6+Sruuu+dZMdMfLMcU668gLLi4uznDHdsDp06fp0ksv5c8i2rOMh0tG9u2UJIl7YiRJogULFngXCiYiuvnmmzmHY8VcSEJ8G4bBibtr167e6xgZxAUiol\\/84heuZ9MSHTIy2ZcRMWNaw4YN865b2tdff00+n4\\/3dGFtlMUTaG6JUR2cJ0j2BqVs94NOACKiL774ggoKClyRm0RHOrN9RasdEerc+++\\/n\\/xzNk2T\\/vnPf\\/IvYcQougfieZtE40X8PC8vj9544w1KqULzTgYioqFDh\\/KWzYB7OGoiUpDpjuw5ixxzwoQJZJpmcs+5urqaRo4c6YrIxHty4mLpToqiuFp7fO9736Pzw5UyaCc4jkNPP\\/00f1Yi04g38ha5om3fo0ePuCbLxgyzEBHt2rUL27dvT\\/qiQ6EQnycTDod5deHEiRO5dz+D9oEsy9Jtt92GQYMGQdM01NbWQtd1GIbR4oHw0VBZWYl333235ZlcoVCIB+GT5ZCIePOYSNi6dWuGO6YAiIieeOKJRro++z1ZDsl0yssuu6zl6tnBgwepR48elJOT4wlBii4Bn89HV1xxBVVVVWUIMgUQDodpy5YtURmHFyJbtMLXrl2buHFj2za9+OKLUdsyN3cyzS1mrf\\/tb3\\/LtEhJIVRVVVH\\/\\/v1dvX9YjqoXOiT7OXPmzMQJkojoxhtvpG7dunlGkIxtM0v91KlTGWJMIZimSc8++6yLqMRASDIEyRibqqrk9\\/uppKQk\\/mdPRLR7927y+\\/1UUFDATflkCFKMXxuGQcOHD8\\/4HlMQp0+fpoKCAs48VFX1ZDQde\\/bsuE899VTMqoBGVrZpmnjttdfQ0NCAiooKT6wsXddhWRYURYHjOJg8ebJnQ5Uy8A65ubkoKipCdnY2APcEr2QgNjyVJAlLly5FaWlpfDufPHmSunbtyuuk2Ry9ZHUIZsENGDCAysvLM9wxBWHbtquiVBxumoyEFJ3rLInjhRdeaD6cGAwGac2aNa7yyJYUAUVuzxzjmqbRnXfemYnMpDAOHDhAQ4cOdemPXrn9RMIcPHhw1IYCLpEdCoVQXFzMyyMDgYBrVnVLIfb3mTBhgielsxm0Di6\\/\\/HLMnDkTwWAQgHfzEtkcb+CcKrBnzx6UlJQ03cLv4MGD1KdPn0Zi1guRrWkaXXLJJRlxnQbYv38\\/N0K84JDiuGQ2NtDv99Nvf\\/vb2MYtEdHzzz\\/PdxRLFbwgSAD0q1\\/9KmNdpwHYSBF4JLKZCijLsmuWUVFREZWVlcUmyFGjRkUdlu6VDnngwIH0mCLayUFE9Nprr7k4mleBEXHYPABavHhxYyblOA599NFHjTYWw33J+qGGDh2a4Y5phFOnTlGvXr08I0jRoGEiPBAI0Pjx411qnAycG1y0ZMkSAAARoUuXLgDgiUEDnDNqbrrpJk98Whm0DXJycnD11VfH3XC2OciyDFmWoWka6uvrAZwzdFavXo2dO3fi7NmzF5jViRMnOHsWMz3EER9NrWgBeHH5fD5at25dhkOmESzLovfeey9qq5VEJSarDhCXWAw2atQoThsqABw\\/fhyFhYWorKyEbdvIysqCpmlwHAe2bTebw9bcW\\/T444\\/jyiuvhCQJM+QySGmoqiqdPHmSfvazn+HZZ59tctvmXEPR6EPkTbZtc64pnf8nlZeXo3v37ggGg1BVFbW1tbAsCwUFBc2KWjZuIha+\\/fZb9OrVK0OQaQYiorKyMhQUFDS5HfMvxkI0ghUJMhwOIxAIQFGUDH1kkFr4f8fvtBFAlHJSAAAAAElFTkSuQmCC\"},{\"id\":\"962593f6-7e6a-4ebf-8e9e-35bece5ff265\",\"height\":30.76,\"width\":28.61,\"perimeter\":118.18,\"area\":347.85,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"ebc550de-af2c-464f-8d1a-38c7b33a28cf\",\"height\":31.83,\"width\":27.18,\"perimeter\":159.51,\"area\":261.82,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"b2e761d5-c96e-4843-9589-8c8d5e1856ec\",\"height\":31.83,\"width\":24.5,\"perimeter\":180.24,\"area\":301.73,\"image\":\"data:image\\/png;base64,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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"203.67","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":107.46,"width_of_line_2":204.3,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":11,"perimeter_of_sign":129.02,"nested_area":59.15,"occupied_area":27.1,"avg_char_height":"Greater than 24 inches","width_of_sign":"203.67","width_of_smaller_line":107.46,"other_dimension_of_sign":74.21,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1433}},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"17.0459"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"261.355458"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"4.06413"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"28.6153458"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":23.712500000000002},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":230.181042},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"4.732"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"226.01215"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

  application == application_interior && perimeter_of_sign / 3.2 <= 5,

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"1.485"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"7.6615"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0125429128396},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":12.542912839600001},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0009961990891666668},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.9961990891666668},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.009502206696666668},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":9.502206696666667},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.019529340306667"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"19.529340306667"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00947820874"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"9.47820874"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0126909068"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"12.6909068"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.0010126077866667"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"1.0126077866667"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":13.150476451753406},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":44.3625},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"44.954"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"7.6909037180295"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":928.7308545105205,"totalDenseWeight_before_formula":105.22818610028828},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1021.6039399615727},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":11,"totalDenseWeight":115.75100471031712},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":11,"sign_depth":"1"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":22.89,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":25.39,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":28.61,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":28.61,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":27.18,"height":31.83,"depth":"1"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":24.5,"height":31.83,"depth":"1"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":27,"height":31.83,"depth":"1"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":22.89,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":24.14,"height":31.29,"depth":"1"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":19.31,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":23.25,"height":30.76,"depth":"1"},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775567077_f870004c27c5516a83432496818feff9","bins_packed":[{"bin_data":{"w":28.91,"h":32.13,"d":14.3,"id":"unique","used_space":85.1848,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":32.13,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3dac378e37fc6db3f07ffc901d5180e6/1775567077-2913-7855577.svg","items":[{"id":"item-3","w":28.91,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3dac378e37fc6db3f07ffc901d5180e6/1775567077-2905-6824570.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-4","w":28.91,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3dac378e37fc6db3f07ffc901d5180e6/1775567077-2907-2915398.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":25.69,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3dac378e37fc6db3f07ffc901d5180e6/1775567077-2908-2117461.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-11","w":23.55,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3dac378e37fc6db3f07ffc901d5180e6/1775567077-2908-5221870.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-1","w":23.19,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3dac378e37fc6db3f07ffc901d5180e6/1775567077-2909-8997793.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":23.19,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3dac378e37fc6db3f07ffc901d5180e6/1775567077-2909-3761227.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-10","w":19.61,"h":31.06,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3dac378e37fc6db3f07ffc901d5180e6/1775567077-291-7382310.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-9","w":24.44,"h":31.59,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3dac378e37fc6db3f07ffc901d5180e6/1775567077-2911-8863879.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-5","w":27.48,"h":32.13,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3dac378e37fc6db3f07ffc901d5180e6/1775567077-2911-1312055.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":27.3,"h":32.13,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3dac378e37fc6db3f07ffc901d5180e6/1775567077-2912-7278395.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-6","w":24.8,"h":32.13,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260407/3dac378e37fc6db3f07ffc901d5180e6/1775567077-2913-9099661.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}}]}],"errors":[],"status":1,"not_packed_items":[]}}},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:36] local.INFO: Box added from packed bin {"data":{"length":14.3,"width":28.91,"height":32.13,"denseWeight":115.75100471031712},"timestamp":"2026-04-07 13:04:36"} 
[2026-04-07 13:04:37] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":16.3,"width":30.91,"height":34.38},"quantity":1,"denseWeight":115.75100471031712}],"cheapestShippingCost":1251.8448662553142,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":16.3,"width":30.91,"height":34.38},"denseWeight":115.75100471031712,"volumetricWeight":57,"higherWeight":115.75100471031712,"quantity":1}],"totalHigherWeight":115.75100471031712,"DS":0,"rate":1512.9957521290828,"tariffAndDS":1512.9957521290828,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2624.9803507329334,"totalShipmentCostFormula":"((tariffAndDS (1512.9957521291) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 2624.98","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":16.3,"width":30.91,"height":34.38},"denseWeight":115.75100471031712,"volumetricWeight":57,"higherWeight":115.75100471031712,"quantity":1}],"totalHigherWeight":115.75100471031712,"DS":0,"rate":847.4073544795214,"tariffAndDS":847.4073544795214,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1551.7856183627803,"totalShipmentCostFormula":"((tariffAndDS (847.40735447952) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1551.79","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":16.3,"width":30.91,"height":34.38},"denseWeight":115.75100471031712,"volumetricWeight":57,"higherWeight":115.75100471031712,"quantity":1}],"totalHigherWeight":115.75100471031712,"DS":0,"rate":1136.8448662553142,"tariffAndDS":1136.8448662553142,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1251.8448662553142,"totalShipmentCostFormula":"(((tariffAndDS (1136.8448662553) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1251.8448662553","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":16.3,"width":30.91,"height":34.38},"denseWeight":115.75100471031712,"volumetricWeight":57,"higherWeight":115.75100471031712,"quantity":1}],"totalHigherWeight":115.75100471031712,"DS":0,"rate":752.3815306170612,"tariffAndDS":752.3815306170612,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1398.5659799669495,"totalShipmentCostFormula":"((tariffAndDS (752.38153061706) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 1398.57","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":16.3,"width":30.91,"height":34.38},"denseWeight":115.75100471031712,"volumetricWeight":57,"higherWeight":115.75100471031712,"quantity":1}],"totalHigherWeight":115.75100471031712,"DS":0,"rate":1178.3452279510282,"tariffAndDS":1178.3452279510282,"fuelSurcharge":"0.47","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2009.314282702093,"totalShipmentCostFormula":"(( tariffAndDS (1178.345227951) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.47)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 2009.3142827021","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS 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[2026-04-07 13:04:37] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 13:04:37"} 
[2026-04-07 13:04:37] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-07 13:04:37"} 
[2026-04-07 13:04:37] local.INFO: Final API Response {"data":{"sign_width":"203.67","sign_height":74.21,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":44.954,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":7.6909037180295,"result":0,"sign_material":"Wood Lar 9''x132''","description":null,"sequence_no":43},{"variable_id":2,"dense_weight_expression":0,"result":0,"sign_material":"Miscalleneous (10%)","description":null,"sequence_no":44},{"variable_id":3,"dense_weight_expression":0,"result":0,"sign_material":"Where Wastage magnification factor for Sheets consumption is taken as","description":null,"sequence_no":45},{"variable_id":24,"dense_weight_expression":0,"result":"1","sign_material":"Flush/Stud mounted","description":"Sign to be Flush/Stud Mounted to the wall.","sequence_no":46},{"variable_id":25,"dense_weight_expression":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":0,"result":"0","sign_material":"Flat Backer (2mm)","description":null,"sequence_no":48},{"variable_id":27,"dense_weight_expression":0,"result":"0","sign_material":"Backerboard Cabinet (2\")","description":null,"sequence_no":49},{"variable_id":8,"dense_weight_expression":115.75100471031712,"result":1021.6039399615727,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"203.67","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":107.46,"width_of_line_2":204.3,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":31.5,"height_of_line_2":32.04,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":11,"perimeter_of_sign":129.02,"nested_area":59.15,"occupied_area":27.1,"avg_char_height":"Greater than 24 inches","width_of_sign":"203.67","width_of_smaller_line":107.46,"other_dimension_of_sign":74.21,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes","quotationId":1433},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1433},"timestamp":"2026-04-07 13:04:37"} 
[2026-04-07 13:04:37] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 13:04:37"} 
[2026-04-07 13:04:39] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":74.21,"sign_width":"203.67","dimensions":[{"id":"6d1b8b03-7d77-4980-9b85-fec4232e3954","height":30.76,"width":22.89},{"id":"a0c0c08a-085e-426c-b9d7-b91f070a90b1","height":30.76,"width":25.39},{"id":"b0d081b4-87cc-4b1c-9fda-041a05fe25d8","height":30.76,"width":28.61},{"id":"962593f6-7e6a-4ebf-8e9e-35bece5ff265","height":30.76,"width":28.61},{"id":"ebc550de-af2c-464f-8d1a-38c7b33a28cf","height":31.83,"width":27.18},{"id":"b2e761d5-c96e-4843-9589-8c8d5e1856ec","height":31.83,"width":24.5},{"id":"322708cb-ca9e-4ef2-81fa-9791a439a497","height":31.83,"width":27},{"id":"cfa531de-9853-4e90-83b1-0c2a21eef1e5","height":30.76,"width":22.89},{"id":"3aa75b1d-c1a0-4fcf-b261-d83cc4c2e256","height":31.29,"width":24.14},{"id":"09ea3aaa-f3a9-4f2b-a8ef-7e1246fc0c0c","height":30.76,"width":19.31},{"id":"1d6da270-7483-42c1-8538-8d40644bcb23","height":30.76,"width":23.25}]},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":74.21,"sign_width":"203.67","dimensions":[{"id":"6d1b8b03-7d77-4980-9b85-fec4232e3954","height":30.76,"width":22.89},{"id":"a0c0c08a-085e-426c-b9d7-b91f070a90b1","height":30.76,"width":25.39},{"id":"b0d081b4-87cc-4b1c-9fda-041a05fe25d8","height":30.76,"width":28.61},{"id":"962593f6-7e6a-4ebf-8e9e-35bece5ff265","height":30.76,"width":28.61},{"id":"ebc550de-af2c-464f-8d1a-38c7b33a28cf","height":31.83,"width":27.18},{"id":"b2e761d5-c96e-4843-9589-8c8d5e1856ec","height":31.83,"width":24.5},{"id":"322708cb-ca9e-4ef2-81fa-9791a439a497","height":31.83,"width":27},{"id":"cfa531de-9853-4e90-83b1-0c2a21eef1e5","height":30.76,"width":22.89},{"id":"3aa75b1d-c1a0-4fcf-b261-d83cc4c2e256","height":31.29,"width":24.14},{"id":"09ea3aaa-f3a9-4f2b-a8ef-7e1246fc0c0c","height":30.76,"width":19.31},{"id":"1d6da270-7483-42c1-8538-8d40644bcb23","height":30.76,"width":23.25}]}},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"6d1b8b03-7d77-4980-9b85-fec4232e3954","height":30.76,"width":22.89},{"id":"a0c0c08a-085e-426c-b9d7-b91f070a90b1","height":30.76,"width":25.39},{"id":"b0d081b4-87cc-4b1c-9fda-041a05fe25d8","height":30.76,"width":28.61},{"id":"962593f6-7e6a-4ebf-8e9e-35bece5ff265","height":30.76,"width":28.61},{"id":"ebc550de-af2c-464f-8d1a-38c7b33a28cf","height":31.83,"width":27.18},{"id":"b2e761d5-c96e-4843-9589-8c8d5e1856ec","height":31.83,"width":24.5},{"id":"322708cb-ca9e-4ef2-81fa-9791a439a497","height":31.83,"width":27},{"id":"cfa531de-9853-4e90-83b1-0c2a21eef1e5","height":30.76,"width":22.89},{"id":"3aa75b1d-c1a0-4fcf-b261-d83cc4c2e256","height":31.29,"width":24.14},{"id":"09ea3aaa-f3a9-4f2b-a8ef-7e1246fc0c0c","height":30.76,"width":19.31},{"id":"1d6da270-7483-42c1-8538-8d40644bcb23","height":30.76,"width":23.25}],"sign_height_raw":74.21,"sign_width_raw":"203.67"},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":75.0,"sign_width":204.0,"tax_factor":0.0887},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Dimension Calculation {"data":{"dim_id":"6d1b8b03-7d77-4980-9b85-fec4232e3954","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Dimension Calculation {"data":{"dim_id":"a0c0c08a-085e-426c-b9d7-b91f070a90b1","height":30.76,"width":25.39,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Dimension Calculation {"data":{"dim_id":"b0d081b4-87cc-4b1c-9fda-041a05fe25d8","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Dimension Calculation {"data":{"dim_id":"962593f6-7e6a-4ebf-8e9e-35bece5ff265","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Dimension Calculation {"data":{"dim_id":"ebc550de-af2c-464f-8d1a-38c7b33a28cf","height":31.83,"width":27.18,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Dimension Calculation {"data":{"dim_id":"b2e761d5-c96e-4843-9589-8c8d5e1856ec","height":31.83,"width":24.5,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Dimension Calculation {"data":{"dim_id":"322708cb-ca9e-4ef2-81fa-9791a439a497","height":31.83,"width":27,"ceilHeight":32.0,"ceilWidth":27.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Dimension Calculation {"data":{"dim_id":"cfa531de-9853-4e90-83b1-0c2a21eef1e5","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Dimension Calculation {"data":{"dim_id":"3aa75b1d-c1a0-4fcf-b261-d83cc4c2e256","height":31.29,"width":24.14,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":57,"sign_type_id":1,"heightOrWidth":"32.00","return":2,"price":409,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Dimension Calculation {"data":{"dim_id":"09ea3aaa-f3a9-4f2b-a8ef-7e1246fc0c0c","height":30.76,"width":19.31,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Dimension Calculation {"data":{"dim_id":"1d6da270-7483-42c1-8538-8d40644bcb23","height":30.76,"width":23.25,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":55,"sign_type_id":1,"heightOrWidth":"31.00","return":2,"price":392,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":11,"baseProductionCost":4380,"result":[{"id":"6d1b8b03-7d77-4980-9b85-fec4232e3954","height":30.76,"width":22.89,"depth":2,"price":392},{"id":"a0c0c08a-085e-426c-b9d7-b91f070a90b1","height":30.76,"width":25.39,"depth":2,"price":392},{"id":"b0d081b4-87cc-4b1c-9fda-041a05fe25d8","height":30.76,"width":28.61,"depth":2,"price":392},{"id":"962593f6-7e6a-4ebf-8e9e-35bece5ff265","height":30.76,"width":28.61,"depth":2,"price":392},{"id":"ebc550de-af2c-464f-8d1a-38c7b33a28cf","height":31.83,"width":27.18,"depth":2,"price":409},{"id":"b2e761d5-c96e-4843-9589-8c8d5e1856ec","height":31.83,"width":24.5,"depth":2,"price":409},{"id":"322708cb-ca9e-4ef2-81fa-9791a439a497","height":31.83,"width":27,"depth":2,"price":409},{"id":"cfa531de-9853-4e90-83b1-0c2a21eef1e5","height":30.76,"width":22.89,"depth":2,"price":392},{"id":"3aa75b1d-c1a0-4fcf-b261-d83cc4c2e256","height":31.29,"width":24.14,"depth":2,"price":409},{"id":"09ea3aaa-f3a9-4f2b-a8ef-7e1246fc0c0c","height":30.76,"width":19.31,"depth":2,"price":392},{"id":"1d6da270-7483-42c1-8538-8d40644bcb23","height":30.76,"width":23.25,"depth":2,"price":392}]},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":75.0},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":4.0,"PSUCost":197.96},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Total Production Cost and Tax {"data":{"productionCost":4577.96,"taxFactor":0.0887,"tax":406.065052},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Box Calculation Details {"data":{"breadth":81.0,"boxDepth":8,"oneBoxCapacity":-19.0,"noOfBoxes":-10.0,"noOfFullBoxes":-11.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-19.0,"widthOfHalfBox":-5.0},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":671.3093525179856,"shippingWeightInKG":304.44868594919984},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":304.44868594919984,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":12,"min":"281","max":"320","rate":"240","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":240,"defaultShippingRate":null},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":4380,"PSUCost":197.96,"tax":406.065052,"shippingRate":240,"miscellaenous":0,"signPrice":5224.025052},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"203.67","sign_height":74.21,"sign_depth":2,"totalCost":5224.025052,"TATDays":7,"baseProductionCost":4380,"productionCost":4577.96,"PSUCost":197.96,"tax":406.065052,"shippingCost":240,"uniqueReturns_count":2,"objects_count":11},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"6d1b8b03-7d77-4980-9b85-fec4232e3954","height":30.76,"width":22.89},{"id":"a0c0c08a-085e-426c-b9d7-b91f070a90b1","height":30.76,"width":25.39},{"id":"b0d081b4-87cc-4b1c-9fda-041a05fe25d8","height":30.76,"width":28.61},{"id":"962593f6-7e6a-4ebf-8e9e-35bece5ff265","height":30.76,"width":28.61},{"id":"ebc550de-af2c-464f-8d1a-38c7b33a28cf","height":31.83,"width":27.18},{"id":"b2e761d5-c96e-4843-9589-8c8d5e1856ec","height":31.83,"width":24.5},{"id":"322708cb-ca9e-4ef2-81fa-9791a439a497","height":31.83,"width":27},{"id":"cfa531de-9853-4e90-83b1-0c2a21eef1e5","height":30.76,"width":22.89},{"id":"3aa75b1d-c1a0-4fcf-b261-d83cc4c2e256","height":31.29,"width":24.14},{"id":"09ea3aaa-f3a9-4f2b-a8ef-7e1246fc0c0c","height":30.76,"width":19.31},{"id":"1d6da270-7483-42c1-8538-8d40644bcb23","height":30.76,"width":23.25}],"sign_height_raw":74.21,"sign_width_raw":"203.67"},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":75.0,"sign_width":204.0,"tax_factor":0.0887},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Dimension Calculation {"data":{"dim_id":"6d1b8b03-7d77-4980-9b85-fec4232e3954","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Dimension Calculation {"data":{"dim_id":"a0c0c08a-085e-426c-b9d7-b91f070a90b1","height":30.76,"width":25.39,"ceilHeight":31.0,"ceilWidth":26.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Dimension Calculation {"data":{"dim_id":"b0d081b4-87cc-4b1c-9fda-041a05fe25d8","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Dimension Calculation {"data":{"dim_id":"962593f6-7e6a-4ebf-8e9e-35bece5ff265","height":30.76,"width":28.61,"ceilHeight":31.0,"ceilWidth":29.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Dimension Calculation {"data":{"dim_id":"ebc550de-af2c-464f-8d1a-38c7b33a28cf","height":31.83,"width":27.18,"ceilHeight":32.0,"ceilWidth":28.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Dimension Calculation {"data":{"dim_id":"b2e761d5-c96e-4843-9589-8c8d5e1856ec","height":31.83,"width":24.5,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Dimension Calculation {"data":{"dim_id":"322708cb-ca9e-4ef2-81fa-9791a439a497","height":31.83,"width":27,"ceilHeight":32.0,"ceilWidth":27.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Dimension Calculation {"data":{"dim_id":"cfa531de-9853-4e90-83b1-0c2a21eef1e5","height":30.76,"width":22.89,"ceilHeight":31.0,"ceilWidth":23.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Dimension Calculation {"data":{"dim_id":"3aa75b1d-c1a0-4fcf-b261-d83cc4c2e256","height":31.29,"width":24.14,"ceilHeight":32.0,"ceilWidth":25.0,"biggerDimension":32.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":58,"sign_type_id":1,"heightOrWidth":"32.00","return":3,"price":429,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Dimension Calculation {"data":{"dim_id":"09ea3aaa-f3a9-4f2b-a8ef-7e1246fc0c0c","height":30.76,"width":19.31,"ceilHeight":31.0,"ceilWidth":20.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Dimension Calculation {"data":{"dim_id":"1d6da270-7483-42c1-8538-8d40644bcb23","height":30.76,"width":23.25,"ceilHeight":31.0,"ceilWidth":24.0,"biggerDimension":31.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":56,"sign_type_id":1,"heightOrWidth":"31.00","return":3,"price":412,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":11,"baseProductionCost":4600,"result":[{"id":"6d1b8b03-7d77-4980-9b85-fec4232e3954","height":30.76,"width":22.89,"depth":3,"price":412},{"id":"a0c0c08a-085e-426c-b9d7-b91f070a90b1","height":30.76,"width":25.39,"depth":3,"price":412},{"id":"b0d081b4-87cc-4b1c-9fda-041a05fe25d8","height":30.76,"width":28.61,"depth":3,"price":412},{"id":"962593f6-7e6a-4ebf-8e9e-35bece5ff265","height":30.76,"width":28.61,"depth":3,"price":412},{"id":"ebc550de-af2c-464f-8d1a-38c7b33a28cf","height":31.83,"width":27.18,"depth":3,"price":429},{"id":"b2e761d5-c96e-4843-9589-8c8d5e1856ec","height":31.83,"width":24.5,"depth":3,"price":429},{"id":"322708cb-ca9e-4ef2-81fa-9791a439a497","height":31.83,"width":27,"depth":3,"price":429},{"id":"cfa531de-9853-4e90-83b1-0c2a21eef1e5","height":30.76,"width":22.89,"depth":3,"price":412},{"id":"3aa75b1d-c1a0-4fcf-b261-d83cc4c2e256","height":31.29,"width":24.14,"depth":3,"price":429},{"id":"09ea3aaa-f3a9-4f2b-a8ef-7e1246fc0c0c","height":30.76,"width":19.31,"depth":3,"price":412},{"id":"1d6da270-7483-42c1-8538-8d40644bcb23","height":30.76,"width":23.25,"depth":3,"price":412}]},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":75.0},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":4.0,"PSUCost":197.96},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Total Production Cost and Tax {"data":{"productionCost":4797.96,"taxFactor":0.0887,"tax":425.579052},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Box Calculation Details {"data":{"breadth":81.0,"boxDepth":8,"oneBoxCapacity":-19.0,"noOfBoxes":-10.0,"noOfFullBoxes":-11.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-19.0,"widthOfHalfBox":-5.0},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":671.3093525179856,"shippingWeightInKG":304.44868594919984},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":304.44868594919984,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":12,"min":"281","max":"320","rate":"240","created_at":null,"updated_at":null}}},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":240,"defaultShippingRate":null},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":4600,"PSUCost":197.96,"tax":425.579052,"shippingRate":240,"miscellaenous":0,"signPrice":5463.539052},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"203.67","sign_height":74.21,"sign_depth":3,"totalCost":5463.539052,"TATDays":7,"baseProductionCost":4600,"productionCost":4797.96,"PSUCost":197.96,"tax":425.579052,"shippingCost":240,"uniqueReturns_count":2,"objects_count":11},"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:39] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-07 13:04:39"} 
[2026-04-07 13:04:40] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":74.21,"sign_width":"203.67","shipping_weight":115.75100471031712,"shape":"rectangular","dimensions":[{"id":"6d1b8b03-7d77-4980-9b85-fec4232e3954","height":30.76,"width":22.89},{"id":"a0c0c08a-085e-426c-b9d7-b91f070a90b1","height":30.76,"width":25.39},{"id":"b0d081b4-87cc-4b1c-9fda-041a05fe25d8","height":30.76,"width":28.61},{"id":"962593f6-7e6a-4ebf-8e9e-35bece5ff265","height":30.76,"width":28.61},{"id":"ebc550de-af2c-464f-8d1a-38c7b33a28cf","height":31.83,"width":27.18},{"id":"b2e761d5-c96e-4843-9589-8c8d5e1856ec","height":31.83,"width":24.5},{"id":"322708cb-ca9e-4ef2-81fa-9791a439a497","height":31.83,"width":27},{"id":"cfa531de-9853-4e90-83b1-0c2a21eef1e5","height":30.76,"width":22.89},{"id":"3aa75b1d-c1a0-4fcf-b261-d83cc4c2e256","height":31.29,"width":24.14},{"id":"09ea3aaa-f3a9-4f2b-a8ef-7e1246fc0c0c","height":30.76,"width":19.31},{"id":"1d6da270-7483-42c1-8538-8d40644bcb23","height":30.76,"width":23.25}]}},"timestamp":"2026-04-07 13:04:40"} 
[2026-04-07 13:04:40] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-07 13:04:40"} 
[2026-04-07 13:04:40] local.INFO: Input Parameters {"data":{"dimensions_count":11,"shape":"rectangular"},"timestamp":"2026-04-07 13:04:40"} 
[2026-04-07 13:04:40] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-07 13:04:40"} 
[2026-04-07 13:04:40] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-07 13:04:40"} 
[2026-04-07 13:04:40] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-07 13:04:40"} 
[2026-04-07 13:04:40] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-07 13:04:40"} 
[2026-04-07 13:04:40] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-07 13:04:40"} 
[2026-04-07 13:04:40] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-07 13:04:40"} 
[2026-04-07 13:04:40] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":2394.7000000000003,"dimensions_count":11},"timestamp":"2026-04-07 13:04:40"}