[2026-04-14 10:25:48] 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\\php496A.tmp"}},"file_present":true},"timestamp":"2026-04-14 10:25:48"} 
[2026-04-14 10:25:49] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-14 10:25:49"} 
[2026-04-14 10:25:51] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":8},"timestamp":"2026-04-14 10:25:51"} 
[2026-04-14 10:25:51] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":8},"timestamp":"2026-04-14 10:25:51"} 
[2026-04-14 10:25:51] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":8},"timestamp":"2026-04-14 10:25:51"} 
[2026-04-14 10:25:51] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":8},"timestamp":"2026-04-14 10:25:51"} 
[2026-04-14 10:25:51] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-14 10:25:51"} 
[2026-04-14 10:25:51] 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":"2026-04-14 10:25:51"} 
[2026-04-14 10:25:51] 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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10:25:51"} 
[2026-04-14 10:25:51] local.INFO: Nested area calculated {"data":{"nestedArea":2277.5822},"timestamp":"2026-04-14 10:25:51"} 
[2026-04-14 10:25:52] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"85e86476-06c5-4848-8351-d859d4e79b6a","height":18.67,"width":35.2,"perimeter":133.79,"area":264.21,"image":"data:image/png;base64,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"},{"id":"aef8f03f-b68f-4364-a422-f1e772c2e824","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":"0ea1f609-9329-4d03-8374-01ada20b1280","height":18.4,"width":16.8,"perimeter":115.99,"area":177.21,"image":"data:image/png;base64,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"},{"id":"4603adfe-50ff-4d7e-a837-28cca856b3b5","height":19.73,"width":18.4,"perimeter":100.54,"area":151.11,"image":"data:image/png;base64,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"},{"id":"202d1c43-825f-4e22-9a70-f8c75be2c480","height":8.27,"width":8,"perimeter":51.64,"area":36.98,"image":"data:image/png;base64,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"},{"id":"adba8e86-d0dc-4943-8244-af2ae9591d41","height":8.27,"width":8,"perimeter":44.4,"area":31.72,"image":"data:image/png;base64,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"},{"id":"690f0a7f-5f54-460b-af6c-2ea599b3c9b2","height":8.27,"width":8.53,"perimeter":32.06,"area":21.8,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-14 10:25:52"} 
[2026-04-14 10:25:52] local.INFO: Number of letters detected {"data":{"noOfLetters":8},"timestamp":"2026-04-14 10:25:52"} 
[2026-04-14 10:25:52] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":656.9300000000001,"perimeter_in_feet":54.74},"timestamp":"2026-04-14 10:25:52"} 
[2026-04-14 10:25:52] 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":"2026-04-14 10:25:52"} 
[2026-04-14 10:25:52] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":7.28},"timestamp":"2026-04-14 10:25:52"} 
[2026-04-14 10:25:52] local.INFO: Average character height calculated {"data":{"avgCharHeight":14.96875},"timestamp":"2026-04-14 10:25:52"} 
[2026-04-14 10:25:52] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":450.0,"originalHeight":119.0,"ratio":3.7815126050420167},"timestamp":"2026-04-14 10:25:52"} 
[2026-04-14 10:25:52] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":31.73},"timestamp":"2026-04-14 10:25:52"} 
[2026-04-14 10:25:53] 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":"85e86476-06c5-4848-8351-d859d4e79b6a","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":"aef8f03f-b68f-4364-a422-f1e772c2e824","height":18.67,"width":15.73,"perimeter":67.99,"area":96.64,"image":"data:image/png;base64,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"},{"id":"4603adfe-50ff-4d7e-a837-28cca856b3b5","height":19.73,"width":18.4,"perimeter":100.54,"area":151.11,"image":"data:image/png;base64,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10:25:53"} 
[2026-04-14 10:25:55] 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":1439,"no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":29.16,"width_of_line_2":120.42,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":8.37,"height_of_line_2":20.25,"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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\\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\"},{\"id\":\"202d1c43-825f-4e22-9a70-f8c75be2c480\",\"height\":8.27,\"width\":8,\"perimeter\":51.64,\"area\":36.98,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"adba8e86-d0dc-4943-8244-af2ae9591d41\",\"height\":8.27,\"width\":8,\"perimeter\":44.4,\"area\":31.72,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"690f0a7f-5f54-460b-af6c-2ea599b3c9b2\",\"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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":29.16,"width_of_line_2":120.42,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":8.37,"height_of_line_2":20.25,"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":29.16,"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":1439}},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"0"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"0"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"3.66184"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"45.7647288"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"1.72431"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"12.1407846"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":6.37},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"1.2656"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"60.44822"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"1.118"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"40.6093"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"0"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"0"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"1.08"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"5.572"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":0.003923974978000001},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":3.9239749780000004},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":0.0003116549041666667},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":0.3116549041666667},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":0.0029727083166666674},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":2.972708316666667},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"0.0061096368666667"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"6.1096368666667"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"0.0029652007"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2.9652007"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"0.003970274"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"3.970274"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"0.00031678826666667"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"0.31678826666667"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":4.114047606433341},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":11.865},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"12.0232"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"3.9774363602703"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] 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":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":263.64753263859996,"totalDenseWeight_before_formula":31.240956598302464},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":290.01228590245995},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":8,"totalDenseWeight":34.365052258132714},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":8,"sign_depth":"1"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":23.2,"height":19.47,"depth":"1"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":35.2,"height":18.67,"depth":"1"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":15.73,"height":18.67,"depth":"1"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":16.8,"height":18.4,"depth":"1"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":18.4,"height":19.73,"depth":"1"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":8,"height":8.27,"depth":"1"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":8,"height":8.27,"depth":"1"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":8.53,"height":8.27,"depth":"1"},"timestamp":"2026-04-14 10:25:55"} 
[2026-04-14 10:25:57] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1776162358_791a199cf5044f0683baecfb65572b85","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/20260414/6c1acb2214813c33be23c4fee91c65bd/1776162358-0643-8040109.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/20260414/6c1acb2214813c33be23c4fee91c65bd/1776162358-0637-5488823.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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/20260414/6c1acb2214813c33be23c4fee91c65bd/1776162358-0639-3323244.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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/20260414/6c1acb2214813c33be23c4fee91c65bd/1776162358-064-1534800.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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/20260414/6c1acb2214813c33be23c4fee91c65bd/1776162358-064-9882650.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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/20260414/6c1acb2214813c33be23c4fee91c65bd/1776162358-0641-3592020.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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/20260414/6c1acb2214813c33be23c4fee91c65bd/1776162358-0642-1964045.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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/20260414/6c1acb2214813c33be23c4fee91c65bd/1776162358-0642-6661538.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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/20260414/6c1acb2214813c33be23c4fee91c65bd/1776162358-0643-3769176.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-04-14 10:25:57"} 
[2026-04-14 10:25:57] local.INFO: Box added from packed bin {"data":{"length":6.5,"width":35.5,"height":20.03,"denseWeight":34.365052258132714},"timestamp":"2026-04-14 10:25:57"} 
[2026-04-14 10:25:58] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":8.5,"width":37.5,"height":22.28},"quantity":1,"denseWeight":34.365052258132714}],"cheapestShippingCost":367.3460643488131,"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":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":786.7026705326872,"totalShipmentCostFormula":"(tariffAndDS (439.51503928477) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 786.7","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":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":468.5550723320145,"totalShipmentCostFormula":"(tariffAndDS (251.66218252953) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 468.56","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":8.591263064533178,"rate":"236.06","tariffAndDS":244.65126306453317,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":367.3460643488131,"totalShipmentCostFormula":"((tariffAndDS (244.65126306453) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (30) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 367.34606434881","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":223.37283967786263,"tariffAndDS":223.37283967786263,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":420.64424127842807,"totalShipmentCostFormula":"(tariffAndDS (223.37283967786) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 420.64","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":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":639.5374714097027,"totalShipmentCostFormula":"((tariffAndDS (372.51716647816) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 639.5374714097","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) + Custom Duty (0) + DDP (0) + isRemotePrice (0) ) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) = 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) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (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) + Custom Duty (0) + DDP (0) + isRemotePrice (0) ) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) = 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) + Custom Duty (0) + DDP (0) + isRemotePrice (0) ) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) = 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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[2026-04-14 10:25:58] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 10:25:58"} 
[2026-04-14 10:25:58] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 10:25:58"} 
[2026-04-14 10:25:58] 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":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":29.16,"width_of_line_2":120.42,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":8.37,"height_of_line_2":20.25,"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":29.16,"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":1439},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1439},"timestamp":"2026-04-14 10:25:58"} 
[2026-04-14 10:25:58] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-14 10:25:58"} 
[2026-04-14 10:26:00] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] 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":"24f38eaf-be4e-4408-bda3-21e9e088ca23","height":19.47,"width":23.2},{"id":"85e86476-06c5-4848-8351-d859d4e79b6a","height":18.67,"width":35.2},{"id":"aef8f03f-b68f-4364-a422-f1e772c2e824","height":18.67,"width":15.73},{"id":"0ea1f609-9329-4d03-8374-01ada20b1280","height":18.4,"width":16.8},{"id":"4603adfe-50ff-4d7e-a837-28cca856b3b5","height":19.73,"width":18.4},{"id":"202d1c43-825f-4e22-9a70-f8c75be2c480","height":8.27,"width":8},{"id":"adba8e86-d0dc-4943-8244-af2ae9591d41","height":8.27,"width":8},{"id":"690f0a7f-5f54-460b-af6c-2ea599b3c9b2","height":8.27,"width":8.53}]},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] 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":31.73,"sign_width":"120","dimensions":[{"id":"24f38eaf-be4e-4408-bda3-21e9e088ca23","height":19.47,"width":23.2},{"id":"85e86476-06c5-4848-8351-d859d4e79b6a","height":18.67,"width":35.2},{"id":"aef8f03f-b68f-4364-a422-f1e772c2e824","height":18.67,"width":15.73},{"id":"0ea1f609-9329-4d03-8374-01ada20b1280","height":18.4,"width":16.8},{"id":"4603adfe-50ff-4d7e-a837-28cca856b3b5","height":19.73,"width":18.4},{"id":"202d1c43-825f-4e22-9a70-f8c75be2c480","height":8.27,"width":8},{"id":"adba8e86-d0dc-4943-8244-af2ae9591d41","height":8.27,"width":8},{"id":"690f0a7f-5f54-460b-af6c-2ea599b3c9b2","height":8.27,"width":8.53}]}},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"24f38eaf-be4e-4408-bda3-21e9e088ca23","height":19.47,"width":23.2},{"id":"85e86476-06c5-4848-8351-d859d4e79b6a","height":18.67,"width":35.2},{"id":"aef8f03f-b68f-4364-a422-f1e772c2e824","height":18.67,"width":15.73},{"id":"0ea1f609-9329-4d03-8374-01ada20b1280","height":18.4,"width":16.8},{"id":"4603adfe-50ff-4d7e-a837-28cca856b3b5","height":19.73,"width":18.4},{"id":"202d1c43-825f-4e22-9a70-f8c75be2c480","height":8.27,"width":8},{"id":"adba8e86-d0dc-4943-8244-af2ae9591d41","height":8.27,"width":8},{"id":"690f0a7f-5f54-460b-af6c-2ea599b3c9b2","height":8.27,"width":8.53}],"sign_height_raw":31.73,"sign_width_raw":"120"},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":32.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Dimension Calculation {"data":{"dim_id":"24f38eaf-be4e-4408-bda3-21e9e088ca23","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":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Dimension Calculation {"data":{"dim_id":"85e86476-06c5-4848-8351-d859d4e79b6a","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":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Dimension Calculation {"data":{"dim_id":"aef8f03f-b68f-4364-a422-f1e772c2e824","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":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Dimension Calculation {"data":{"dim_id":"0ea1f609-9329-4d03-8374-01ada20b1280","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":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Dimension Calculation {"data":{"dim_id":"4603adfe-50ff-4d7e-a837-28cca856b3b5","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":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Dimension Calculation {"data":{"dim_id":"202d1c43-825f-4e22-9a70-f8c75be2c480","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":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Dimension Calculation {"data":{"dim_id":"adba8e86-d0dc-4943-8244-af2ae9591d41","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":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Dimension Calculation {"data":{"dim_id":"690f0a7f-5f54-460b-af6c-2ea599b3c9b2","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":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":8,"baseProductionCost":1545,"result":[{"id":"24f38eaf-be4e-4408-bda3-21e9e088ca23","height":19.47,"width":23.2,"depth":2,"price":264},{"id":"85e86476-06c5-4848-8351-d859d4e79b6a","height":18.67,"width":35.2,"depth":2,"price":492},{"id":"aef8f03f-b68f-4364-a422-f1e772c2e824","height":18.67,"width":15.73,"depth":2,"price":187},{"id":"0ea1f609-9329-4d03-8374-01ada20b1280","height":18.4,"width":16.8,"depth":2,"price":187},{"id":"4603adfe-50ff-4d7e-a837-28cca856b3b5","height":19.73,"width":18.4,"depth":2,"price":199},{"id":"202d1c43-825f-4e22-9a70-f8c75be2c480","height":8.27,"width":8,"depth":2,"price":72},{"id":"adba8e86-d0dc-4943-8244-af2ae9591d41","height":8.27,"width":8,"depth":2,"price":72},{"id":"690f0a7f-5f54-460b-af6c-2ea599b3c9b2","height":8.27,"width":8.53,"depth":2,"price":72}]},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1693.47,"taxFactor":0.0887,"tax":150.210789},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] 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":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":288.69064748201436,"shippingWeightInKG":130.9254637106641},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] 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":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1545,"PSUCost":148.47,"tax":150.210789,"shippingRate":130,"miscellaenous":0,"signPrice":1973.680789},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] 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":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"24f38eaf-be4e-4408-bda3-21e9e088ca23","height":19.47,"width":23.2},{"id":"85e86476-06c5-4848-8351-d859d4e79b6a","height":18.67,"width":35.2},{"id":"aef8f03f-b68f-4364-a422-f1e772c2e824","height":18.67,"width":15.73},{"id":"0ea1f609-9329-4d03-8374-01ada20b1280","height":18.4,"width":16.8},{"id":"4603adfe-50ff-4d7e-a837-28cca856b3b5","height":19.73,"width":18.4},{"id":"202d1c43-825f-4e22-9a70-f8c75be2c480","height":8.27,"width":8},{"id":"adba8e86-d0dc-4943-8244-af2ae9591d41","height":8.27,"width":8},{"id":"690f0a7f-5f54-460b-af6c-2ea599b3c9b2","height":8.27,"width":8.53}],"sign_height_raw":31.73,"sign_width_raw":"120"},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":32.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Dimension Calculation {"data":{"dim_id":"24f38eaf-be4e-4408-bda3-21e9e088ca23","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":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Dimension Calculation {"data":{"dim_id":"85e86476-06c5-4848-8351-d859d4e79b6a","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":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Dimension Calculation {"data":{"dim_id":"aef8f03f-b68f-4364-a422-f1e772c2e824","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":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Dimension Calculation {"data":{"dim_id":"0ea1f609-9329-4d03-8374-01ada20b1280","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":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Dimension Calculation {"data":{"dim_id":"4603adfe-50ff-4d7e-a837-28cca856b3b5","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":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Dimension Calculation {"data":{"dim_id":"202d1c43-825f-4e22-9a70-f8c75be2c480","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":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Dimension Calculation {"data":{"dim_id":"adba8e86-d0dc-4943-8244-af2ae9591d41","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":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Dimension Calculation {"data":{"dim_id":"690f0a7f-5f54-460b-af6c-2ea599b3c9b2","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":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":8,"baseProductionCost":1622,"result":[{"id":"24f38eaf-be4e-4408-bda3-21e9e088ca23","height":19.47,"width":23.2,"depth":3,"price":277},{"id":"85e86476-06c5-4848-8351-d859d4e79b6a","height":18.67,"width":35.2,"depth":3,"price":516},{"id":"aef8f03f-b68f-4364-a422-f1e772c2e824","height":18.67,"width":15.73,"depth":3,"price":196},{"id":"0ea1f609-9329-4d03-8374-01ada20b1280","height":18.4,"width":16.8,"depth":3,"price":196},{"id":"4603adfe-50ff-4d7e-a837-28cca856b3b5","height":19.73,"width":18.4,"depth":3,"price":209},{"id":"202d1c43-825f-4e22-9a70-f8c75be2c480","height":8.27,"width":8,"depth":3,"price":76},{"id":"adba8e86-d0dc-4943-8244-af2ae9591d41","height":8.27,"width":8,"depth":3,"price":76},{"id":"690f0a7f-5f54-460b-af6c-2ea599b3c9b2","height":8.27,"width":8.53,"depth":3,"price":76}]},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":32.0},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"1.08"},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1770.47,"taxFactor":0.0887,"tax":157.04068900000001},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] 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":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":288.69064748201436,"shippingWeightInKG":130.9254637106641},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] 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":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1622,"PSUCost":148.47,"tax":157.04068900000001,"shippingRate":130,"miscellaenous":0,"signPrice":2057.5106889999997},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] 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":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:00] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-14 10:26:00"} 
[2026-04-14 10:26:01] 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":31.73,"sign_width":"120","shipping_weight":34.365052258132714,"shape":"rectangular","dimensions":[{"id":"24f38eaf-be4e-4408-bda3-21e9e088ca23","height":19.47,"width":23.2},{"id":"85e86476-06c5-4848-8351-d859d4e79b6a","height":18.67,"width":35.2},{"id":"aef8f03f-b68f-4364-a422-f1e772c2e824","height":18.67,"width":15.73},{"id":"0ea1f609-9329-4d03-8374-01ada20b1280","height":18.4,"width":16.8},{"id":"4603adfe-50ff-4d7e-a837-28cca856b3b5","height":19.73,"width":18.4},{"id":"202d1c43-825f-4e22-9a70-f8c75be2c480","height":8.27,"width":8},{"id":"adba8e86-d0dc-4943-8244-af2ae9591d41","height":8.27,"width":8},{"id":"690f0a7f-5f54-460b-af6c-2ea599b3c9b2","height":8.27,"width":8.53}]}},"timestamp":"2026-04-14 10:26:01"} 
[2026-04-14 10:26:01] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-14 10:26:01"} 
[2026-04-14 10:26:01] local.INFO: Input Parameters {"data":{"dimensions_count":8,"shape":"rectangular"},"timestamp":"2026-04-14 10:26:01"} 
[2026-04-14 10:26:01] 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":"2026-04-14 10:26:01"} 
[2026-04-14 10:26:01] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-14 10:26:01"} 
[2026-04-14 10:26:01] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-14 10:26:01"} 
[2026-04-14 10:26:01] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-14 10:26:01"} 
[2026-04-14 10:26:01] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-14 10:26:01"} 
[2026-04-14 10:26:01] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-14 10:26:01"} 
[2026-04-14 10:26:01] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":838.25,"dimensions_count":8},"timestamp":"2026-04-14 10:26:01"} 
[2026-04-14 10:50:03] 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\\php7C46.tmp"}},"file_present":true},"timestamp":"2026-04-14 10:50:03"} 
[2026-04-14 10:50:03] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-14 10:50:03"} 
[2026-04-14 10:50:06] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":8},"timestamp":"2026-04-14 10:50:06"} 
[2026-04-14 10:50:06] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":2},"timestamp":"2026-04-14 10:50:06"} 
[2026-04-14 10:50:06] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":4},"timestamp":"2026-04-14 10:50:06"} 
[2026-04-14 10:50:06] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":8},"timestamp":"2026-04-14 10:50:06"} 
[2026-04-14 10:50:06] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-14 10:50:06"} 
[2026-04-14 10:50:06] local.INFO: Calling Image-to-Text API {"data":{"file_name":"download (8) (1).png","query_param":"width","query_value":"120","file_size":211814},"timestamp":"2026-04-14 10:50:06"} 
[2026-04-14 10:50:06] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":187,"y":237,"width":173,"height":172},"scaled_width":22.61,"scaled_height":22.48,"actual_filled_area":429.69,"bounding_box_area":508,"exact_perimeter":87.98,"approximate_perimeter":82.23,"convex_hull_perimeter":79.33,"perimeter_pixels":673.0609665440995,"original_contour_points":200,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.01,"compactness":0.6976,"perimeter_to_area_ratio":0.2048},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":41,"y":237,"width":147,"height":172},"scaled_width":19.22,"scaled_height":22.48,"actual_filled_area":158.69,"bounding_box_area":432,"exact_perimeter":100.91,"approximate_perimeter":92.1,"convex_hull_perimeter":68.73,"perimeter_pixels":771.979797464468,"original_contour_points":339,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.17,"compactness":0.1958,"perimeter_to_area_ratio":0.6359},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":554,"y":203,"width":173,"height":206},"scaled_width":22.61,"scaled_height":26.93,"actual_filled_area":445.73,"bounding_box_area":608,"exact_perimeter":96.95,"approximate_perimeter":90.06,"convex_hull_perimeter":84.74,"perimeter_pixels":741.6467529817264,"original_contour_points":199,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.19,"compactness":0.5959,"perimeter_to_area_ratio":0.2175},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":371,"y":38,"width":215,"height":371},"scaled_width":28.1,"scaled_height":48.5,"actual_filled_area":531.93,"bounding_box_area":1362,"exact_perimeter":144.22,"approximate_perimeter":133.86,"convex_hull_perimeter":124.16,"perimeter_pixels":1103.2691193458134,"original_contour_points":298,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.73,"compactness":0.3214,"perimeter_to_area_ratio":0.2711},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":332,"y":37,"width":173,"height":171},"scaled_width":22.61,"scaled_height":22.35,"actual_filled_area":202.83,"bounding_box_area":505,"exact_perimeter":120.02,"approximate_perimeter":112.89,"convex_hull_perimeter":83.85,"perimeter_pixels":918.1320343559654,"original_contour_points":193,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.01,"compactness":0.1769,"perimeter_to_area_ratio":0.5917},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":156,"y":37,"width":173,"height":171},"scaled_width":22.61,"scaled_height":22.35,"actual_filled_area":393.37,"bounding_box_area":505,"exact_perimeter":74.1,"approximate_perimeter":68.89,"convex_hull_perimeter":70.59,"perimeter_pixels":566.8427124746199,"original_contour_points":236,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.01,"compactness":0.9003,"perimeter_to_area_ratio":0.1884},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":94,"y":2,"width":63,"height":201},"scaled_width":8.24,"scaled_height":26.27,"actual_filled_area":113.74,"bounding_box_area":216,"exact_perimeter":71.29,"approximate_perimeter":68.56,"convex_hull_perimeter":61.3,"perimeter_pixels":545.3797256769673,"original_contour_points":105,"approximation_points":10,"shape_analysis":{"aspect_ratio":3.19,"compactness":0.2812,"perimeter_to_area_ratio":0.6268},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-14 10:50:06"} 
[2026-04-14 10:50:06] local.INFO: Nested area calculated {"data":{"nestedArea":4863.4057999999995},"timestamp":"2026-04-14 10:50:06"} 
[2026-04-14 10:50:06] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"1bfc3d0f-9acd-40fd-8c8d-dded14d1ca4a","height":22.48,"width":22.61,"perimeter":87.98,"area":429.69,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALEAAACwCAYAAABAdY9gAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO19aZMcx3nmk3VffU7PgYugTMq/Y70hWSQBkuAhyfQ/2w8bsQ5bIgnwAEHwECXvymtv2F57I7wb+9GxsiwKIubo+6quI/dD9ZudVV09PYPpawb9RDR6UF1dVZ311JvvncAWW1xysHVfwFXEV19/wwGAMQbOudj+6it/eqXH+9GXv+Capon/szg6df84jif7svTQMMag6AY452IMFUUR3+Oco9/v4917rzMNW8zF54+/5IZhQNd1aJoGRVHAGIOmaclgK4p40c3I3hTOOf73//m/nG4I5xxhGIJzjiiKEMcx4jhGGIYIggBRFCGIOd547UeXgvhffvPXvFQqwXVdqKqKOI6hK6dfuvyAZ8cLAJimCxLTONN4RVGEb7/9FgCwJXEGn33xNdd1HaqqouDY0DQNhmHANE0YhgFN06CqKhRFgaqqYIylXjJo0AGk3uW/ibxZEodhiL4/wj/+r3/htC0IAoxGI9z50Q82jti2bWNnZweVSgW6riOKIpiaeup35PHKIzFXVCGtSUjEcSzG4uTkBMCWxHjw6UNuaiYM24Bne7A9G57twTA0FItFMMagqqogrqwi0NSZJ3WByfSXJa78eXY7ETmRNhwhT26a7/sYDocYDof4H//4zzwMQ7Tbbbz+6maoKJqmwLMdFIseTE1FGMa5xJRxmjpBx4wAKBzgDFAAxJjcC8Mwkv0W+UMuCx4//pIzFSh6JRiWDs8pwCu6cG0PhqVDU3QwxqGqiSSZJin9ESWfcaQkMRPT6HhHJv6BbIZEUQSW2swAVYWhq+BQEEU8tW8YhhiNRhiNRoiiCM1mE//0z//CB4OBUEH+9Id/sh5SxyEYYjAeIQoZNHX+ZTDk68IEHsdQFAYGhjiOwKGCMUDhsXgBzxGJHz58yB3Hged5cF0XpmnC8zzoui7UBV3XhfQEJhJ1lqQlyHpw6iZk9stCPlceGFMFyXVdBecGLMsSOrTneRiNRhgMBkJS//0//DPv9/vwfR9+GOCt119bCakZB4A4eWcxgNNVCSBf+uYfl0MBA2P543llSfz+g4+4Y5iwLAOe54mX67pwHAemaaZUBBk0tcsko33IyJBxlpuRh3kk5jHAGCAfXlUVcK6Ac8CyTERRjEKhkBiCQYDhcChIXW818atf/y0fDoe4+8oPN0LtOA25xl3Gw5O335Uk8cPHX/Fi0cNedQeua6NUKsFxHOFNoJdMyKxuynm+OiEP6rOS96xQlER1oVdyfZPPOYfQDZPnwUYcF4VhWCiXMBgM0Ol08Nd/83e81+ttrLfjNMEwb8yvFIkfPv6Ku66LSqWCUqmA3UoVlpWoCoQ4jse6KBPWLoHILfsj8yQBMFtVWDSx5cNxPvm/LKHlS2EMwoOya+1iNBqhWCyiXC6j2+3ib//+f/Jutwvf93Hv7qtrJ/RZZ7Wsqib/felJ/Bc/+4A7joNyuYydnR3s7OygVCrBNnSoysQDQJY/AOEaA6anq1k6bZ7EzsM83+esffMQ87zpNf1Of8dx8pLPrSsMimXBsiyUy2X4vo92u41ms4lut4tPP/+Sr0pnzsOzqmVXRp14/4P73DAMVKtV1Go1FIvF8aswudGY+GJlh3mWkNm/CXmBC1kNOY8R9yzgcTx9DSSNORDHE3WIAVCFis0AlnyuAomFryqwdBu2ocOzLQwGA7iWiX/4x3/ivV4P3W4Xb75xd2MIPWtbHi4diX/28w9E9Oyll17CwcEBqtUKGEtPt8PhCJapCwNNHhDyw5KfEch3vMs6c3bbacbGWQk97yZp2uzPEz2ZHkx5G+0AqCpDHANhGI393QoMQ4OmlVAoFFAul9Hr9XBycoKTkxN88eXXfDgc4p23761dzTgPLhWJ/+pn7/NKpYKbN29id3cXlUoFjDFEUTy+mZOxtywDyDHcAIjgxSzkGRHzLOSzfpZ3ntk4/TiqSsEU+dzy8UlHVqe2qaoCy7KgaRpM00SxWESj0UC9Xsejz7/gb7x+51xElu0JVVVzvTgXhSxA5KDRpSDxz9//kHueh729Pezv76NSqcCyrCnvQZYTl0qcLAFjrWP25wwwDA2G4cFxHLiuC8/zUK/X8Tf//e/44UkdP37rjTMNY9brswwSz8LGk/jBgwe8Wq3i4OAABwcHKJfLU/7VlLHFJUk6xw+76WAX0LPJJjyNRsk4JcTTNQXlUgG2ZcCxTXR7A3BFxeOvf8m73S7+7N23TmVk1tZYho0wCxtL4p/ff8Adw8T+/i5eeOEF1Go1GIYhDLVsIGKVg3YZwPiEyDP3YQxRFAmfuKIoME0TlUoFtuvAMCycNBs4OjrCg08f8dOkcnb8n3sSv//gE25ZBr7/Ry+hVqtib29PfEY+XhlZHXZV09hlB+mwQRAAmEQQdV2HoqkwdAemY4sU1IePv+KzfMuy9M3L6FsmNo7EH3/2mB8cHKBWq+LWtevQNCWlX8k+3nnG1lY6nw0khWWQdC4UClBVFaZpwnVdfPNf/4b32i28dS9fKsuuzFVhY0j8l+/f5+VyGTdu3MALL7yAcsmDCoicAEqJzMtn2OLZIPvPgZycZ564+QoFF7quw3VdFItF1I8O8cWXX/M7r70ibsA678VGkPj+J5/yarWK69evY29vD57nQAEQBAFUVU35cwGkEqWzkG/EluSnI1vuI0tRBQqicQRQZYBjG7B0A7ahQ2OJ9H78xVdc0zS88qMfslVK3izWTuL3H9znRc/B9YM93L51A7ZlAwBGwQimbuR+R042n4VNIPBZksLzginifcm/YZYOS9tVhSHiMUajCIrGoGsaSkUPqgJ4rg3HNtHpdPDrX/+ak28YSO5Pnu3yLNcnu+zk7XKC1lpJ/ODTT3itVsMLN69jd3cXuq4i5iEYYzD0tT9fWyDxcmiakhIcuq7DcRzUajWYpol+vy9SW6nM6rnwTtz/5GN+8+ZN7O/v4+b1A2hqcimjYARFUcT/t1gfwjBM2SEkAXVdh67rsG0btm2j1+sBAAzDmMoEXAXWwpT7n3zMr1+/ju9///vjXNjJD9Y0LfEF8xgqu9zBiqvqHaH7pSgKXNeFpmlJdfO4wFaO3K0CKyfxx5894jduXMPLL7+MaqmMmMcIw9E4aqRDYQqApCx7/Rr78w3SObPppbLRTAES+mwdBt5KafLp54/5rVu38L3v3UapWELM47H+O23AyYbCFusBEZYMUNmbEUWRkLpyMtU67tnKSPzp54/5jRs3cPv2bVSKJQBAEEVJyZC0Hw1YMoCrurp88AumEM2//unj0zk5GNip6TurQ550zSb75OFKJQB9+PEn/ObNm3j55ZdR8FwAQBAG0DUdnFSHMVYdstxiNmSBQshG5OSKmdOKDpaJpZL4rz74kLuui1u3buHll19G0XXAORBESRADPJE7U9lm4sdfjMx5uae0PS9tcCoLa5yrTA+ZoijQtEkZvXy5cZwugZIrSqYCCeMbresaomjikpp0FaIaurT+OTlfcmxSubLNWmifi+I0Mso+5mxu9qLIO6uyJvtgLZXElUpFhJG9MYGjKB6rEOws8+2FIEuIPAmfJbg8aIwlk7mmKdC0SfJ5EEzaTAVBIDr20Iv6hHHORWKNTDK5/RXlRFPvC7lNFmMMMY/E97MPQJbA8gNE/19nFG2VWBqJH3z6iB/s7uGFGzdRLngAgKE/ShryIUkBpEFelvKQV15E27M3Wf5cOOuZigjJg0etpPr9Pnq9XtKcxPen+qcRkeVonPyQyERkjMEwkoYolmWJJi6macLUVHiunSJ+XqZY3jnk3/k8YCkk/ujh57xSqeD69etwHAcAMBqF4+k4IY7v+7BtexmnF5A9HLLUnTU9kjQLwxBhHGHQDzAMRuj3++j3+xgMBhgOh/B9PyWJsy86PuV8yGoFkJ6m5QYu5K5yXReWZaBSKMIwNDiOA9u2YZqm6MpJ3581yzxPWDiJ/+JnH/BKpSIS2RUlKVZM6tomA51N6lkWGGMpYsnGB0375DIKw1A07RuFAY6PmhgGSZuowWAgeqDJ2V95CUf0Trr0rAeIwrR0bpqdut0uDEPD0R++g2nquR2MKLCQrRec16TvKmLhJC6VSrh+/Tpu3rwpSJuMJd1YDoVxEZlbJmYZcwRVVREEAQaDAbrdLjqdDtrtNjqdDoYjH4N+gCCe9A6Wj8s5Fx2F8ghMD89p55f9r3SsKIrG0p5DHVcst1ot6Lou+scVCgU4joO9vT2hgszq0Pk8YKEk/ujh5/yFF17A/v4+dI0lhFWYsObjiCOOIkAZ39RZTgies+0ZILuI5CmcJGm328VgMECz2USz2US73Ua328VwOEQQhdA1GxGmJbicRZVVV7Ikyp4/S2L5Gkm1SK4vgq7rAJJ9SBdvt9tCtRgMBnAcB8ViEa7rpqSz3Db2qmNhJP7L9z/g+7VdXL9+gJLnIJbakvJxPwRVZVDHiT1BEECfleRDRY5nqBM7DVnXGTVoJrXgN7/5DQaDAdrtNnq9HkajkTD4LM2Baphiqpdr+7KkzDOqZhlesmpDzaiJzGTAJeQFEIVQNQ0KVEQ8RBTEiBHB9wMEUYh//df/h0LJQ626i3K1hIJbhGkbMHULmqac2pbgKmEhJP7w/kd8/2AXf/z9l7C7Ux37fjNTW4aMuq5LkiInIjRuESqVDkztE0cRFLpRGUkYxWMiKYqIew2GI9Fbodfr4enTp6JyhIjKGIPCFDBgqvYsCzlIk0UqLzj72zI6c9a/S9vjmCMYRVB4jJjFULiCmCkII444jqAxDY1WB/3eCIf1E1SKFZR3yqiWqrBtE4auiryG0WiEOI5FwpVcbDvL6Fy2anKe42dtEPn7CyFxqehhr7YLz3MAzhGNHfEXAWfzNYoUuVjW7xxDVXUEYTIVd7tdtFotNJtNtFotDAYDQVxg4snYPJ1SQczy3yNwsJhhGIwQ9TjiGBgGI7TbXZimjv2dGopFTxiCslsxm/Obl5S/eWORjwuT+MuvfsH39/dwcHAAx3GEi2olU5msX1Lp+djASaoLODqdDo6OjlCv19Fut4WrjEqfsovGpLwIa76HZyERkZG6yPd6vbFuzBAMhtjZqaBWq8G27alEHVnlyQsEXRZciMQfffwpr1Qq2N/fR7FYFNvPGimae5M45pfojG9gHMfCQgfnGI1GODyso9lq4fj4GO12W0ypjDHhHcmL1p31Bq5bUmUDG+QyDMMQigJ89913GA77GA6HKJfL8LxEKquqKn7/rIDJecZh3bgQiS3LQq1WQ6VSEdvyOq8/M047Dp/UoIlQ7vjhabfbaDSb+Ld/+xa9sSoxq2KaILvDklNvSg7Z6ZAJl5aoHL1eD0GQRBnb7TZ2d3dRq9XgeV6q5a0c6AEm43lZ8Mwkfv+D+7xarYq+aGTxU4nK0nQqWTqMiSwbd61WC0+ePMF3T4/QaneF0Qakq3tJcucZYOuWsISzXkeem4/zpA2W7/vCI0OqRxzHonN+Xiely0Rg4AIkLhQKODg4gOcleRFZC3sxJM4pyZfkY5LJlezT6/XQbDZxfHyMo6MjNJtNcCin3pRsgtB5cdHft8jpWj7WxMvCwHlSet/rDxHzOkZBhKEfoFgsolarCf0ZSLIJGU5vQriJeCYSf/boMXddF9VqFYaRHEJkXklZ/8sGSRXf93FycoI//OEPqNfrGAwGiYE5dlXlJcVQdEz2+26aYTcPs1xO4rdEofh9cRyj0+mIGdP3fViWBdM0xy1eVXCe7ukxZ0HQjcEzS+KXXnoJnueNZ/d02FUUe0qSTsZFJJis+2mahna7jadPn+Lp06eo1+vo9/sAxoGEOELMMpJFOrcyDraMM4AnqgrDfIMS67fgs4ZY9jMGCH8whbYVRUGr1UK73QYAlMtl1Go1FAouGKPlISCOK8+qsgG4KkFFmJWNCDwDiT/9/Et+sL+X8kasCtnBbLVaODk5wdHREVqtloi4AUAQhYg3RLddF+QoIb3LZDg+PkYQBEJaO44DRZk8v/KstEhBtGici8QPPn3Ed3d3cevWLRSLHjIG/cIRS01w5DyMKE5SOZ/84anQgQeDAQCAjcv8eYQ8lfq5AlfG1coYEzr5I9nGYxye1NH3Rwg5EHJgZwdwXSdZsAez+wxvWurnuUis6zpqtRpqtdqyricFyYs2Hrjk78FggHq9jqdPn6LVaqHf7wtvg1xmHm/OOK8F2bxj+htIxjMMQ/T7fZycnKRI6TgONBVgUMBYOntPft8UnJnEP/vwI06LlWhaEg1bxdNI40XOjzCMUa/X8eTJEzQaDYxG454VmSVtk1zd6EIJRDNWYb10yCYmEajpSa/XS2XSqaoKzTGn9s9K5k2RxmcmMbnUCoUCAHJvLVexp3QIeh+NAuGFODo6wnA4FPkAdC0iKUd9znUJINewlv+mRKAwDNHtdqEoiqj3U1UGS9MB8FRa5ybmVJyJxA8+fSTWzTANFWG4fAIDaQdBEIQ4Pj7Gb3/7WxwdHWE0Gk3tn3b2jwf71KDfFRG1MzCPbHJSfhiGaLfbwosRxyH2d2piBsy67zYpX/lM4srSDXieg3LBhYIkrW9VhbR0H0ajJI2S9GDSgYmwcsnQphke64Kc3JSXDkAkJoFEK47W63XU602EUYSIx+CcIQYHMKkF3CTMlcQfPrjP9/dqONirIRgFME0drmONk0wUkaSTVwo0D7PyWIU0RWIm9wY+fvf7J/j9d08xiuIkWR1svMigAqYwxJD8mgAQjctDThEWbNOjGRdENh8ki2x5FaWjdrvdZIHzQgF7ezUYOkMMhihK1r/jAIIgEuvjPWuWyaL067kkdiwbrmvDc1zouppa3PuimEX2RA1IKNYbBjg6OsLTp0/RbDYxGo3EQii+71/4Gp5nyAKE9OM4joW//ejoCJqmQdvbg64xQAXi5A26rmJDtIn5JC4Wi6hUKnDdcfupcbWDrutzn/TzItWHDcBoFKPZbOK7777D8fExBoNBauGZLS6GbIErhacpaejo6AiKoiBZQ7sCVUl892fJkF0lThWnH3yQLAZTLpcnX1hgqqX8EGQrDTh4klLZaKDdbiMMQ1HZC2ArhReAvFA12RdRFKHf76PRaKDRaMD3R+PvJGVTm4RTSawoCkqlEmzbFu2Z5ITqiyKrE8nJKmTItdttDIdD4QumXg2UXrnFsyObmgpM7gPpx71eT1TFxJzSStjSo7XnwUx14uf3H/ByuSxyJIIgmFROYDHuKdlNJ0uF0WiETq+LZrOJbrcrMq+AicTeNAv5MkJO8JFVOfJmAMBwOES9XofnebBtG8WiK1zwm6ITz2SCYRi4ceOG0IUBCBJT0sgiISep0NPfbDbR6/VSBKbiTlHWvsUzY1aCj5yBGEURer0ejo+PcXJygsFg2j+/bsxkoqZposNMtrw7L9BwEZAOFkURRqOk91mr1UKn04Hv+6mwMs0AW0l8cWRnUyIyCQuSzBTRo0LbKNoQETxGrjrxn/7zf+HXrl1DqVQSieO0ODiQJIhkn95nMfZIx6bpi1o4NRoNHB4eJnovS/diIPIKP7WETYkgXRbMEgh0L0ejpItpEASicsbzPDhmEvzK7g+spxdcrjgrFoui7GipJ5cGj6oNOp3OuMAxWPr5tzgd2Qrw4XAouiURqBokmzy/SjdoLolrtVrKrbYsyFE66jfWaDRSCe5b6bo+ZPVkmiWToFOIcUwqN+y/SkyR+P4nn/FqtSr6Ci8bcnYUPemJ3pXfImqbF7FayA3DyXfcarXQarUAQJQ0ZbFK4TN1dkVRUCgUVlboSZB7A5MP+LSB2BJ5+ZAlLDBZs5m8R2GYv+DMqjFFYsMw4LruSqx/Ghx6wsknDKSrErYqxXqQpx5wzkVlTa/XSxF5XfdpiqmmacK27VRgY1mgARqNRmKKokqN0x6irUqxGsglX9QWNwxDYYC3Wi0Mh0Oxv0ziVbpAU2f64KNPuWFoME0ThqqAitmXBSJiEATo9LrodvsYhUFyWVx57mvkNgGUZkCpALS4DjUv9H1/qnHLqpF+XKIQN67tQ+ExgjBIZYw9S75wHjjniDnEiyPpTtMfjjAKIvhBBEXVEfLpRtXyMbYqxvLBGEMQBKn0W+pd0e/3Ua/XRTBK/g4wP5d5kUiR2DA16LoOpqymjipZWitCb+gn3c/jKKki2ErgjcCsYBYJEFoGbd0+/ZTiS22NVqXPxHGMwWCATqeTanq9uF5uWywKqcqbcSXHcDhEv5+0jl1nGkDqzLSgCbA63YaMhOFwOLWk7BbrxWltrIDElqF1/ciXvA5Vb0oSp9fSWD5Go5HwDcv61Fbn3SxkayDp7yAIEASBSI9dB4mFJH746DOedEfUVpavS+4aCjHnGZFbrA+y71eUjfH0Iuxy72PCqlVBwVRN08ZNM5JInaosP2I3Go3EErNA2re41Yc3C3leIlp5KkvitSUAkT9wlYWYNBXJy2/JmVNbrBdZ70RW5xXrYI+X9AXWM4sKndiyLJF+qWtJ1cQsIp3nQvNS9DifpPC1Wi2RsxpFySqaVAq1iX2/nifIagG50eRoKhVI0MLtlmVNrRhA38lz0Z3nOuTyqexxxBnluioOnlpWYBmgRPc8I24bVr48IIKtIhl+1nFT6oT8hC3KxZX39CSSmKdWrZcvckviywHiCakTq84npvOkDDsy6pbto5U7zZB7JnthW1wOyHrxrOUtFoE8YUj/FzpxdjmoRV+AfHJ6gimhZOtSu5ygHiFZEq/y/ECOTkyEWpaLTQ4rkzEnT0Pb5J7LA7pfVKm+TBLnCcIpEl+0cvk8kFslTbWvkki+xWYjj8SLvHeyd2PW+YExiR89/pyftvOiIfsZ837wlsSXA9lQ9CrvmXwuDYBYp0HkjTIFMY+hXLB/L4l8WfwnKks4s9M7qTV0PVusF0LayZ3heXopBar6oPtF9/wivmH52HKPPnlpiyl1YpXYeiC2WCRWSuIseWdVbcjvW2wxD0sl8bMai1sCb3EerEQS55F5XrLPlshbnBVr14m3+vEWF8XKSHxWsm7da1ucF2tt8nsasbdE3uKsUIAkV5SScqIoAgeHwpbTCR5I8jQoV0PXdVHZQU3ryEe8jd5tBuSebLK/X/YHG4YBwzDEPVzlmioKANx74002L8S3aDDGROYcDYj82naC33wQgfPu4VraWC27wjj7cJAUJom8zSW+fKAIq6ZpYmUrYI01dtns/JgvNiNpFomppm+rNlw+UMmQrB4Ca6x2lov9GJbXplOkeqpq6umV9d8toS8HSBIbhpG0P5OE0Srv3xSJF33y7PEmJFa2JL4CoFYPcruHtXUAkiUxsDwDL/mBDIxBkFg2CpZ57i0WC5pNTdOEYRgi022SrbgaMgsSk068jBPP0pEoBXRL4ssJSosknRhYj2Eu1ImBH6DbH8IPoqS1Np/vIsn25cpTA7I/KskXTnpPqKqKcrkspiLqSM4Y267dvAHI3k+5IkduluK6LizLEiVniqKcqVRJdsk96/UBkiSmlkREnpgtP5xnGAZM04RpmuK8ROZVLLewxenI9sYT6kKckFtVVdEOmPZbh4dC8PTNO68x0RstiqGs4PzkZiN9albd3RbrQZbE2Uidpmli4XLabx2qYErYEolXVRZE4UrTNIXkXaZuvsX5kVUTZZLqug7P82AYhth3HZHW1BmpafKq9FFVVWHbNgqFAlzXFRJZbqm1xfqQdXnKq4YqigLLsmDbtrBlZKxt9SQi8arWYKApybZtUG9kmqq2neLXD1n6yiRWVRWmaaJYLMJxnFQRJ31vLRE7AHj1hz9g1PR6FaCMNTIO5NDllsTrhyx1ZcmqaRosy0KpVIJt21NJP6uuUp9yAYiWRHz53onEE8Fg27aQxpTOtyXx+iEbcnI0l4Icsj5MoGYqq/QuTfHU930MBoNUP9g8X96zThfJsZKFrVWVIYq4GBDXdaHrOnzfBzA9nclT2hYXR/b+Zl+yz57+Hg6H4Jzj1q1b2N/fF243OYPNMIyV3qOpx2U4HGIwGCAIAuhs0mxbJvIicxtUlUGHLpp8FwoFkVQt6+bbaN7qoSgKgiAAYwy6riOOYyFwCoXCui9PYEoSDwYD9Ho9sSQXSb9sE+VFTveMTRZGJ2lMT758zm2u8WKRl3QlvxRFEZ4qUg8cx8Hu7i7K5fI6Lz2FKRK/e+9NRu3rZeIsK7OM84TE5KUgVxsZFdlzy2rFFsuFbNhRm6pSqYS9vT0R4NgE5Npuvu+j3++nfgSQ9hgsyg/IGKAwQNcV2LYtdGPTNFOL4MizwTZVczWI41i4PWkN52q1inK5vFHjn8vEIAjQbreFgQdgSiIuclrngEgIsiwrpVbk5RtvsRjMUyfiOE4lZZXLZezs7MA09Y2aCXNJfO/uHdZqtdBqtTAcDpMdpTo4YDGJz1ysopS8GGPCwCuVSjAMI7cGL3stWywP1AnecRzcuHEDlUoFmyZHZuoEvV4PnW4ffpAEPjgAReoevwgSk6tNVwBVBSxdgW2bKBeKKJfLqaT5ZP9tNfQqkfiHA8RBCMexcLC7B882EUXxRo3/KSQe4KTZQrc/RMyBGEAYARwsmf6hAGz8ymDetM8yL3AOlf7PI5iGhkqxIHRjACKHVTb4tjgdyb2a/QqjGIqqQdV0cLAkwKVqUFQtCSPzGIE/QKno4eU/ehG1nQoUBjDEUBgXL2C96t5MEv/5T95hg8EA/f4QfX/sr1WBCBOPwiIgdOzx/3VVg2FoMC0dO+UKPM9LhaTJvbdNmr848uwN8tGTIV1wPdRqVRRcD4qymZ2ZTp0Ter0e2u02+v1+sjNLdNcoWqxSLw8MVc/ato1qtSri81ndeIuLQw5e5bkzNU1DrVbDzZs3UalUoKrq2nKGT8OpJH7r9ddYr9dDv99HLD2AyQ+Zf/B51m92XwLF5l3Xhed5cBwHuq4LSQEkuaxbXBwU0JpaPWtcOra/v5/yC2+iYT1XOyefsdCyCgMAABHpSURBVD9WKRRlOaHfLMEpBu+6LsrlMlzXFRGkbDRvi3ycrhFzgMfgcQQGDoUBPI4QhQHAYxiGgYODA9RqNbiuOznmBtojc1ONRqMROp0OOp0OdL0KTQWYqizMzTIrH4OBQdcZPM9DGIZi9dFWqyX0tk0bzMuGbGIVtW2wbRvlchEH+/soFosbP85zJfGbd15hnU4HjUYDg8EAQGLUxfF8Fs9TJ+TASV6eBADYhopqqYhre7u4treLaqkIU1PBwwAKj099bXE65GR3Cl4YhoGdnR3cvn0b5XJZeIeAtMq3ScQ+U9Jnv99Ht9vFcDhEwZsUBeKCS4TJyJI4OUfywJimjlKpJGoAaTndLS4GOQeF/PG2baNWq+H2zVswdB2yO3gZ0dpF4EwkfvPOK+zrX/03TknrlaILTZuoFHJ+Qzbf4jTMy1Gm43OeGHK1Wk1kU9HC5qQjZ/vlJu6jdLXuJrqHLgK5HCjvt7F44nXI9kmj/S3dSIRDf4ByuYw//v4f48UXX4Rp6gCfrnTeRJw5/X44HKLb7aLT6cA2dJjmJKN/llpwUdCYJZE9FYyZcF0XlUoFQRDg6OgoFdGjgIggNJvc5KuIUwNKjEFVlZT/V/6MSE3NTmq1Gq5du4ZqtSp5fi7HuJ350bp391XWbrfRbDbR6/UQhpFws52m314EclRPYYCuKfBcG7u1Km7dvI5S0YNpaOBxiDgKoCqAoatQGBf9K+QO51eNzHm/K90OjAOIEcchOI8AxGIbbY/jELZt4saNa3jxxRdQq1Wh6+rG5UechnPND7JuPMlumxgIMhaV5URWMx1P13UUCgXUajVcv34dhUJBSBpN00R0L4oD0alGvrarROR5woMeZCCdwCXrwp7nYX9/H/v7++OWYhoUBQjDaOZxNw3nIvE7b95lvV4PvV5vnKaZbM92igEWR2LZBUTHp0DI3t4ednd3Ua1WYdu2mB5JpbjqyD6QWcJRrolMYHJPhmEIz/Nw8+ZNvPjiiyiXy6nvzvPFb5IwOHdJar/fR7PZFC09TdOEquRL43mYt382/ZK+Q//3PA8HBwcwTRNHR0c4Pj5Gp9NJAiWWiTCYzvHYdKlyHuQV8s5SL6hFGACR4nrz5k3cuHEDu7u7ANKCh/Iqstgk8hLOTeK3Xn+Nff2LX3LGGIrFYtLe09SnSLxISSiTmG4ENfAgFYIqQRRFge/7UFQVccQBtpkDv0hMe3XGNXKSAUczmW3b2NnZQalUwu3bt+F5HlSVhIUq3Jqqenlmsme60ld+9EPW6XRObXm1CBLnlefLxhotemKaJsrlMm7cuCH0ZCBfUl0lpI24aSJndWBVVcXs9b3vfQ/Vahm6riGKqOtl4s6MorPlxmwKnrnDRb3VxuFJHUxL+qkpCgNTVMSiWiOGpl5sJCb+XqkXrdSUgww6qgihtrCqqqLRaqJR76DvJw+aruuiilpuBJJXsSL83nME+FnVoWf9XFWYMM5oLEg1kH3y2eNQMo/GgOGghyAIUCgUcOPGDdy6dQvVajWJxHEOBkBVIJzyCrmDON94B5vgxLMe4Cdvv8l+9eu/5bquwzGTkiI5C2oVko8xliK1ruuie3mhVEQcfQvWU9Hr9VJkoJayeT3nZMkdz0k5nTfbXFSNoQeUHuRsoa5pmvB9XzSboSXVEo/OCMOhD8syUKvVsLu7i729PRFKnqXzXkZcqNdQt9uFYRgoOEkLKssyALBJ0vyKdVG6saqqwisWMPJjOJ026vU6Op0OfN8H53xKms8k24JXVc1iHsn5WAUg4UASmLaRq1POtQ7DcByaH6LsFbC3VxPdehzHSVWQXxVb4UIkvnf3VfbFL37FGw0LhUJhTOLVgTLZsiFVRVFgaGqiH/dL8DwP9XodrVZrHKgJMRwOU62X6F126SlzjJt5bsSLzkbZ3yUfM45j+L4vFn2Jogi+7yOO43GzvwJefvF7qFSSPhGWZYnv0RhdFVy469udH/2Aff2LX3LbtmEYBhzHmSRWL3mcsgnaKUNQYXBdB4adtAAolUpoNBo4OTlBs9lEv99PeVSy03ZyzHmSao5OfJEfB4CNu+fLDytJ5SiKYFkWGGMIgkCoRpVKBdevX8fu7g52K1WYpi5mHtmGAK6Ou3EhrQs7nQ6Ojo5gWdY4E8pamzoBTKbJkMcwdAWG7ojuQp7nwfM8tFotNJtN4fwX0vccEuqiOvG8z+WmNWSsydKZPEPkM69Wq9jf38fu7i5KngtNnTb6srPPVcBCSPzjd99mnz16zMkDoGk1GMbyW3tmJSlhMgUDiBPXkakxGEUPrmWi6DrodMp4+tRCv99Hp9NJIpBRCB6PDTsAXFmv8cPDAArGoX1wIAoBxsA4hzb2f1Mt4t7eHnZ2dlAoFKBp2vihnHhgCFeJvISFMe3NN+6yzx495o7jjFvgF5euTsyShERumnrDkNxzCkxTh2lW4boubNtGq9XC0dERGo2GaBRDU/dojndi2ToxSWAq0CT3IG2rVCqoVqs4ODgQbjN5SGJJdTgtUeiyY6Hi8s037rIvv/pF4nZzHDBNmSoLlyNvs3Szs1rPp32uKAq40EonSfYEyzKhKBVRDNloNHB4eIh6vS6sflOb9ivLhiQdNzsLCONpTL4sxEMybpual5yTtFFVRT4I50kf51KphGq1imKxiBdffFEQOjlGUo1OY62pytQ5NwnzKkWy6l2WOxf2E89Cr9dDvV6HZVnY36sJl5ecOZWtrF0XyN0kt+/vdDoiU+/kpCFcVqQ3y6Q7LVopS77s76T/U9JSdt/kZiVjZZomHMeB4ziivZdcOEvXI+deJ27Osximlxcy6RdO4h+/+zZ79PkXnHOOgpcsSpJE9BRkddhlk5jNuYlJ9xqeLJauGbAtAzvVssjSq1arGA6H6HQ66PV6gsz0MGqacSpZ5VzmqWtjDKrKxtHNRKpTGF3TtMTX7bpwnMR9WSgUQKraWZYSYGzldvXCMSuSmsVSrK83Xr/DHn3+BT8+PhZ5vro+SRLalFRJVVWFd0KuEKE+F5VqDb7vo9frodvtot/vYzgciho/2auRJSxj6XUuaNusMDEtSikvwlOtlEQjGVrLBEBqRgPS5VebqDYsCrOIvDQXQr/fx7fffiv6HO/s7Iiyl00jsvxwEQkMwwBHojsbhoFisShaB/i+jyAI0O12BYHllVDzJPNk2p8sxk4PjqZpYlFKwzDEWteayoTOS8gGdeRtMq4CkfMkcd6DujQS/9lPf8wA4KuvvuKUlEOdLjdlmS/Z/wqkKx4AIIy4mPbVcY84x7EQBIn0pmbTRORsKZRsuMrBClmXlcmcvE+uT6ZhXlBG7CcZm1tJvAS8+uqr7JtvvuEk8YrF4tSyUesC5SZn/aiTjLmkolvkgoxBJLIsU2wnQcj5tCdmcuz0ceg7F+Xc80jglUhiGScnJ6K/GjDROdedSUX93bKL6gjJPN4WRZO0R1VNPAGKosL3g5SEzUNWtci6Fad15gmp5QrlvP5nchf/7PmuKpnzsBISv/fee+zBR5/wwXCEVruL27dvY2+vhijioqoAgPj/qozqWTc8RSxgnBdN+3DBbvPUqOTYxcXk/6fOkrOZp96yD8Z59N5FeH4Y0tPM1HSed35pellkRnJ2lpGFz8qWffzxu28zAPjml3/NDw8PASTJKlRcwjlPlcREEV96xG+L0xFnlreVVa2U+jL2581So5aN1a1dOkaj0QDnXPQ8TvKQrfECJxMLVI6IbbEeTC04njEAssasbKyuUp1ZOYl/+pN3GQB8/vhLzhhDrVbD3t5e0iti3MEn0Z/Vy++tXzPmEWmuykH6e852hqSV2HA4FMuDWZYl+hjzOB7XOi0fa5uwX7/7Gvvuu+/w5MkTHB4eotfrCf+srl+d0plLDc4Rj4NBURRNdONxjnOv15vKOQFWE42VsVat88037rKnT5/iN7/5DZ48eYLBYIANiH9sMYZs+CpJd3XEUST68h0dHeHo6EiUf1Gi0oV9hufE2inz7jtvsaOjE3z77RP87ne/x9OnJ+h2hxiNtq1b1w2mKmCqAkVTwVQFYRSi3e3gD0+/w29/9+/4w9PvcNKo4z/8xz9hQRQi4jHisUdG0VY3m65cJ87De3/2Lvvw/ifc9320221cu3YNu7s7MHQNVzkTa9MhtwWIogj9fh8nJyf4/e9/j5OTE7z99ttC5GbzOFaJjSAxAPz0J8mAfPzZYx7EEbrdNl64dQuWZYgFy+X+YJR7MTXlYXbE7HnFLH84jWe2RlEOY6uqijAMUa/X8e233+Lw8BD9fh/vvPNO6mCU7CT3j56XbXcWwzMvf0Ku+gY2iMSEd968yz774ms+HPYRBkFS8Li7K0LVdPEUbZMxKyz5vCIvFJ2Xg5HN9abvRFGETqeDer2Ow8NDHB8f47XXXjvTwC5z/FeWAHQRvHnnFQYAn3zykPf7XYRhKMpvaNV3YPbUddbKkKsOWVoBabLSzCVn78k531EUodFq4uTkBE+ePMHJyQl+/M67M5nJWfKKKU63QPfavPu4kSQmvP32PfbJJ4mu3O12sbe3h2KxKLrcAOkMsXnlLs8bZoXT5ZVZJzkhCdnDMBR50//+7e/QarXQaDROJXDeOc4y/mcpPzvL7LrRJAaAt99+m3344Yec8nh3dnbgeR50XRcVI1ld+HmXwIS8my5PxVmbwfd9UTjbbrdxeHyEe2+8eSbyLmuBxtNqFAkbT2IA+OlPf8oA4OHDh7zZbKJWq6FSqYAxJhoFytNmnmR+HpEO4c8uFh2NRhgMBoLAh4eHaLVaeO+9987MynT232LGXZbEp6WaXgoSE+7duycS7alkyLKSZoaWZYmEe1lvfp6RTdCnMQmCAGEYIggC+L6PTqeDZrOJVquFdrstxvk8yJsR5wU9zipkZkljwqUiMeHVV19l9z96wNvtLtyCg2p5B4WSB9f2YNoGVHW77jMw7XWgbZTzcHJygn6/j0ajgUajkfL7nhfZtgMJiS/+G2JwMCjgLMKs0t9LSWIA+Mm7SfnTRw8/4/3eCE7bQdEtwik4KBfKcBxrXKsmu5fSC6rIjUhyXcoZHTt7o5atA3KwKWFGfSWS6Tv5f3qRcSk/O+ZQFA2MJX/7flK53Wq10O/3cXR0BN/38cbrdy78Q/wgQsQZoGjgTEUQBhdO4IrjpIuTCgBq0vs6iDjCKEbIAX98Ly8tiQnv3psYHp9/9Q13XRedcg+u66JaKooCTNKZJ/VtSfmRDJkgjEEsF5AHWed+VjLPmyapg3vaQocgKufpdMjk88kDqWkKwjDGcDhEr9cTakO73cZgMMDrd8/m8z0L5GaMk2YuF1QnVE00/aZ3lTHEsSKaqQNXgMQyXn/1TxkAfPGLX3HbttHvtGFZlmg+QpXEk8UGJ5DHc5Lnnd9PIuuHzhaFnhXz9pVnEaqgklVNxpK1NeQHKooiBEFC7G63K3ReagrT7/cXInmzGAwGaDQa485FSSBKvaA+EbNJ4EWOKlKbhdFoBOCKkZhw50c/SMj85dfcMAy4rgvXdeE4jujBRisITZz8yXfz/JLnIeZ5PCKzjiuOkZHA8u5EZpLMUcSFl6Hf78P3fdTrdfi+L/y+b917Y2nWbrvdRhRFaLVak3DzBTvtR5gugKVADD2kwHNUOvHV199w27ZFFx3DMFCpVERjF7mVgCAv4nyDBfnuqllFobMg54LkSfeYTz5TlIl+HMckcZM1+0ajEYbDoSBwv9/HaDRCr9fDnddeufL3+Mr/wCyoBa2maSgUCqleZ0Ru8jvzOIamTVxHpH/mVThnJfBZEpBkgzFvO9ikzRV5GsizQFKX9F2SvmEY4u6dV5+r+/pc/dg8PPzsC056s23bsG177HNOVoWi9lJyc2ryZlDOsyxNz6OCZIlP+t5kJVANQRBgNBphNBoJAhNhKYo5GAzw1r27z+29fG5/eB4+/uQRJ9Imakay4KNt2yL5iFpOaZoG27ZTUlnu7HMW0KpHRF4iLKkJw+FIBCRk1cH3fdy986PtvRtjOxBnwEcff8rJn0wvxhhc1xWkpe30t0xsOZolt7yihWKoOSGtvUGdN7uDITjn+POfvLO9T6dgOzhLwPsf3Odyko0sncmnS5E06lm3xRZbPMf4/xWRzqkdP+u3AAAAAElFTkSuQmCC"},{"id":"ac49e2b9-3101-4aec-a968-a7d857186b44","height":22.48,"width":19.22,"perimeter":100.91,"area":158.69,"image":"data:image/png;base64,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"},{"id":"e2d2a20d-9bde-4a5e-a0d3-cb6bd7f15613","height":26.93,"width":22.61,"perimeter":96.95,"area":445.73,"image":"data:image/png;base64,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"},{"id":"6835753c-3c1c-4965-b31d-1f1d43ee2db9","height":48.5,"width":28.1,"perimeter":144.22,"area":531.93,"image":"data:image/png;base64,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"},{"id":"9f30a825-d50b-40d1-9d3d-5e5c38293f1d","height":22.35,"width":22.61,"perimeter":120.02,"area":202.83,"image":"data:image/png;base64,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"},{"id":"7b5f043a-5afa-4b38-94a5-adf17f464530","height":22.35,"width":22.61,"perimeter":74.1,"area":393.37,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALEAAACvCAYAAACy9T8uAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO19aZPbSHrmkwAI3mRVse5DZXV7x96I3Yj9CbbXc/Whbmmme8bH/jfvenZaLbXUal3TM+NZb6wj9kd4HdNtXXWweB8gCSBzPwBvMgGCR1WRLJbEJ4JiiQSBBPDgzTffE1hiiWsOdtUDuK54+u3vBWMMjDFomhZ4AQBjDEKIyBcACCHwk7/+y+X1nwKWFzEC9x5+IxKJBHRdh2EYMAwDuq4jFoshFotB13VomoYwielvgkrYMIkdx5Hbcc7BOYfrunBdF0IIOI4Dx3Fg2zY45/jwx3+9vFdDsLwwAL55/FSYpol4PA7TNGEYBtLpdIDERGTDMAYk7rD3KBITOOfybyFEgMT0t+M46PV6cBwHnHM4joNutwvbtmFZFj768KfL+4d3mMTPnn8rdF2HaZpIJpPIZDJIp9NIpVJS2qovkrreC/C5CuJl/937Q9PYwOcqidV9CeF9TwTmnMM0Tdi2LUnsui56vR46nY58t20bnU4HlmXhg5/++J29l+/UiT/8+huRTqeRSCRA75lMBtlsFslkErFYTG5LJBwGzj1CEhG9v/vfK3wd+fthUB8CVb0gad3r9dDtdtFut9HpdNDpdNBut+X/P//sZ+/MvX3rT/SrB1+LZDKJbDaLXC6HXC4nSaxpmlQVaPonndQ0YyP3y7lQVAcE3oHxJB5Pcu7vk8jsqRwk0RljsG0b3W5XSmtVUlcqNfR6PXzw0x++9ff4rTzBX3/xpcik00gkTEncXC6HdDqNZDIJ0zQlOQgqSQBA1/WRxwirBup7+Ptxv48C5zywv/B4NU0L6NAApB7tOA5K5So6nQ6azSaazSYsy8Knn3z8Vt7vt+qk7n55XxBR9/d2EI/HkUqlkEqlYJpmwKLguq78nWplUCXfKMyaxLRwDOvS6u9VqUzHJp3adji63S6azSYajQaazSZarRY6nc5btyB8K07mi7v3RCaTQaFQwOrqKlKpFPK5DAzDQDweh2EYclvVYgAgQIDwNrPEeUkc3l7TtMgHSaoc8CQ1qRztdluSudPpoFqtvjWS+VqfxL37D0Qmk0Eul0OhUMD6+jqy2SxiMQOuY0t7bhRIgkV9Puy7eSJM2vB4oh68wAta4AF1HAeWZcmFX61WQ71eR7lcxp3bn1xrHlzbwT97/q1YWVnB+vo68vk8MpkMkslEf5EV2l61yzLGAjrnRdSBWYPGq6o4BHUWUbdXJbamGwg/h0IAjuPpza1WC81mE6VSCdVqFa1W69pK5ms36AcPHwlN03B4eIj19XVsbGwgHvcsCZxDLmySCXOAlFGqg/e7viVgUp1YdWaEMQ1JPmy8UXqw+p0yQHAeTXghBHq9HnRdR7fbxcnJCV68eIGzszO4rou/+9tfXiteXJvB/sM//IPIZDI4ODjA7u4uNjY2It2+hKuWpIsOegjJtd1ut1EsFvH69WsUz8oQmo6/+8XPrwU/rsUg7927JwqFAnZ2drCzs4NcLjdWYl61TrvoIHs4CQLOOSzLQr1eR6PVxKuXx6i3mvj5p4uvYiz0AL/44guRzWaxvb2N/f19FAqFgKWBEBUpFrXdEn2EVSgisuM4cLiLVy+PUSyXcHZ2Bsuy8Def3VlYrizkwH5190sR1w2sr6/h4OAA29vbSKfTACCDY5YkvRzCi0LV0QONodtx0Wi3UCqVcHp6inK5jM9u31pIvizcoL64/1AI4eK//Kf/jNXVPNbX12EYhtTfyEUcdsuG/17qxOMRJjLg25/hWzIE0G5bKBaLOD4+RqVSQbfbxed3Fsskt1CD+erRE7GxsYHCSh7v3TyEYRiBoJxRq36VtItg5110jLLWAIDjCnDG4Lqe56/VaqFcLkupvEhEXpiBfP3osdjZ2cHh4SE2NzcguLfwUGN3AUi9zTTNwO+jPHFLDEeUiTDgytaMgUyUdruN4+NjnJycoFar4ZNbHy3ERb7yQfz3//ErsbKyIk1nuVzOk8BG3+1KUC0S40i6VCfGQ7U5D2SkBFSNfrxzvV5HrVbDixcv0Ov18NOf/OjKOXSlA7j75X1RKBSwu7uLg4MDZDIpAIDjcEniYZg1SS8iyc8zpoV/CAPri/47jevk5AQnJyc4Pj7Ghx/85Ep5dGUH//UXX4q9vT3cuHEDa2triMfjfhYFm2hgi0jiaWJRSey9e6pFrVZDqVRCpVJBvV6/Mrf1lRz07t27Yn9/HwcHBzg4OJDWBtu2ZS7bOCxJPFtEWXrUMWmaBtu20Wg0cHZ2hqOjIy+Y6M787clzP+DDhw/F9vY2/vRP/1TmtAFB/YwWdKOwSDc5CpPEXlzm97PGJCQGPM9frVaT6kW9Xscnn8zXcjHXgz148EDs7+/j/fffx9raWiCbguy/AGDbdsC0FoVFusmzwFWf3zio8csUFUcSuVQp486nt+fGrbkd6O7du+Lw8BDvv/8+1tfXwTkfqja4rnuu9KCrwLhA+kWXtJdFIOzTl8rNZhNHR0c4Pj3Bm9en+JtfzieAaPScPSXcvXtXbG9vy0VcOD1oYFBjVIl5ICoeY1iWBX2mFkE5z++vK1RnCWMMmUwGm5ubODg4wOrqKr569GQuJzrzJ+XevXtid3cX7733Hra2tgYISjdftVUugh140vQh2jYclD4Oix77Meoe0LqFvnddV94/yrp+8fI1iuUKTk9PZx4JN9Od37t3T+zv7+MHP/gB1tbWZOmmWCw2e2kUMtaT5Nc0TZrx1O8Ho7oGduPbSfv/p9oPquSl2hAU76EG1qjJqLFYTJYMoDQqb2w66PmgIH8at+rs8f4fHF8AVyzt21YXpVIJ//7v/46joyP84vPZqRYz2/H9+w/E5uY6Dg8PsbOzI93EdGNnrTK43CtAolbqEQIBgqjo63cskhi27aLb7aLb7cJxHJTLZVmhhx4A8mrRAzOKxABkbEg8HkcymUQymZSZ2YlEQvmNcl6ukA9JmMSu258JDH2ua/YBOK5Ao9HAyckJ3rx5g0qlgs9+Phvz20x2+o+/+rU4vHEDh4eeKzk8dZI9eJYIkzgMElRhkvfjkTU4Dken00Gr1UKj0UCj0UC73Uav14NlWTKbWCUp6cXhqpj0fViPJGlM5bSSySTi8bh0AKVSKSQSCRghDybnCJA4fD5XLYnBGGzbRbPZxOnpKV6/fo1SqTQTiTx1Jt3/6pHIZFI4PDzA5uamnFZt25bSeB76YLgMlUpSQlht4LxfLqpatWSmQ7VaRb1eR7vdllUqTdMMFC4JhzWq5xhlyaCUe6qnJoSQBQt1XcfZ2RlSqZQs/JJKpZBMJpFIJKBpCEhnim1Qz2ccZr3m4ByIxXTk83lQtaJer3epfQ7D1NkUj8dkILtq62WMBeKBZ+9x80irqg2e5CL7JumwfV2W6jP0ej28efNGVp+0LCugNui6LvXg4DG9fRNBo86RyKZaZzRNkxKcdOrT01PE43FUq1XpFMpkMn5Wd1JW7SQdWggvbNJxPPUlbl7twlFwB0wzoGlALpfDxsYGut0unj3/Vkw71mKqO/vV//xC3Lx5E3/+53+OtdW8nFbD1WlIOs8SXDAEddH+dxSkZdsu2u02Wq1WQGWwLAutVmsi81hUur93jNHnZ9v2QJ1j2o9Kcvq/YRhIJBKyDFehUEAymUQul0MmkwmoG5wDGrtaj6Gcbfz/t9sdlEolvH79Gqenp1ONs5jajh48fCQ2NjZw8+ZN7O7uQGODZhoi8SSxEZeF4woA3gpe0zzSui5g2/3i1a1WSwavUL0yy7ICqo9qEVDTeGhGodeomx6V1Oo4TiBLO6zmGIYha6upJkjaPpPJIJVKYWVlBaurq8hms/6iUPdUiit2e6v3mR5I27bx5uhE6se3P51OutNUdvKPv/q12NjYwJ/92Z9hf38fus4CO6abD0QXA5kFbKev82qaJ516PVtWwDk6OkKz2UStVkO73YbrugGSDFuY0fe2bQ+YvdQbH1WcRY1BoJrHBNX7pUpj1TRIYyKPZiwWk+Vpc7kcVldXkc/nkUzGkYibAMY/WMNwWRI7jiNNqb1eD/F4HABQqzfx6tUrnJ6eotVq4eOPPrg0GaaiOK2uruK99/8EO7tb0HUGx3VgaH1pyxgbkL7hqo+0XdTf40A3Wtd1qd/GYjGQOiwAdGwbZ6UzHB8fo1wuo1ar9Y9l6DCM/vgEAJcWbBoDPesCgCO494eu+fsnswAC9i6mBffX38j7l4e+oaee+/tnjAHMGxttKbwLA00z4LguXLuHjt1DvdVEqVpBuVbF2toaVrIZrBcKSKeT8rrTDKI6KlTnknoNpyFkYoYGCBeM6YjH4/K+GDrD3u42OOdTW+hdmsT37j8QGxsbWF1d9XRdTJbfdtkLpcZXqA8IYwxM9yOsOGBZHSlxibztdjtQ1uo6IiwUKCySc45WqwG710Mu50noeDwuHSmkFoWvGX03LfT3FYx8o+NmMhnk83k8fvJM3Pr4w0uR4VI/vvvVA7G1UcAPfvAD7GzvAABc7rsgx+x6XMDMOJKTpUPdn1xAQqDbcdHqWKhUKigWiyiVSmi1WnAc51wP0HkXbNPCuDFGLZgB+CY6hpVMFvl8FoVCASsrK8hkMrIuc3jBHYVLn6cIFmchc5Hre0ebzSaq1SqOjk9RKpVwGSJfShLn83ns7e2hUCjIzy4iYc9LYKAviWgqpOmRc46e7eK4eIZWy6ubUC6X0Ww2pfSeZGE5TlIvStC8urjsm+gYypUKOp02ut0uOp0O1tbWZJV8XdcDxA87YaaByH0x5jugGNLpNBhj6PYctNvtSx3rwiS++9V9sbm57rmUYya44NCYBo1pcLk7wqnfx0XIG96WVvIAZCJjvdHCm6NjtNqes8KyLAgwGDFT6nzjSCrkTBKSxP0RTDzWWUD43hvpsQMD0/wYDAZwx5ZeRSJyt9vF6uqqtDGrVhFVOk+FzLSfIRJd13VQG4pMJoMnT5+Liy7yLkTif/zirigUCtjY2EA6lYaAtwI1TRMamywm4jIEBjAQf0EEPjk5wWmxhHKtjm7P8xKRNUBd+F13EAHDJWsBj+CxWAyu05Mmw16vJ3t72LaNlZWVQP1m1V0+bakcBj04uq4jnU5jZWUFtm1f2BFyIRInEgkcHBwgn8/Lz/rmJu45Fs6hUl3kgqnxCZZlyaTF09NTVKp1dB0X1KCIbpZq671sANKs1YmLpDf1JauAtKj4ru1msyld6u12G0II6fkLk3Zq58ZdICTUGDg05hUB1zQNqWQchbWVgDnxvDj3nbz/9SMRj8exvbmJBDkEwGAaMTB49uFxi7ppgG5Yt9tFuVzGmzfHfrRUTUofVQIDfTNTuI1t1GvREbZdq94/wJuZOPrnqjp3SiWvUGC9Xke325X7maYU5q4nRAYeRsU1zxiDaZrSnR6Px/HN46fnXlGeWxIz4eL9m4fIpjNS5/FO2pcCgoH3rZoXVxsEIKSt1p/yXBfwy/jruo5ms42zszMUi0WcFkuo12sQgiEeT3r2XAAQHNz194O+qs7GTBX9+KGwFYU+nq2J7lw0EmJA9eQMADNA3mdD82611enB6pTQ6zlYX+8A0LC6uopYLAbGNDDBILzLLNUuNd5FDV4aOX5NoVaYAyEhkUgkkMum0cik0GwEKztNgnOJnHtf3RfrawVsrm/0B9Tnq7xgY9z2E4P5Tyt3XbgyONzzwrVanvnsrFhGuVT1bb8Y0BPfVRDhXHivcPxHu91GqVTC0dERisUiOp2Od221vgZAUXWqKW8WJkbGGOLxOHK5HLLZLJ4+f3aug5xLEmezWezu7qJQKMzNXgr0zV26YXheM8eVEvjo5FSaz2a9ILlOGMwDDH5PTRwpyJ/c2LJ1hDtoS54kbeyiYzVNE/l83uuK2rHO9fuJSXz/wVdifX0dW1tbYwNepgIKNaPAF1+v7fVs1Go1HB0doVqtotlsDokIezuSMWcFyodrt9uoVCqIx+NgjGFtbQ2JhCkFh2qxmGbcCy2u1XrT6XRahpqe61wm3TCZTGJrawu5XG7uJioisOAclUoFR0dHslAHhXYahnEtFmTzQnihJjTvpXrQSDe1LEtmX5TLZTgOl9czKnhrGupa1FrJMAxpMfn2t7+fWApNdNe/vH9PbG1tYWPD04XnpXMKT8mVf5fLZVlatNVqyQCS8AVf6sSDJA6/VEHkZbJUPRu7X3+YFnB0baMi7i47PnpXPajxeBwrKyvI5/N4+u1vJzrQROrE6uoq9vf3ETe9cLq5pJv7lg/BAECgWq/h9dEbHB8fo9VqeYs+f9PAAsb3tc3DzLfI4CIk6fx3JZ8EnAvPDCMYuMPRalo4PTnznSU6UqmUDKEMxztPE+oMGovFkM/n0WpasHrdiX4/lo1ffHlX5HI5rK+vA/CmnmQyOVdp5ziOLFxXq9UghEAikfA9UH6guhbMjnjXMU5aGroOx3HkYk33/99oNCDgIpvNAkCAxKTHTmJim2R84UAkWpxT1jcdexzGqhMbGxs4ODjw3LfwvDy2bQeJQlmYPoZNPern6kNAeWUE13U90aF5wefHx8f413/9VxwfH4MLAd0w0Ol0vH3oGjgLGv8nwbDUo2G5cdcNA84L0oMpWMiPVSbVwhUcmqHDFRwNvxxVsVhEq9UCMDpvMArqtlHXlR4cVQrrug7TNBEzYjJz5dlvfzf2gCMl8f0HX4lsNivzuihfY9rpRWpwtgpVAjcaDXnstyH2YZEhhEC1WoVhaEgkEmCMyeg3+n7WiMfj0pM3DiMlcTqdRj6flyfCL+ClGrUgCLuB1bgGL7i7hZPiKd4cH6HWqAOaZ+ZxXRec+V4p2nfotUTw+hDC14czQGjBe0TOkGq1ilKpJIPtpaVjDiQmk1s6ncaT33w78oBjSZzL5XyX5GDU1CgMczyorkv6f9TvqMoOmdJUdWPcyvtd14kvSzHhLwo7nQ6q1SpqtZqMsQDmY50iEmez2YEmQ2EMJfGDh4/EysoKstksdE0HA4Ou6VMNkFEfDFUiA0Cz3cLpWRHlchkAZFknR3DoptIWDEvJGw0vnoUz70X/l58LPwYZmh/vwuAKwOF93bXX66Fer8uWBt1ud24Lel1nSKeSyOfzyGazePh4eIXNoWxMJBLIZrNekp9Ck2lJYtoGCPYZ5twrHUUZGZ1OR9Yro+MvnRrTRfg+OYLLe9HtdmWOItXimGdFT3J+kBCLwlA2kD5CCymXe1bY88Z9jjOS08Wi77pdr5oi2YPV36hp60t14nwIryGGIUrIdLtdWVhGVStmCdf1xmAYhqxHNwyRJP7V3S9FNuf5sRk8UpBKMS3/uVpPQUWv10OtUUelUvFMefDywVxHgEGXC7slhkO9O5rov2uKDIkSKOpntuOAQ4BzoGv30Gy2pTS2bXtGI/fA0K+lFzdjSKfTSCaTePQ0Orotcl5IxRNYyeXBHRcQAoamBy4MFRphLBiVG8gOkBnbarYaxRr3t+XwvEaarkMAqDXqODo6QrvVATQDTNPgcA55a/zKPv3rvdSIo8AgoAmfEGIwPpn5nlD6Qo2ZYtCgaQZsuwvGObjmotmyoJerSKYySKYyYJohi+So5RNUbkRhUns+Y97QHNdBMh5DYTWPRq0SuW2kJKYKjJTiHWWkvqw0pt9T9oXLXdTqNVSrVc+RwTRleEsd+CKITnWdDJ7KpvvmNw0910HHdtDpdNDpdAKzocqPaTuLiG+maQ61Ugyw48HDRyKfz8tiz5E/ilhYnZfUjPWL5umajl6vh2KxiGKxCMs6XzzpErMD3WvHcWShRQp/VTFtb6dQZmwq1zUsRHOAjaZpYmVlZaC7/ShcNAVJtXT0ej2cnZ2hUqksPXILALWIIc3Gtu3Vsms2m740DqoGgWIpl4Sqdui6jkQigUQigcdPB01tAyQmd1/UKlXdOX0e0IPPeQLq9vSE93q9pXVhgRAO0KEazuoCTw28mtbCX92HpmmyBUSUeW+AxFRyf5iHbphifpGBS/dyu4VarSYrpi/twFePKOlKFS6plvOsMqUByDgd4hvVZ45ScQNsefj1N4IWdNTdR93RMLXiIgNXYyRqtRoqlYqUwsug9quHeu9VRxQ5P5rNpvTgzTLyT5JYN6SAHRir+p9YLAbTNGXSYHhH0xwoEdV1XVmpnXThJYmvHlECjJrIdzqdQAuIWYawqsmpxM8nz4K1KQIkZowhl8sFBkaKdfjvy4J0GwoyabfboDyrJYmvBqpKoNp7KSyA0vepLFar1ZLFANWG5ZNgHPEpYpLUGMf1ak5vbm4OqJuB/1H7qXHNwacFmp5s2x5oJbvEYoN6+lF9N+D8C/tJoD5Y1Cot7IKWJL775X1BpT9jsfkEeNDTTMbzJYGvDzqdDtrtNizLmolJVF1YAv0C3dTe4f6DryRRJIkNw0Amk/Fjh6c+pkj0ej20214NXVX3WZrYFh/UMo2KrxCmbZ0IgwKC1OwiSWKqF+tZDKYyjrFQeyOHbY1LLD5c10Wv1xvqgp4m1Jhzsp4RAiQmXWMeCytqPELVK8PG7SUWG7Tgo/XMLI+j2oyJxKrTI0Bi0zTn16LLtmHbdmBRsNSJrxccxwkIolmCeEmLu0gSq9Vewn2RpwW1nofrurBdpy/1hV8E2/X+XmKxQTXUqNzCtGdvEQqxpVh2Xev3vyZIOufyGcRMHWAcjGmXD9P1a0GoLcGYn+vlcgHHFWjUW2g1LTgccAQgmA7oGhwhIESwsMa8smyXCCI8K6tOEFqYk3Vpmm3ESMXUmBaIaOvZPdm4XY6J/qAY4VmrEnSK9PQ6ot9EXIilVeK6QN4/XxLPy84fxU8NAJ5/+xtBAfDzAvWPWNqHryeIwNTIhu7jtBDmYjh6Ul38a0A/1E1GK80h5YcWdfREn7cM1RJXC4qlmMc9jAr/DViz6A/TNKUeMg+pSE/xrKOglpgN1FBdteTC1GqSRDg7KGmZ6pP8/g//JACfxBTcMYtotWGgklVLAl9PhPvfqQFjswRJYdUULEmsluucB6nCx1qqEdcLMltdKWw+D4EUFYAvSay+zxNL8l5fEGmvYlYdILFhGLKtLW1wWQzTkYSALO5sWZY8lm3bA5Uxh+X2LXE1UE1o5NwQQkidOFxv+FLHGmJcUB+YAImvAuoFWRL0+mERZlAZpnmVA1AJvCTy9cNVEjlQo+8qBzGMwIvwlC8xGmo4wFXcr4UgsYpwjMQSi4+whWDe65eFIDEZrJcEvp64KglMEELgr/7iLxlwxSRWjdZLAl9PvNPqRJjA4XJYSyw+FuU+eSTWDFhdG2AaHO5Vqbwsomq0ebY9wPR7biQSCVm4LhaLyb8BBAJKwvtbYn6IsiKRh5caw6fTaVkvZFomU9kgXXAvplgIdHtd6Jo+EIQvPXZCCK8ZiRCYRx32KAm8tBlfL6j3UF3jTGvfk3wG+CRWI5G811TGMRK6rstXOHJuSeTrA6oKRd66WZI4XB9Ofg4AH/zoh2wWeVKjQPXeqDTS0oN3vUAqhWEY8j4C0687ESCrEjmnZljLhR3F9nrTw1TGMRKUtapW3wSWuu91QbgGhColpx4UH+rzopbOAhQSqykm86ARPcHqBVia2q4PKOAnHo/LUg+EWdxDdZ9UJoAgj0zliDjnc+lHpE5Dw0xtSywuOOeBhjCMMRlhNg0Mi2JzuSuLUBIC6kR/cTeVcYwEFYgLd2JaEvl6QNWJqQZE2Cx62f1HQc3rI2jqjyqVik+qoG03vMOLDpT0bcaAZNLrhkMk1jRNVpQhFWMZT3y1CGdtqNA0DfF4HKlUSjawP0/f73Ezr8Y02I4tm4B6jTm9bS3LknWRgZAkpuJwtNthxJlO0DwCJYlUO+OyY+hiICoVCOhLYarcHrYwTfP44b+p/NmdT2/LLwM6cbvdRq/XkwNVT2QULjpwepLpIpCtcVkpfrGgcoCISou6ZDJ5rnZx5z1u+G8qJ6tCkvjzO7eZZVlyg1EkjkrrP+/gNc0jMbV1Up/4peqwOBgmwNTecqQTT7vkA2MMXHAIeA+NgJDV6VUEFBhqeeq40XpQ1P/DnrbznIBhGIjH44jH4wMXYomrxTDhRS/TNKV5DYDiY5jevVP3pTFNtscIV6YPkLjX66HT6cjWTsN2GMZFpbKue4uDdDqNRCKhBAktSbwIiPKiklUplUrJRR1te56F3SSgYil0bCpgOFISU3snaop4Hql60SkkkUggl8shk8kEujQtsRhQSUwWCF3X5T1Ta/hN877J7knkfoZAp9NBq9UarhMDwJ1bHzNqQSCgyXrCUfSclt5DPRjI3LbUhxcD4YWch36/51QqhUTSjJS807iHYTWVWit0Op2AZQKICIqv171OkdA1QNMhAHD4RGYauGBwXAEB729AA2PeC/DqD6snPfhSwAQMgyGTSWFlJYdMJoVYTAdjg7PAee2QS4zGMP21H1rpLb4NQ4OuM7iuLW34a4UVrK7lEY/H/V8N3udhM/mkerPg9BABDDoYdDQbbdRrzYFtBxhh2za6Xdt3QQtJOxdepXdNm960oepZZG6Lx+ORdkmKXFqa3+YD9VqT8NA0DfFEDLlcTjGtDRoApsGPfkCRd//DJuDAtuEPut2u7KA+jDDTUn3IxW0YXnZAPp9HKpUaiKUIh2oupfHsQYWzgWC/jEwmg83NTS+bQ/fCL2ehAqq3mKpFNZtN3Ln9yQD7Bthw++MPGFkogq2dLt8BIQy5IIDXzTSXy8lUF3WxoMZYLGMrpodwypH6mZomRuYz0zSRy+Wwvr4e6JkRXoxPi9ScQ4ZAUPPHKESKNDJlqJFC/ZMEXHc6U7p64iSNM5kMUqmUlL5haUCqxRKXQ1ThGvWz8PUmKZzL5ZCIe7mRXPQJrs6OU4tk83MyhfAsEyofVQwlcbPZ9K0Us4NnBwS4f5BEIoF8Po+1tTW5aKBi3DIPMBTVv8RsQMQkKZtKpbC+vi4bvqgpbSqBZ6FadDodNBqNoSSObOLc7XZRr9H8ClMAABWqSURBVNeRy+XgOC4Mw5s6GPri/bKgLFYGgAsBwJuu8vk8hBBoNtuBjpXLlP7pI0qFINKSoCB1Lp/PY3NzE9lsFgJ9Sa12i5vFmsVxOBqNBiqVCj659VHkjY882p1bHzIS3zQ1TJtE6pQjT55BLvCoWbpa/HtpZpsf1BYGpEqsrKwgZsRkqr4aLquqeVNreeA/TO12G83moGmNECmJAU+lsCwLlmX1rQW6X6ZC67friqLzJCSnla33t29OgeeKzudz2NjYQLfbRbPZRK/Xk+SlC+W6boDQaveeJcnHQ9d19Ho9CCFk/DYJLfLKUc3q9fV1bG9vI5X02iYPUx/UPDttTO2SqMUgfdZf1Hs8rNfrsCxr6L6G3m0ytbXbbTiO4+185LCmi1wuh3w+L93RavdKasMadokuJfXkoGmfvKThdQdjXkGbXM4TKJlMBlx4aqBqmZjmeICgAHQcF81mE61WC7/8xWdD6Tf0bt+59TGr1Wqo1Wq+JOx7UOaBdDqFQqGAQqEgKwWFG/6FvUJL89vkUGcyVZclUnPOkUgksLm5ie3tbaRTSXkPpi3OohaDnHtSuFKpoFarjfz9SJHVbrfRaDQ8K4WgA86OyAx99YQxIJvNYnNz09PFlMDrqCDt8GdLjEZYEFAdEDUIa2VlRS7mCNPUd8OCKCiFHViWhWq1OlIfBsaQ+Gef3GKkF9u2DYEpeutGGO8YvCcxmYihUChgY2MDuVxO5nKpWSBR7umlHXk8SAJHzW6MMaytrWF3dxebm5vQWH+9Mo06fSqGhfHSeqjZbOJvfvn5SNaNfazI3NZsNs/l5Iia9oXwGpYTgcUIKtMDn0knsLGxgY2NDWSz2ZGVZlQv0xKjoaoRpBPTAjqbzeLw8BB7e3tIxCnovV+PxHai7bWXgTqLOo6DZrOJSqWCTqcz/lzGbfDBj34Y0I3npXKq9sd8Po/t7W2sr6/LnDx1EaJOR0u9eHKoMcI0g2WzWdy8eRO7u7tIp1Ny21ld0/A9I727Wq2iVCrh008+HnvgiRQc1Uox4dAm3A7QRHAgmvLiDgd3OBIxDWv5HNbyOWRTScTjMTAeTeCldWIyqN42dXZbWVnB4eEB0um0t/5xBVwuYLD+PZq6dYKksO9idgVHq9UaqwsThtqJVbTaHZTLVWSzecTjScRNHVx4x1ZPpx+wAT9aaJBMTNC4faL7+hbzt1bpHzO8KY+7LpIJE/t7O9CYAHsjUHZcdPwgJQYBQMAlNUL3HoOwqhK2ZIzCVcvyyxYTI+tDeAEseJ+8sVgMjLuwOxZS8Th2d3fx3uENrOay3uKdCTDNnxVVezAYBMUKsOA9HpsZH9zYTwQFdDAIMLSsNoqlEs4q5ciItShMJLI+v32LdbtdNBoNNJtN2M6wehST7C3id6F3AIBwAXBAuGDg0DQgmTCxtraGna1t5HIZ5HOZgHpB9k2SLIPje3fUjXg8Lut5AH1vJ5UPA/pFJNPpNHZ2drC3tydjIxhEX+DMwNhD6UeuHyvs+FnNzXYbp6en6HYn17snksSAV3WlVCohkUjANE1kMkkA/QdUiD6JvWj86UFKUMaQz+dlB9RqtQqnUpPOD7phnuGeyaf+XSBtGOSyVd3Hapw2qYYx07MAHR4eYnd3F7rO4Dgchj7ba0b3RNd0OMyRqmGr1cLZ2RlufzxeFyZMrDzeufUhq9frqNfrcsVIAUFhcD7dR5dUCsBbVSeTSWxvb2NtbU1m3FLqv6ZpEM4yyo0yM+jhJmuEGh+cSqWwsbGBnZ0dFAoF6D5x5xElqDpMYrEYhBBoNBqo1WojXczR+zon/vlf/q84ODjAzs4OTFOXOjHnFFPhxRuPe5LH6k7cAfN3qN4Mgf5KutFooHhWxtnZGWq1WqCyJ2fv9uKOaXpAvRLclbERuq4jk/RMl7u7u1IY6DqD8Av2qc6lKEQ5KKL+P/A7+e47Ofz71Gg28OrVK7x69Qo//eGPzsXLidUJAnlRMpkMstkskqYa4T/5fsZ51YQQQETANdAvPpjP55FIepkgVG6AvE99NSe6jcLbrmKojd4553D9uGwqP7W3t4fNzU1sbW3BNA0I4YU9MvCha4ppgoFJLwH3rRGVSmVo9sYonHu0H/zov7Lf/uF/C+/J1ZE0s4HvGSPX5OVUCnVVzaTJw9st6XWGYUDTDaytrcG2bRiGIdUdxoPkHZZ+87aCu96MBKEBfgaGYRhYy+dQKBRw48YNZDIZxE2igPBnz+kH9wyDxjQ4PoFrtRra7TZ+9smn574xF5pzyYPX6XTgumqelr/TKczkLNxkxH+RhKHMD84FUqkUDg4O8P7772NjYyOQo6ciKmjobYVqL6cHPpvNYnt7Gzdv3sT6egHxeFxmzqiWm3l4PF3uQkDAtm3UajVUq9WJvHNRuLA4ev67P4j9/X0c7O4gnU77F80foCsCOnGU9BtHJBauUUG/Q//GOI4Dl1MnJoZ2u4NSqYRKpYJSqYJ6vY5WqyXDCoG+WUnXdTltqroi3UShjdfph/n9w+c67PcqWcJZ3Qbrx06rhAynZ0XppIwxOILLGBPTNLGSzWBraws7OztYWckN1f3ourt8tL47yUwW9TAwRcI5roNytYo3b97g6OgIH/74Jxfi44WVn1arhdPTU8Q0hu3tbWQyGc+sFbo2YZ10mtO4YRiAPxNwDpimiUKh4AcLeXUsqtWqDGAisxI1Dgw09AtJrnGyOkxA9X1SqOlAw8iohqCqD048HpcNWMhxAXjhi1T8xjOFein2e9tbWFtbQ9IPbJ9kbJdFOHheCCHT0rjgsCwLtVoNjUbjwgQGLkHiz27fYvcefiMMP6UonU7LE9fGSLFpQK3CGDQbJQAkwJiXF5ZOp6V0JhKrUlAlhuxiybnv9Ts/Jg0HVQkc/q33exdCcAjfKeDtjyL4GDh34JWV8mo0ua7tL4IB0zRkQgHFA6+trXreVEAu8IDhM96w85oGuPCqW1arVRSLRVQqlUvt71LL0M/vfMIeP3kmyuUyMpkM8vkcGOs7PqJu5LSksczz0g3ougbX5X5ooYCmMWSzKdmeihrckN5FLlkAATKfF8P07vP8ftj24Xw1dZYA+kQkx0+324Wu68hms8hkMtjb20M+n0ehUIBpktrkQmNCejgvep4XvX+eidQzrzUaDZTLZS/I56PJHRuR47vMjwnf/vb34saNGzg4OEA6nYTrioAgu4hFYJxOPGC1gPfwcE5B3po0G3U6HdTrdXnRKNCfHAKDZjyAjxlqlMQ9r04clZUiY3q5G1Az1Ig9+h3p8KQjZzKe3lsoFLC1tYVkMgnDIC+mN1uZsWAH12HXmYtoFeciIFMf4Nmsur0u/vjHP+Lk5AR/9Rd/eWkOTsUg2Gg0cHp6inQ6jVhsC7GYATKxzUonJg+U46iLH3gGe183ZwwwTQ2m6dXSpcIslUrF9893A/l6AT3XGG9quqyVY9hMJYSAFrIWqC5kguu6MhN5bW0NW1tbWF9fRyaTQSxGHY28bT0yeyUSJhn3ZQlM9zpcrL1ttVGr1XB2doZGo3GufQ4d61T2AuDrR4/F9vY2bty44Zm59GjdcNKLMYl1gnMOlwfjYtXdB2I5fDXHsrzqRsViUWYOUAl9tT/aOBKH1RBVak5iphqWHyjThdB/4FWdX+2JrZaVWl9fRz6fl6oDwXW9/dDMSC20zNiQ8xMcYJq8zuo5ngcqiQFIB9VJ8RRHR0d48+YNPvn41lT4N9UV2IOHj8TNmzfx3nvvIZdND3UwTHJRxpGY9qM+ImROBvq2ascBHKcHXY8hFguqHtVqDeVyFY1GDc1mG41GDZ1OT97oUSqFbduSeGrnJzUIaRSi8stUEmu+iUz9PhaLIZFIIB6PI5fLYXV1FZubm4G1iOP0pTWZHgHI2BMZCyzGx0eoAuMiEN6JetVUwWB1O/j+++/x/fff44Of/HRq3Ju6GeH57/4g9ra3cPNPboC8egAGpkLVtRkmOzDN1TAFNwffiSC27aLX66Dd7qBaLXv2Zb9kEpUHCOvO4W7v6lil6U6PXjwRWcnDSNdB7a2taRqcbge6Brl4SyaTWFlZQaFQkAm04Ws1rWs2IEAi9stdF1pUcLwQAPPqWncdFwbTwHQGp+fg3777I7777jvUajX8/S9/sbgkBoD/9X/+RfzH//ADpFIJGe9LIP0uqm3UPGMbwqlNnHMZf9HtdnF8UpQZt/SiACPXdZFIJAYkaeB8FBJHnRcFNNHCjOo+kPTMpzNIJuPS2kBmTOpvMqvKTHJfKpFH7ZfOLbQNF5qcyXo9G6enp3jx4gVOT0/x2e3zu5ZHYSaRHqVSCa9Tr7G2tiJDJ8PB2YTwDZ6XS1glELllqdA35xzJVEaSmHTnZrMpq4VSQZew00QSW5HW9K6STK11ZpqmjNNOJpMwTQNbhXVJ4lQqNbYJ+FXFggx7iKVN2uU4OzvDy5cvcXJygs/v3J76QGd25g8fPhK7u95Cb2VlZaBr6FXHL9BFV9WcgJTUDXDezwJWpbFt27AsS6obsrG7It1dRJNMtThQlgWRlyRtPB5DNumFRgZc4Yr6Mus8wrGSOEoCC68EgMs5YmYCHECpXMF3332Hly9fTl0C98c6Qzx79kzs7Oxga8tzeSYSnstT9RhdJaKsAwTbCfZlo8UeEZacJiqJVaLZfDADW32IqbE3FS0hMptmzNOFQ+MMu6dnLQTGkVhwHoiD8AflvQHgQke5VsXLly/x4sUL3P44uqLldMY6Yzx58kRQ5FShUADgxV0kk15607BpcdY3idSIYVKNSKxpLGCq8179aLrwgrVvc4YMIlIJrCZv9gnu90Lx96HBJ8k5FmzTvl6T6sRCta3L66jh6PgUR6cnePnyJT796MOZ8mwuitTjJ8/EwcEB9vf3/VRwoXTe6V+jwLWaMYnDOmrYbjtuphhlIuMQYKG43JBzMWAOBAbDV7nykEVZP6IC12f14A97iDzrji0TUIXwKrpbloX/929/xGnpDLc+mJ4pbej4Zn0AwpOnz8Xe3h4ODg6wuroaHMQVkLh/7GB3+LD5LErliPJEEYhkumHK/YSPB6Bvv1WcNQGiK8cPk3mY53PeJCZLDTVkdF0Xp6enOD0r4uWL1/j4ow/mwq+5LmmfPH0u9vf3sbe3h0wm4+uFXoyDKokchyNmjF64LMrCcBgumys7Phj0kvu/pDWj0+kELCau66JSqeD777/Hy9evBhomzhJzt8v80x/+WRQKBb9MUlrGt3JOq+7JBnbVJB4fajlYvOU8uGoSh88v/H9N0/yyZt4MUa1W8d1336FYLOLDD2erA4dxJcbFx89/K3Z3d1EoFLC+vo5EIiZ1RMa8lfm4kOS5rs4jMCo2QgDQtNknW14GY0kc/r8IlmLQdQbbdmX1ytevX+PFixf42Z3ZmNFG4Wos5AAePf2NlMheocC434TGm5riuo7LJpteBpMGiw+DuFj64tRwWXUhisQkZACvLIPruiiXy3j58iWOj48nKv43C1wZiQHg4eNnolAoYGdnx+9SmQAD4HKBGKNYh6vBWBKPnY6v9NJemsSOG17Q9r8TAqhUKmg2mzg5OcHJycnQzkbzwNVeaQD3v34s1FjYbDaLuKn71TIXmMRjcN0lseP2a9vpej/EtdfzPJivXr3CmzdvUCqV8IvPf36lPLpyEgPAvYffCArs3t7eRqGwipQZB0YQadaxAuNIPFYnZ1frkZyGOkHmPzIHWlYX5XIZ1WoVR0dHKJfLIxvCzAtXPgAVDx8/E/v7+9jd3cX2xvpIIl01icfhOktiejw573s2HceR+u/JyQkajQb+29//7ULwZyEGoeKbZ9+KbDaLve0t2ZSRwjbJBUzB3/0qj/1Fh+osuN645EPEglF0gK/b+rfc5e5A/w0Bpe4dMwDNqz9RrzdwfHyMo6MjVCoV/OJn87dAjMJCDYbw1aMnYi2fw8rKiuwn7MUlk2FdyHBIw9AlcWn6Ay6ccb9AuDyJw626hJL3qPkkd3mweqau62D+PNTteQ6Mk5MTFItF1Ot1fH5nssLX88TCDUjFk6fPBfWyo6IohqFJm6UanAOE0pNmURl6rrhkKakhOjkXHmFJCjtuPxhfUyqJVupefbTj42OcnJzg9sfzcSFfBAs7MMI3j5+KTCaD1dVVFAoFrK6uIplMysUGECSvVCnecXVi3MLSdqjYihaQys1mE5Zl4cWrY1no786t+XrgzouFHpyKx0+eiXw+j42NDeTzeeTzeZl/plYcWkpiH0wPqA+qPgz0SUzRet1uV6oO1WoVxVJt4XTfYbgWgyR8ee8rkcvlkM1msbu7i2Qy6deSSAbUCs6XJB63sAM8HZl6eNdqNRSLRRSLRdy6ZEWeeeNaDZbw4OFjsbW1hVQqJaVyMpn0O476KoV2ORJf92fAq+DTt9aQykVB/JSdUqvVpO230Whcmev4Mrh2A1bx7PnvRCaTQS6XQy6XQyaTkYmWsZhxKSZedxK7HAMLX9cV6PV6cF0XJycnsipltVqdW+zvLHBtB67iyW/6ZM5ms0gkTKzm8tB0yATVcGp7r9fzdGo9GG1GeqQGpS7aiNy2i9ZiU7cbSPdXfj+ugpKaKkU6LmMMttOvscw5l9FmjUYDlmXhzZs36Ha76HQ6+LtfjO6dvOi41oMP4/nv/iA8tULH+uoaEknTj1lOyubmgHfjw8Vb1MwOBq8ByzBSqjUjLgq1zGzUezjUc9j3UVkfggEQDF3HQafTQavVQqPRAHW/siwLn3x4fSVvGG/Niah48M1jkc1mA8VHPDXDlJI5mUwGFjpqq/R+6b3hUMtURSV0jqvFdp7mLqoJsf+wqTMLjYl7NeV6PVhWF1avK9vLUs2MRbb3XhRv3QmpePT0iaDCJMlkEqlUCul0OlCsJJFIBFQKcr2aYZdsRFLotBClMqgfhR069BnnkCUDHMeRKoPV6aBU9RrKU0Wjn396/RZsk+KtPbEwHj7+RhCRqXFjIpFQCpbEpT7JGIPGRaDQy6jCJVHlqsYVN4nsZ6FIdGro06+cRMfy3kmfbbfbkqiWZaHdbsPqdNDu9t5KqRuFd+Iko/D8d78VVGWSyE0v0zSRMGL9WIIIdSGKuOdJmZpUp+bcU11s25YvzrlsddZut2FZFnq9HmzbxkfX2MpwUbxzJxyFp9/+RlApqWQy6dVkM+OBVgm08qcWCrLnxTkKnKig0rAEKqJNLwpmojJaJG2pqGGr1YLjOPjxj3/4zt/Dd/4ChPH4+W+ErjPABWKmjmQ8BcPUYWgxGMr/47EEoAlo0MF0BN+ZGFt8Ra1QT5KWiOo4DjqdHoC+CY0qZzqOgw8+uHinobcRy4txDnz95KnQhAahCSTNJIQmYDAD0IGYFgN0wGAGGBMDjWLCxVh6PY+kRFCy9XLO8eGSpEss8W7h/wMw8motg8mw3AAAAABJRU5ErkJggg=="},{"id":"515a2e38-6aac-4000-9407-e82cc8145ce0","height":26.27,"width":8.24,"perimeter":71.29,"area":113.74,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-14 10:50:06"} 
[2026-04-14 10:50:06] local.INFO: Number of letters detected {"data":{"noOfLetters":8},"timestamp":"2026-04-14 10:50:06"} 
[2026-04-14 10:50:06] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":874.7499999999999,"perimeter_in_feet":72.9},"timestamp":"2026-04-14 10:50:06"} 
[2026-04-14 10:50:06] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[304.01,429.69,158.69,445.73,531.93,202.83,393.37,113.74],"actualFilledAreaSum":2579.99},"timestamp":"2026-04-14 10:50:06"} 
[2026-04-14 10:50:06] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":17.92},"timestamp":"2026-04-14 10:50:06"} 
[2026-04-14 10:50:06] local.INFO: Average character height calculated {"data":{"avgCharHeight":27.923750000000002},"timestamp":"2026-04-14 10:50:06"} 
[2026-04-14 10:50:06] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":918.0,"originalHeight":522.0,"ratio":1.7586206896551724},"timestamp":"2026-04-14 10:50:06"} 
[2026-04-14 10:50:06] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":68.24},"timestamp":"2026-04-14 10:50:06"} 
[2026-04-14 10:50:08] 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=\"6550.588235294117\" viewBox=\"0 0 918 522\">
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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":187,"y":237,"width":173,"height":172},"scaled_width":22.61,"scaled_height":22.48,"actual_filled_area":429.69,"bounding_box_area":508,"exact_perimeter":87.98,"approximate_perimeter":82.23,"convex_hull_perimeter":79.33,"perimeter_pixels":673.0609665440995,"original_contour_points":200,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.01,"compactness":0.6976,"perimeter_to_area_ratio":0.2048},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":41,"y":237,"width":147,"height":172},"scaled_width":19.22,"scaled_height":22.48,"actual_filled_area":158.69,"bounding_box_area":432,"exact_perimeter":100.91,"approximate_perimeter":92.1,"convex_hull_perimeter":68.73,"perimeter_pixels":771.979797464468,"original_contour_points":339,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.17,"compactness":0.1958,"perimeter_to_area_ratio":0.6359},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":554,"y":203,"width":173,"height":206},"scaled_width":22.61,"scaled_height":26.93,"actual_filled_area":445.73,"bounding_box_area":608,"exact_perimeter":96.95,"approximate_perimeter":90.06,"convex_hull_perimeter":84.74,"perimeter_pixels":741.6467529817264,"original_contour_points":199,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.19,"compactness":0.5959,"perimeter_to_area_ratio":0.2175},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":371,"y":38,"width":215,"height":371},"scaled_width":28.1,"scaled_height":48.5,"actual_filled_area":531.93,"bounding_box_area":1362,"exact_perimeter":144.22,"approximate_perimeter":133.86,"convex_hull_perimeter":124.16,"perimeter_pixels":1103.2691193458134,"original_contour_points":298,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.73,"compactness":0.3214,"perimeter_to_area_ratio":0.2711},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":332,"y":37,"width":173,"height":171},"scaled_width":22.61,"scaled_height":22.35,"actual_filled_area":202.83,"bounding_box_area":505,"exact_perimeter":120.02,"approximate_perimeter":112.89,"convex_hull_perimeter":83.85,"perimeter_pixels":918.1320343559654,"original_contour_points":193,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.01,"compactness":0.1769,"perimeter_to_area_ratio":0.5917},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":156,"y":37,"width":173,"height":171},"scaled_width":22.61,"scaled_height":22.35,"actual_filled_area":393.37,"bounding_box_area":505,"exact_perimeter":74.1,"approximate_perimeter":68.89,"convex_hull_perimeter":70.59,"perimeter_pixels":566.8427124746199,"original_contour_points":236,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.01,"compactness":0.9003,"perimeter_to_area_ratio":0.1884},"image_base64":"data:image/png;base64,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"},{"id":"1bfc3d0f-9acd-40fd-8c8d-dded14d1ca4a","height":22.48,"width":22.61,"perimeter":87.98,"area":429.69,"image":"data:image/png;base64,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"},{"id":"ac49e2b9-3101-4aec-a968-a7d857186b44","height":22.48,"width":19.22,"perimeter":100.91,"area":158.69,"image":"data:image/png;base64,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"},{"id":"e2d2a20d-9bde-4a5e-a0d3-cb6bd7f15613","height":26.93,"width":22.61,"perimeter":96.95,"area":445.73,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALEAAADSCAYAAAAFSSExAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO19WZMc13Xmd2+uVZW1dzfQINCgJCvs8Y+YmAnbWrgABEmJCulhftk8jMOSSBEksREkZcmyZc/Is8XMxLzaLyOSANio7tqrsnK585B5bt3MzurqRtfayK+jorq2rKzML88999zvnAPkyLHlYOvegRyXA/cefSYajQaKxSKCIEAQBGCMQVcYJoQ4cR8EwanbZboBxpj8jKZpCMMQ/X4ff/Xv/y0DAH0ZPyjHy4disYidnR00Gg0wxuD7PhhjQOAn3kdkpP91/XQKBrGdpc/pug7f93F4eIgvfvv34vt/8e9YTuIcC4FpmnAcB/V6DYwBvh+CMQYWJi2tSmIgsqynQuMQAghDIjHDZBJgOBzKCyAncY6FgDEGTdPAOUA8ZYzNtbS+75/6uq5zgCF2KSL/l9wL+mxO4hwLAWNMEi0IBMIwhKZxaXkZy55+mebpFPRCQOPR/+rFoW4vJ3GOhYAxBs4BnQGCA1xoMDgQhkx5z8nPpbyLE+BCAGDQAIADHICmRRbeMAwAOYlzLAihN4HOARECIvBgGSbCMASfYYGzkGWtucYgEJFd4wIMDMIPgMCXkQ++oN+Q4yUHQwgmAMj7RW47uV2GMPF6TuIcW4+cxDm2HjmJc2w9chLn2HrkJM6x9chJnGPrkZM4x0JAq2hqrDetk1jE9oMggGEYcF1XfldO4hxbj5zEObYeOYlzbD1yEufYeuQkzrH1yEmcY+uRkzjH1iEduMv1xDkWAiFE4gao2R7JLGeK787K9khsF4CI/zgYRPwRxhjCXE+cY1k4CzkvCiVhJCdxjsUgvVq3SuQkzrFQqEReFalzEufYeuQkzrEQqO7Eqt2KnMQ5Fop1+MU5iXMsDblPnGOrkBWdmFfx8kWgapRzPXGOS4OcxDm2HjmJc2w9cu3EkvDZ578WQOTDvfbD7+cV+ZeInMRnwP0Hj4RhGNB1HZxzaJoGwzCgaZqsv0sTG855ImkyCAL87//zfxPCqzAMEYYhhBDwPE8+DoIAYRjC9334vo/XX/tBTv4zICdxCvfufypM04RpmtA0DaVSAYZhyMcqiXVdT5CY7tMZv+prQghJWCEEJpOJfI5unufB8zz8j//5v8TQnUhi0/O3Xsstu4qcxAAePPxUGIYF2zZRKpXhOEWUSmWYZmR5DcOAYRjgPCoazTmPCcwRBMkeFFlQiZ0mcTosRa9NJpO4EjqHFwZwXRfj8RjD4RB//09/EK7rRtb6+3/5UhKaK4f6pSTx/fv3hWUVYBgaSqUyikUblUoNxaINyypA1zkMw4KmMYRhOGMrIYK4LwUhK7bPOc2dZV1SaJzD0KPnVa1tdGMQOodtGQghIMKp9fZ9H+PxGKPRCOPxGJ7n4T//l38WnudhMplgMpngjdd/uBZSZy07Z9WgUDXGWRfxie0CUU3i+H+O6bZ1Fh3Dl4bEDx48EMViEcViEaVSCaVSCaZpwrZtea9pmkKmAGHIFRJm46KrUmnVlyoq5wAQN2ZhLLqgbNtGqVSC53kIgqgBi+/7mEwmcF0Xf/jn/ybIav/g+391Ka10+kddahJ/dP+BqJYcWJYBx3FQLpdRLBZRKBRgWRZ0XZcNU1Qy0UoTTdQugrNWwZklngnCaSuByI3hME0DQkTbLpfLsgmL53kYj8cYDAYYDof45//630WnP8BoNMJbb6zHQq8Cl5LEd+89FLVaDY5TxI39azAMTVpcIiyRhSICRNb0sLdqnPzOaH+yvBq1O5FpmhBCyIuV3I1yr4/BYIC//d3vxWAwuJRkvlQk/vCTB6JSqaDZbCLqbmmjXq5A09jMfmmqpU03CgTmuwsXrTcWhuGJ6IX6nZpGE0Ik7rP2k36nYUSjTRAEsIolTCYT1Go1tNvtS0nmS0Hiu/ceinq9jkajgWaziVqtBssyo447IphZ5C79vPRFY2KrSY6zMO/1MyVDnrINkfIA05vTdZ4gOL3OOQNjOpxCEXAcVCoVVCoVtNttdDod/Obv/1GMRiMcHR3hP/zsJ1tN6K0m8fsffCiuXLmCer2OnZ0dVKtVFAoFkHFVh2AiCi0ypGfJwNQHXqUbMdfSh1P/PP3e6HdwMKZcCIK2KRAiBOcMugaYmg6Dl1G0TDSqFfT7kZtRMA08/uwLMR6P8fad21tJ5q0k8Sf3HohqtQrHcXD9+nVUKhUUizaAqBGg7wsZltLiCRGRgCIQwGwCqannc9u2XhDzSDzrokpflLQtdRTRwCE0JtvKMsZQLBbhOEVUKhWMRiM0Gg10Oh08f/4c9x88ErdvvbF1RN4qEv/8F++LUqmE/f19HBwcYGdnR57gMIyG0mgYpfOgJZzI9LB92jCerpmwTpy2iKLen/ZezqOIa/QewDB0GEYZhmHIsKPjOPji178RvV4P775z51xk1nUdQRAgCAK5KLQqbA2J7370idjd3cX+/j52dnbgOA44Z3M7Ur7siByL2SANiKZFERzHcXB0dITHn30hziNcWle6PrAFJP7l+78S1YqDq1ev4pVXXkGz2ZRDvOd58v/EQRTTx9vO8XTjwfOAlkxOo5dpaAA02JaBslNEvVZBteKgYJv4u9/9g2j3+nj71utnYmhWtfhVYKNJ/MnDR+LmK9fRaNSwt7eHQqEAICIvaRhO82tfdsyzwgTVpzYMA/V6HZxzlKsVPHvawuNf/1a89r2/OJWZuSVO4Re/+kjs7Oyg0ajh1YObsabBAjBdnFAFOTleHDQxTE8Oq9UqSmUHDAYM28Lnv/md6PV6+NGdWzPZui4ibxyJ37/7ibhy5QoODg6wt7cDx7aksouiC2rEQFWHqTjrYsXLjlnhRs45TF1DrVZDwSmhUqng+fPnePjZr8WbP/zeiYOaW2IAH3x0T1SrVezt7eHq1atoNBrQY65mrWQBgO/7CT1vuvpijvlI+7Hp6paOU0KRQWpObNvGb//hn4Q7HGRmrLy0dSfev/uRqNUquHHjFXznO9/C3m5EYHfkStG4KtIhkhKBc7w4KK5Mgnx6jnMODgZNAzQOWLqBarWMg1eu4+CVa6hUKnj46LG0FrMWY1aBtbPg/bsfiZs3b+Dbr76KSqUSkTWejugGh6FFu3jeGO9lQShO/y0X/a1Zbpf6nAhDhCIEZxxF20TBMKFrAhoHSkUbv//970W/35ciftXQZO3brKyXeZiuB4Qyw4awVhL/8sNfiT/5k28jWjquQtdod8jS8u2PkW05aOWP0SKSDjiOI1f/KE2rWCxC07QTgqZVYC0k/uv33xe1Shl7e3t49dVXUSqVoGcs74ZhCI1thMezNqx7VElnttDk2nEcFAoF6LoO27ZlChcAGf5cFVZO4r9+/33hOA5u3ryJ73znOzJjWGCad0b+rxDipIw/RwLLloqq30F6FHpO13XUajXpQ1MYVP3uVVyEKyXxzz/8UFTLFdy4cQM3b96AbdlgEGBgCOMfzDkHZ9EqE9f0fFl5zUgvKKVjypqmxcpBLkOfqjhp2QIqYIUk/uVHH4l6vY5XD27ixo0bsEwDoQhlsp8M9SA9wXi5TfEmuBMqkbMmZmr9DdX6XqroxK8+/kTs7Ozg4OAA+/v7sEwDHLH2wTSjN4X04+MYZfzZdQca0qL0VWMTLmHVhUgTNK3BVq3vpZnY/c37H0j55PXr16FrHH4QQgQeLNMC0TUtfZw+XvYe5jgNaRchnUqV9ntVy72qyd1SSfwf/9PfiEajgYODA1y7dg2axsEEYGoc0CwEYZCIPiQIHD0xl8TzrnbSt6bfR49935cTE9qHxDCYGD6nw2X6/IThdMFALVNlGMYJfQL5j9H9VA8dvZbcblZfOBWTyURuaxmW7yzxedX4qG4FACkXIJw3BHfa5JCeXyqJm82mlE8WCoVIVSX9hNWY2KyJiZoNYRjGiedUKxLEYnu6BQFkoRLf9zEcDiVpfd9HEATwfT9BZnVfqAQWCZioFBaVyiJ9L+23xqcWjwigktkwjBMkWXfGtoqtjk7cvfdQHBwc4Ob1GyiVSogNDoJ4sqaxaaYBMNv3u+hBoBOvpiidlp6vzqwBwHU9+AKyyN9kMsFoNMJgMMB4PMZ4PIYQQmY10I0InFba0fdTGJHqvtm2DduO1HqWZUWPDR0F2zzxGVUjkh6ys7QQm4RlkHopJL5776G4du0aXnnllTgDI3o+DOnARz9kFVLKLMISZh1QqqAz8T2MRz6G7hj9fh+j0Uha4fF4jMlkIj+TLkdF/1M9CCJ22j2gSpt0bxgGCoWCzBusFEswTV2Kb9ThOssnXbflPQ2zXLqLYuEk/vjBp+Lq1au4di0SiaiG4jz6h0VBugUxidKyQ13XZSVKIudgMEC/38d44mI88jEYR5bXdV25IKPKQ4HZVTHJUtPvVS0lYwyTyQSMMbiuK62/YRjodruwbRNF04JlTfPgiMymaUpXRB1dNs2doP047fFFsVAS//UvPhC1Wg37+/uo1+vQ9eTOqsmKdLAvWuvsLBdCWp1FnwuCqNrkcDhEp9NBt9vFcDjEaDSC67rSEnthkNhf1TU5yz6nCa5+Vt0e7ZPneeh2u+j3AR6KuHSVCcuyUCpF2t5qtYpSqYRqtZpQ83HOE/WOaSl4XVg2gYEFk7her2N/fx+NRgO2bZ3wc+MwcGKWL+d36TcvaJ1D7eCjWivXdeG6Lo6OjtDv99Fut9HtdhPWNhAhfA+AxqfyROWiy5o0ppEV9VBdgXRRbsaYJKDv++ChQBBExbhHoxH6/T56vR663S6KxSJ2d3dh2zaKxaJ0N9S0/U3CsvZnYST+5Ycfi3q9ir3mDopFCzyWPfg+TawYGEuHqTgQzrCk9HsvSGa1zgS5DYPBAJ1OB4PBAEdHR3KiRkO6DNwLBm7oiUmS53kAkLCecpczQkdZbbDS70treclXBnRoENB0Bg4NgfAR+gK9QR/j8QS62Ua/P0TRKaBRa6Jar8AplqGbGjSmg7EXTzLdJiyExL/45Qfiyk4Trx5cR61ahhAhfC8E51DUaSLOQqbQa1rgc9KtYAIAC3Da8p0IA/DU+rwgIjKZGoIwBAaDIY6Pj/H8+XO0222MRiO02+34LQyMcbktxhg4gFCJY581gJ9F7HnvnVUTzhMC3iQAFyFCFkKDBsE4/EBgMp7AHbegd3V0O0M4bQdVp4pSpYRGtYFSyYJIFUs8TQehYlOiG2QoGItaR+i6LkcwuvAXQuJ6vY693SYqThmcA0IwQFtAWVQ23whzLbtASnQfwHUDDEcjdLtdWYeMwmPpQHziu1ekwDobOEI2vWfKYy8MELgCXfThixCu66E0HsF1PThOEY1KFYYB6abQsnB6FNlmXJjEjz/7Qly5cgVXr16F4zjy+fQy8kIgRKY1BosyEJi6hh9PkFqtNrq9HlqtlrS+6hB/GlE3QQp6lmNIiyyTyQT9fl9OUh2nCHYtRLEYFeZWffjLQmDggiR+/4MPxc7ODnZ3d1Gr1RKhKyC5xDgLc61d+lhnHPz094RBgG63i16/jydPDjEYDqOQ2Xh8ohZxOo6c/n/ZOIu7cdp7yOdXG9a4bpSbOBz2EU48VKtlWXDRJMEVTgretxUXInGlUsHVq1dRq9WkUEQVgJw2XC8K9B1SC+F5OD4+xtOnT3F0fIxOZ4BJfHJJcA9MQ2xEgk0dXudZTnUlj34DRV+CwIM7GKLTKWI4HIIqiJL+V/UrtxkvTOJHn34mdnd3sbOzA8uKrm41mA/gwj5xFtInU6MYqRAYxxO1b775Bs+ePUOn24cAT6yWnbZf6iQi67vWgbNYajXao+osfB8QEOj1ejJk53ke6vV6vBB1OVK/XojEv/r4vqjX67h+/Tps20y8ll4CvSgRBNKz9iTBtPj1wXCAVquFZ8+eodVqSWGOwHR5N70vWcve6j4zxpaep3oWdyvrGBJx1fBceltCCOiGDt/3MRiOIXAMPxAYux48P5SpRduOc5P45x/cFaZpIip0sguA3NTkQT1rOOpFoJ5Uaot1fHyMJ0+e4MmTJ+j3+9A0DZZlYTAcy8wD1X+cdeLTz63fFkeYZxDUJXX1M9SxlBZwfN+XCzqe5+HKlSur2P2l4twk1jQN3/rWt/Dd7/4JwnAq5gFOuhOLGI5PWEYxLX7NGMPR0RGePHmCr7/+WrbDUkUyhmEgZIAvwkhXSaD9Pu/EcsGYd4xOe111JVRfXz0HtPTMeeRW9Xo9TCZRl9LRaBQVDiyXZZFyEmnRtnRtzeEZTI2KpmnwPE9qtOn5c5O4XC7H6/UawlmrbQuGekJI8eX7PgaDAZ4+fYpWq4XBYCAnb9L/5SyxWPEygiZvqh45DEMMh8OoMY1lxUVPIqlANHiSEYp1AhuOc5H4g4/uCaqTtqp1gFAJDYeCgcd+aqfbx5MnT/Dll1/J8JnMuGUahAgR+AJs7TWO1gumG4qLx8E1jpAx9EdjdAdDBGAYTTyEjMeRC3MaGp8Rlt80nOsU1+t1XLt2DcWCGbcXmP8LLxpiC0MhU3iol3K/35cuRKfTSdRrS4tfNt+OXAxnmRjS/ESNYJB4v9vtJoRInDdgWzpCAfiBD1vXselH8cwkfv9ulLHcbNYBRJnKlmVkrT0sFJwzBMGUyOPxWE7ger1eYvFCJbDUEUPg1HJm866xzT5/c5GewNJqJcWJgyDAYBBFdihNivNqlA+5DWYY5yBxuVxGs9kEZ6s9r3QcgyDy6Wgho91uJywIQY0Hh9txDpYKdTFI9YupzjOt9PV6PalZ5pzDcRxYprYVF/GZSPzR/Ufi2rVraDQaAKIZ7KrE1iTddF0X7XYbX331FY6Pj+F5nszKUGWRCd0uNk9Tu2jM+31ZOXjAdMWSXvd9H71eT1pnIQT0ehV8C47fXBJHCxtVXLtyFQXbgAgADgGuMXheAF1fbpki348O6Gg0wuHhIQ4PDzEajQDgxCocnZipXnepu7YVoAs9rcFQFW107EhbEoYhLMtCsViEbpsAi2Sxgq0sSf1UpHdhLoktXcPB9WuwLQOB70HnBsIwAIMOXWMQYXBiZeu81o/8NFV/AUytSLvXx9dPnuKrp8/QG44ATZ/W+GIhAgABxYAzQmqnHvgNOCkXwbw4c5YoX40lq1nZjEU5f51OB4VCIRILNeuwLAsGZwgEgCCM/eWkFmvWGRdi6pOfR2ctP59+rHyM3MW5JK5WKigVirAsA4amxzt/MoPhIlCLzqkWI4RArxdlXxwfH2M8Hsv30ZB3GZZN1wnVBSNCu66LTqcDXddRKEQ+smaZ0XxI5zLZJk3kVUKd75xK4rv3Io2E4zgninTMwnmJnZZG0hAXBAFcb4Lj42McHh6i1WphMpkkspdzEl8cKoGlEtD30e12EQQByuUSAMA0G+BxksKmDV6nMqBcLqNSqSQ0qMB0uM8qwHza4yyo2/B9X/5PGb+UjUF+sCo7zHt2LB6qRHM0GuHo6Egm0BKCIITvh2uzwmnMJPGHnzwQUQGPYqLUE3Ay0TFLeHJWizzLslI0gg6gGvul/VhF7dvLDnWBKK1RCYJAZlcPBgMEKZnBxpOYahoUCoUThFQXF17E+mZtC5haWQr3dDod9Pv9REMT0gYDm6H33Xaky2PR8SWVm+u6MuVpOBwiFICmUa2Mde99hJnjseM4ma4EMDvb4EUneuqiRRAEaLfbaLVa6HQ6cF03ke2aWI1bQebIZYc6umbVxhiPx2CMyXpxhmHAskxZ2WkT7EimJf7wkweiUCigUCgkwl5q7px6fxGo+mMgqjhJvvBgMEhYXZmiHWuDL0NqzbpBemMyDukbWeJut6soBaPPbgKBgRmWuFQqoVwuxySOAuGqRpeC44uIDHDOZUES0otStm70vCZfI1F7Oq6c43xQR690EW31PWq0otfr4ejoSM6RNNNMuBMMyCT3aSURTnv9PMhkIZUbXVml79iy0sEaDAaYTCaS3DnWByJbEAQYJrLG5xdAXxUyWUp1vVbhb6p+bb/fR6vVkpO53F1YP2g+Qgbm+PgYg8Egnmyr75v+v+ppygkSf3T/kaDyoauAuiza7XblyhxlcORYP9RsEKqgROdNiGzfmLHVkfkEiQ3DkLPQleyAEhcmV4JCarnPu36kfWOqzKkufqwbJ0hMJffVrvYXgbo2n3Uja0tBdaqRpkYjcqwP6oIWTcK73S663S4mE38zLTFZYcYY+Ip2glLue72enMzlJN4cqCukvu/LOH6325Xv2Sif2DZMaBqDBha/uPwp6GAwiKq0j0dRKyzOwLkOBi3PztgAqAsi5Bv3ej0Mh8O17RNXaJkg8ePPPxO2ZcDUORjChRSEpB+eTpMJQkAg0iGHguHrJ89w3OlBgMP1AoBp8MKT7keO1YIxDbpuQoioxjPnOoJAyGr1/X4fjCEu6RtOM9OVXn5Z5+2s+hqWvqnkjf9PTP9N3YBlGTB1A4wl5XkXwawqO4wBo1E0oXP9ILK+ugbmC/gizEm7AUgXYyFQbl40f8FKS+CmvyphiW3blop+sqAL+VJ2sqQVHZN+v4+joyOMx9NyU5elWuNlQNqSqpEKaoM2DbctRktzXiSYRV0tFxWZAGaXtqLNUxaB53mJJiy54H0zMMuYULhtNBoldODrMD4JlqjaUmA5pVkBUkxFM1rP8xITBPWA5HHizYOam+e6rhQF0WvA6iWykqWPHz8WZIXn1fG9CKYHQcB1J7K1rKolVt+bY/1IJzyQAMz3ffT7fdlZNZ0ksXJ3gnoKp7ukLxLqNtUr2XVdaXVptW5eKdMcq0faNaRwm2qJ12F4JIkjsbMl26wuCrOGGLqS6SCQP6xGRHISrx+zI0uRkVEndur7V0nmhCWmqAT5xotw0tVMAcrOAADT1GUKUrlclrFk27algi2f2K0fVBEIwAlXk+LAx8fH8j3ppu3pjk0qHxa2j+rOrnooILKqAulV+1M5LgZqPZal/V7VSJogcTrrdVGV3tV7QhAIWbF8EzvD55gNdQXV8zw5OU+0FF5hqG3pJJ4FCpaTYi3HdiB9rqhxOjW5nNWCd5ngAPDp488FkXjZX6ym3o/H41wXsYVInzPXdTMbXa6UxBT7W8ZQPmtYoRCb+n05oTcbWSn9nHP4vi+r9a8jsiTdiSwCL0oUr96rPpPv+5m1hXMSbxbSPFDPKZWOTVffXAuJgeVMqmb9mHQtYXouJ/B2gM5TuhzvSr479VgHYvJqPOrtFt8EcHqvizMineypDjeUKQAk+22o1jqPVKwXafdBrtoBstVuGIbSnaD3mqa5kFj/WeoTr3w1IX1Qcmw2Zq3YERZZBOU8UDN+VkZilbwUG841w9uDWfH+LK3x2lRsq0Q+gdsuzLKyqkhrnYtUuTghx6lIyzDp/mSSw2J7ep8HayFxro/YPsxzJ14KS5wuwqEuc+fYbJzVnSBcekucNSTl2D7Mi1qsEhyYakY9z5tmswb+Qq+otLqJcy6F+OoSpto4MI9erB/qaqo6ilJSA6WVOY4jl591XU+0qAAu5juL+I8+T5+lkVyuRCwr3TotBKH/qRn2aUNVbqk3G3SOLMuCYRhrq2LKAeD73/tLpup6lznxUkls2/YJ+WfWe3OsD+p5SYdGyUpTPWsqlp712WVC+sSrEqer7oRpmjKnL2uCkJN4c0GuRRAEKBaLskERuYGrzBSSJPZ9P9Fei8V/F0Xa/1EvFF3XZcWfHJuJtHFJW2Ig6iyQtsCrPKfSiVHFHEIIgGEhJE6Dlp0512CaJgzDSPxgupLzSd1mQhKYTyd5juPIblZrTdlXLbHUOSyorGvWpJFzSD8qfdXmy9Kbg6xSCwTGGGzbRrlcTmRCq6PuKiDZQxZy0cTJEsUTaQ3DmFn3LSfw5oMiE7ZtJ0hMWOY5zKxPPBi5GI4ncL0AfgiEC/aJZUwvDsNMJj5KpRI45/IgRI3+hCS2mjI165ZjDgQ7902EkDeqQUKjNGVyUH2JRqOByWSSiB+Ta0HvVSNewOxysdn7L8DBEHg+GACNcYQi2jaCOEhA7/V9X7oUcjhY5LHMdCk4CoUCdF0/dQKRY31QR2fVqFB3K+rvAmRPApcBltqsJPGt137IXNeF709X6sIF74P6o6gxdrlcTnRqOi1unGP1IAuctqScc1iWhVKpBNM0E6t6hJX7xECUek1D+jKgWlfOo3JZFGNUyZsTeHOQXjegyJGmabBtG47jSCO0yjR9FQkSe543bViN5XXBiX4soGkMhmGAmj+ST5X7u5sJSu4NggC6rqNUKsXu4Hrj/CdILF2KBX7JaRMxTdPgOA4qlYoclgBIQudYL9JuBLkWtm2jVqvJifqySj6cBQkS+74P13Xjcp2L9WfSP1LEleI1TUO1WkWj0ZCteGnikJN4/cgSw2uahlKphEajcapMYFWrdolvuf36a4yiFNGsdPFfOL2qo8fkF6u+Fb0vJ/H6kWVdVX94FlZ57k5o58bjMVzXRRAEMAwdYRAmFijSKzZplVMas8TT1K2UwmzVahXlchm9Xi/R/yy9WHLadnOcH/OMhepKUJWfWq2GRqMRi7fIIInE6KnOb9LbWjRO2HuKUEQWOcj6zGJ3gHMwFi2CFAoFKSahKz7HcjHPYqp9tsMwhGVZqNVqqFQq2BTd1ondUHuTqU1glrYDPGrKaJomKpVKIm6cW9vVY9ZoSjHfUqmEvb09VKvVVe/aTJwgMYXZ0gXilgUajnRdR7lcliTO48WrR5b2QV2lo3NUr9dhWQZ8fzOUhidI/KM7b7FZ5euXCU3jcrJAMeNcjrkapA2G+pgqXnLOUSqVUKvVUCqV5GubgEyvZjgcJprsrWRHeORSlEolVCoVFAqF3CdeAeYpz8itNE0Tu7u72NnZgWFE52VdOXVpZJK43++j2+1iPB4vfQeEiFwKhmm4rV6vo1qtwrKspX9/jimy3DfSe5dKJVy9ehXNZhOMAWGIzZ3YAVG8eDAYRO0IwGU5zWV6qBzRQSmYFhyniHKxlJN4zRAI40xmDU6hiHq9CiHLJq0AABPkSURBVEtnQNw0aFMw81oaDsdot9voDvoIBEMoAC8ks8kQxs8JMIhIaTHjlg16lcdWOPB9MBHAtjRUyyXUqmXUK2UUCgU5O6YJBg1xefRiPiKJMM+4Ra9phg7BgEAEYBoDePR/IKIC6MHERblUwM2D62hUK/G5msC2jOjskvAYyylPRtsijTLNlRIx6Vkffu17f8FcN2oeHgSBtMYBIp1xzOWFgXMOjcXCea6hULBQqToomEm9qrrwsikTi83G6WM+RaHIOJCoHQA8z4Vt27iyu4dqtSwLa1Mcf1OiR6d65oPBAJ1OJxLnGNFbw1BA44u3gOoVTAopwYBedwQvnMasVV3FuqR/243khT89hicr/YiQoV6v48aNG6jX64nsDlUMtG6cepkOBgP0er1EF3UhFpU+GiGr3gQAFAoFubxJCrd0ZkGe6n9xqBGGqQWOem1Xq1VcubqLZrMJAFJHrLp3m4BTWXD79R+w4XAYNdoLk5aPVGiLxjSln8O2bLnEWSqV5EqeWh8jx+lggm5hfEPipnGGwPcQBgE4YxChD99zYZk69vf3sbu7m1hBVV25TSHx3EDfaDRCt9tFsVhEoVCAaUYO/VmH8nl+E1n3tGZV0zQwAMWijUqlgvF4DM45+v2+bKebx5HPghCn2Sq1TAMlhRaLRTSbTezv76PilE/4ysDU/dsEv3guicfjKEpBGcmWmUxFWcRvOK1iom3bqFfK4CKEbehgYQBvPIIfCuhs/uQuZLnLkZnyG2dbep4fW9cQYejDtm00m00cHBxgZ2dHVrhUy43REvSmjIZzz/C7b91mg8EA/X4/IQhaWiZrKkxjGJpc7qzVanAcR9Zwyy3xxRFJbqcVLW3bxv7+Pq5evYqiZZ5IF1NzMDeFxGdaNzw+PoZhGNI/1TiDrmsIAgFNi5X/mPrIKr/neRxpVwJAIqQWCgbDiKIV1ErX8zwcHR1hNBrJz2uaJmfNJOrPJ36AEdfzoO6tuq5B0zQZa9cgMBkNoWkadnd28K1v38T169dQsAx4vgdD0xOFUdSk0LQRWWaCseqL03dTePBMZ/kn777DyDfu9/sylX8V/hDxkMTztVoNzWYTlUolURo2DMOEAi/XI0egi5lqQVMepRBRw0RNi2riNZtN3LhxA3t7e7AsCwwMhm7M/4INwJkVHIPBAM+fP0exWIRlWShaZuL1tPVdFL8jCx+CM6BgmzD0GjgTCPwJGEIcHXlxrYwQVAKRIVxCKcTthBA05AtwzsC5HseDA/h+tHBRKBSwd2UHr1zfR7VSRSjCyApvCYnPPN7++O07rN1uo91uw3VdAICu85mhtkWt6KlpSoxFKf7lchnNZhNXrlxBuVyGbdvSbyO3AgD8YJKo2fUygpZpaeg1DENmlY9GoygWfOVKFImoVAAox3ypapnF4Vxaurdvvcl+94//JAaDAcrF0krqDWRFLHRdR7VaRaFQgO/7ODo6QhAEmEwmiYnhtpyEZUJNbojCaVGfDSLzwc3r2N2NFjSo9p7GNWicXLHNP4bnFoQOBgO0Wi0UTCua5MV+Z9rq0uNFuBXqMjM5+cViEcViEUIIGIaBIAjQ6XQSkzqNc4SrSVDZWHieJ6MPk8kEk8kYxWJRaoP39/dRq9am798iN4JwbhK/8YPvs89/81thatFH6/U6gKkuGFhe5SDgZC2DWq2WKE7YbrcxHA6jxRCuvfQkBpBwxWzblHHgq1evwi5M5zahUCM6IYIwgMY2Q/h+Gl5oD9vtNpxCEaVSSZJ4WVCrxqt9IKickmmaqFar8QmKohW+72M8Hsefe7nDbNEo5UGISBm4s7ODa9eu4cqVK3CcIgAgiK90jWtSPSuwPeKqFyLxT959h93/9HNh2AVUG82oxKeuSR9ZIFL+CyGgxRxKVv852ffhNKjWV/YUiVeNSFdMqf7UG+/p06c47rRhWw4mgZ9YqpYTv3glSr041Hq6AOAHU41A2jdX45cvinm/X4SBdKcodKjuP6UOqboS1fXSeBSzMQwDO806bh5cx5UrV2S1JSCSvp7YL0SEvmgYVT3P6ZolL4r0gtgLjxW3X/8B+9vf/V4cHh6i2WyiaJUgRCzV1KI0fN8P5ARhWbLJdKV5x3HkqlLRKeGrL5+BGzqKxWIilqxpWqIRpKqrpf1VSZouAnLWwocXJYH6HaqKj76/VCrB8zyMRqPEe6LvDiAEQ6VSwf7+Pq5fv46dnR2pQhuPI/9423Ehh+f4+Fg2VayU4qEpCKBpepyHFUKI7FZQZxWPnIf4uq7LJijFYhEjdwwRauj0e/IkU4sFclOkvDSl35iSOPv7F3VBzhVIxfeqxVc/Q7+D6j3TiiUQhUBfPbiJer2Kvb09OX+g7RUKhYX8hnXjQiT+8du32ccPPhWVSgWVUlESiKCWvpplyS4KNW2J4sRU87gU+DD0Ar56+gTPnj3DeDxOtjmLsxloX9P7qGkagjn6gGX7jekLjFR+BCqKrrYl0DQNlUoFjUYNf/5v/hymqcsIDhGcYuuXAReeer5963X267/7B1EwjfjgRUXmqCCKiHO1ouemxF2kjE9dDFELfXBdQ7nMcWAaaDabOD4+xrNnz9BqteSy63g8lmIiGmbpwuCcg7PsTk7TYX65cdRQyaDI2j9gWhuCKrfX63Vcu3YNe3s7KFm21LfIbYZhoi/ztmMh8ZNut4tnnKFQKMCyLJimASEi3QOFuLIs71mIPO8gk2uQTldijIGLSAVXtauoVCqoVqP7SqWCVquF4XCY6KNHBFEF3+kYNW37rHraRbyuXqBqpXZq1kNVKinysLe3B8cpQEOUgBuG0ywYmhQS8S+DvmQhJH73rTfZJ/ceiGfPnkkxiWHooFFv2blwauZrOoJgWQbCMJpkFi0TzivXsNds4Ouvv8aXX34pO8OPx2OZ3UA5hGHgA9zM/tIVQUNMYupmFWcX60yDqXEUrZIURTUaDTSbTRklcl0PtmUklp3V1K7LUgN6YUHUO2/dYsfHx3LVLIpO+Cs7SOlIwdRyRSMCyTSFECiXHdy4cQN/9md/hnq9nigLQIovVQ5Kfqh6U63zabdF/K5Zz2uahps3b+JP//RP8d3vfheNRiPugCXixSdlVIpJq05aN0UPfFEsdDlmNBrh6dOn0PUoP6tYLICzZGwXmJ0cmoVFxClJPkBNtMNQSPF3tVrFcDjE8fExWq0Wut2uLFNALkkYCrAwrq7BGDjjkSssBPgZQmzpiAegXGQieWzoM9KN4FPfl1rQ0nJxvV5PuEO6rskSU9Hv1U89fqvwh2d9x3k4MA8LJfHbd26zBw8/FUdHRzKY7pQKJ6IUq5xMzPuuUqkkCxk2m030ej30ej0MBgNMJhOMRlEPE9Ipp10jlSRZ/2e1z6L9Usmt9osjy8mYkCuR5XIZjuPAcRyUy+VYT20iCOiYJvUqYZzYq2vbP3Gbh4UvjN9683X24OGngoZjKw7vAMkkUGA1GbNsTkvJIAigaxrMUgFOqYBmo4bRaIThcAjXdfHNYSsm80hmlahL4erkTr2fkji7KYs6tNNnKKpimqZMwarXaiiVppX0TdNMbCtNUiEERBhGNyEAbbvEPC+Cpag7br35Ovv8i78VjDFYpo5araYM5aE8gZuQsaz6hrRgQNY5DENYdlGSmFpBUOlbClXRdlTypl2H9PK0Gpcm/9Y0Tdi2jWKxCNu2YZomatWoXrPazwSYLi+ntzO14pffAhOWJlH6wff/in36+HNhmVEMttlsnqg5vAkHmi4uACeGdF3XsbPTRBgKuVzteV4saZzA930Mh8NM8qYtrEpilWzk05K+17btuIhfNLnkLJmDSNtVDQF9RzpWTp+57Fiqzq7dbqNYsOTStNqPA1jvxGLWe9OxX8aippGaZsK2I8L7fohkl6mT1pfuqUB1VoxcJTGtuFH7B4JIFa3JsugqXgbSprFUEv/spz9hH3/8saADS+lEVLOAOlOuE5QNooagVMJ5/tT3JYLpOgdjRqyaO+kOqTwKAnKfkq+pE7Gsz9PEzJiRPZOeX2S9Tvt92bF0se3bb7/NWsdHODw8RKfXjawXIpGK60U13mT949T9KkAyRnWyqcaCdZ1D02Zb0iAQJ25hKBAEoWxoGVnoiJjT7QuEIWbc5hMwy89O++AvS8mClZjBH73zLvvk3gMB3UDgC1QbdVRKDgrFaHgWiKxSCAChANOmQ2oYBJkEWhSyNBGpNyT7XMdv51Fa9SlIvyjip1jyuTkffZFl6/O4FOc5lmmxEYFSoICpLoMqBs1D0nV7sfO6skv1zlu3WKvVwv/76ks8ffoU3UEfADD2fIQiIrAQgIiXfAMAkyBMDPHpIf9lGCrXDdd1MzNr1KgO6bQJ6nlaBVY63tx58w325MkT/PGPf8SzZ8/Q7nQTEyPOIDuNMqyuN3CO2VDdEnUCqhqR0WiUaFS06nnOylnys/d+zNrtNr788kv8y7/8i1wZIwggbqMQuxiKTiFLt5DjYpin/VDj0+lIjO/7aLfbIM1MulHRqrQZawkN/PTHP2IA8KuPPxGcc+zs7GB3dxcFe9pohiY32y8U3H6oK5SUPTIcDtHv93F0dIRut4tCoYByuZxwIVYVfVrreP3jt++wP/7xj3jy5ElUIHAcVRbiDFIOmfvE6wUl2EbFCKPJ2mQyQbvdxjfffIOnT5/i6Ogo6rSljIyq1V421l5U4J3bt9i9R5+JIBAYDEbY2dlBpVKBnpvgleAsSQkUfqTl93a7jcPDQxwfH+N73/seA4A//OEPIl25clVzmrWTGADeeuOH7Ocf3BWdTkdWbHQcB0AYJ50mV8FyC7w60ArrZDJBp9PB8+fP0Wq1cHx8jFu3bskTkbXUvSpdzEaQGAB+9t67DAA+fvCp6Pf7uH79OprNOqDpJ9KHyK1QaxBnSSQXUaN4lgZhWy6oWdJROi6+75+I8VLqE6HX6+Hw8BCHh4dot9sYDAZ45513Ej+cVmCni0Q6PM+b6xNvnJ54EXj71uvsk4ePRRiGaLeP8O2DmygULKkxSGsT6H+6qaTOoxfZ+mUVRLIoeSCQcw963O12cXR0hGfPnuHo6ChhfVWQqi4dwVgFNo7EAHDnzdcYADx4/JkwGEel4sg0orQOF8i+mi9TDtlFMEvAT4/V5FOKA4dhKGO/X375JTqdDlqtFn70ox/NNJuqhVcXR1aBjSQxYTRy8a//+q+o1SoYDAbY2dk5IQx/2Uk6D7OytdNSUbVkQb/flxO3J0+ezLS+KmgbqhtyFp/4LBPLedhoEr/3zlsMAO7evStc18VoNMLu7q6sTUzJn1m+MJ20davkNgWqu5UlHArDEJPJRPq/33zzDXq9Hm7fvn0mp1U9D6s2LFtxht99N5r0PXr0SIxGIzQaDdTrdTiOI1uTEcinuyyZvIuAOtSnCUw12agFcqvVQqvVQr/fx3vvvXfmWZfqC9OxTxuYZWErSEx444032L1790S/30ev10O1WkW9XpcZEeRmqLHNl93dyEqRCoJAplmNRiP0ej10Oh10u130ej3cuXPnhZiXzkA5C4kvvTuRhbfeilyM+/cfisFggOFwjELBQrlcRalUgGUV4kwMAyuaV2w80kvBRNzhcIijoyP0ej30+/0zuw5ZoEkh/b/IFVXB4gZE0dZPCFi3jsSE27ffZADw8NHnwrZNVCpDVCqOQmYGw9CgaVHXUzWjQohpO1g19BQNt8nvyXJLVKuWDvWln8uqZpl+/bST7Wek5EfbiG5Zz9PvBADPC+SEbTKZoN/vo9PpoNPpYDQaodVq4d13XszyquCagf5gBMO0YRgGBIAgPEsfQ7qfYZGDACEDWMgQshCmpsMXkUwXcbeCrSUx4c03fhBZ5gePRbdbRLncQ61WQ7VaRbFYhK5zue4vG0cygHMNQmgy+wKgCQ5LEDmLrPQ4nZOnJmtmIev1dOJsOv9wOkQn056IvGFIiajT56OLdFp32fM8DIdD6TZ0Oh30+328FRuCRSAp0Tz5e2ZBLZ2b9dYQkQhMAOCCAzGhVUOy9SQm3L4VxZY/+viB6HQ6qFQqKBQKcJyo7x4VO6RUJCoErnaAmlqFkwd0XqpQ9LnZhVXS7503k59OxtTtJfcRgBxp1Lp3nudhPB5Lyzsej9Hv99HtdjEYDHDnrfkhs/PCdV10u12pXGOMySTZsyIrgVhwLREm5JxjMpmg2+3KmtOXhsSEd96enqCHjz4X5XIpJrMjiWzbNgqFgkzXJ6umJnOGcih88fSZtJXO2kYW6ZPEno4e6X0khKGQhV2oavxgMMBoNMLx8TEmkwlc110KeQm9Xk+WMKMoCC1hnxVZI1G6wTxFnqhSEzAnS+yy4PFnXwiq50AkpvActceiijvTgxgTJkXCdBhpnqXJWllMT7TSz6nvH7ueklHBYhdiGtIaj8cyREZVitQKRm+8/sNLf44v/Q9M4979h8I0TWmJG41GprsR+dAcM7odnBpGmudSqO9RS3llkTwU5EZM/VvXdeG6UY04Uv4Nh0PpQrz5xmsv1Xl9qX5sGnc/ui+q1SpUUquVeAwjak5DlpBu6rCXrviZ/h84W8aymn6lpmFxrssaymRhyeL6vo/BYADf93HrzctvcWfhpf3hWfjk3iNBNdGoEXupVJCdlqIq+NM6FRT1ALKtaNbkLe33UqhPLZHleV5cZzjAeByVy3JdV9aC8zxPTmRz5CQ+FX/z/ofC0qdkpcJ+KpGpAaT6OvUAoZm0SmbqQU1EVQsTqvXeqERWfzTGT3/8Tn6eTkF+cC6IX/zyA5F2N1SXQ9URzKo2/96P383PQ44cLzP+P8L4CQ1wLatkAAAAAElFTkSuQmCC"},{"id":"6835753c-3c1c-4965-b31d-1f1d43ee2db9","height":48.5,"width":28.1,"perimeter":144.22,"area":531.93,"image":"data:image/png;base64,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"},{"id":"9f30a825-d50b-40d1-9d3d-5e5c38293f1d","height":22.35,"width":22.61,"perimeter":120.02,"area":202.83,"image":"data:image/png;base64,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"},{"id":"7b5f043a-5afa-4b38-94a5-adf17f464530","height":22.35,"width":22.61,"perimeter":74.1,"area":393.37,"image":"data:image/png;base64,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"},{"id":"515a2e38-6aac-4000-9407-e82cc8145ce0","height":26.27,"width":8.24,"perimeter":71.29,"area":113.74,"image":"data:image/png;base64,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10:50:08"} 
[2026-04-14 10:50:09] 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":1440,"no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":53.43,"width_of_line_2":113.75,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":26.78,"height_of_line_2":57.72,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":72.9,"nested_area":33.77,"occupied_area":17.92,"avg_char_height":"Greater than 24 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DKJ+fl5poEgt+4kTmKHunBs0heJ\\/V+Qn9hHa0\\/poC0D0LLMAPD8xbdUURTUajWhJaHrOqLRqI\\/QirjJuC\\/pum2kokEH+qjox1HoZJ38n2nPAvOT3nVdgARj4tzaNhoNNJtNlMvlAIlHIcH15NmGUCxqjwgNY9JMAJHPzKEACKjfKIoCVWmR0R+DlXUN7jEXqtsxE4LA0rGu6yMJzfjDRk\\/WN46UieIxZ38\\/Y0Zq7\\/hxeLg\\/yYWybfvQkrj\\/853cCU5Wx3HgUkdYXMuyRFlQpVIR4TLXdYdmcTuB565EIpHW9wI5NGoNcjGJW2IOBYA4SZFIhCnfHCHiQYEOl9G\\/8eN3ztNKCMEh+aZRwW+ZHj1+Qg8OSjAMA9FoFPF4nImk+PxnTnhVlQ8RsPXgN+jx+3Ypu8ASkdi5ogiU3WuaBsdxAhJZXHGINYR30Ww20Wg0UK\\/XA487n41HxZMbQE3TBIGHDe4TcygAcOniBfI\\/\\/+mfKU\\/Fs0lrEcBvid1uUu1dIMkErnfROUFGTWI\\/bt9q9e+4e+8hlSQJLRXKiJCy4i5HPG6ItEP\\/yOWXpjoOfDEGaFlYLoVl2zYODg5g27ZHWFu4C\\/V6HZZlwfLJaN26OTprexz4EvYocyf4ueMQe+Z3uGEYcF0bqspapNq23RpeTzAadPI6XACyzPwaIkNYvUnAb379WUdS3H+8Rjn5IkprRZCPJC3lT5bI32nFkE\\/YbNsWF4BLYXEtN8dxvEw9NxBhsG0bdz6b3JYMiUQCmUwGjUYD0WiU6UN7PBmEfywmvzwqQ4BCoRAwGILEAYVFIqN9kkI7BUpPdVAtgvNhaJLx+a3eWofd+\\/oB5QIh7Y1d2uPJ\\/Pff\\/PrziSVnr+BRiVFYYtdljXNqtVpghTBgiU3TZK2hjhgVyQlMcbtvJGSpqKfuQ5glNgwDT569oNcuXZjqC3qSZJmzgvXNZzQajXrBALWrkv+gUCqVgotM\\/IllWSIozitX\\/RhE\\/E9CcKmUy5lOujUO0RmqqoqFpFFAkgDbYdUm\\/hFSkJjL\\/DebzaEmxfiXcrkfGZJ4OqEoChKJBDRVG4kVJgRoNBqByATgI\\/G1q5cJT6jgS7N+DCpLiaBFZB4NiEajWFl\\/9n6kk50RfHXvLuW9Q4DRZAM6DnMl2iV5A0zlPvGwIRGIMBtv4Kjr+tD3G2JwSCQSyOfzUFUVLh1NGqZpmtjf3z9c3OD\\/pdFowDRN2PZh3dt+fWKC1mKIBE8skBARZotGo31tP8RoEY\\/HkUmloEgS02Ijw195tSwLlUrleBI7INgvFWFalqiAlRUFLgUc93B5e\\/vav\\/\\/vnZRvJMJ2SF32nywBmizBiGhIxgxsPv8mdCmmAI8fP6aJWAxRLQJFkqFILHGbUBzb4eq4CnQOP1\\/85WY8vm6aJm5dC+aDBEjM9AOageiEsJ4DErr2Umsgefm6ikzEKllojacDsVgM+WxOXK9htavwE5oTuFNvkgCJb169RLhLwd0JKlZfBn6MACC6BfEE9ifrG6E1nmDcu3ePJhIJZLNZ0UZtWPCTuNlsiuX3dhxyZEzTRKPREAc3rGEcCqUAABRGSURBVFmn3y3x924LJ3iTDVVVkU6nYRiGCALwfieDRHsRL2+S2SnwcIjEPD\\/Vf4cNmsd+fS6eeM8SbOKIxWKD3VmIgSKbzTKNPC\\/\\/mi83D6NQlId5Xdf1EqCsjvvpSGLeQdNfcTBItBdK8oQaHqV4\\/t2fQpdiAvH48SrN5XKIxWKi6QzHoEOz7VaYa2N0qgs8ROJb1y6TarUK0zQ9ErPXB22Ngw0JWahN1\\/XQpZhQfHn3Hs3lcqw1hdfWgKfR+qub+0WnpCle3Fqv1zt+puOeebnLMPwc\\/8H67zZJYrFHXtz5zff\\/EFrjCYIkSZiZmUEqlQq08gU87eghZLHxlFR\\/TnXHY+v0om3bKBaLKJVKAFgVMKteOJxeeBwxOfwFkH60iiN5LgURTbkNw8DaxvOQyBOAR2tP6QcffIClpaVDnUv9PTr8DSw7yYZ1g7+1sN\\/f5ipFly\\/9bccYWUcSX792hfCyF8tqehs+0fGcGry7\\/Sizo0IcD8MwkM\\/nD+XUtEsO9L2qGxiZ2X5aPOxshYFj9InL5TKKxSIajUZLPGQE0DQVyWQS6XQa8Xgcj9aehtZ4jLj74DHNZrOiEt5fYtUNJyW1Xx+Pa5NwDZHjRLyPJHG1WkWpVEKtVoNtO0Nb7OCFlgBvu8qIHIvFhGBgiPHgy7v3aTabxezsLGKG3rEm8iiinlTOgKN9gaNSqaBareL2zaNLtI4k8Z3PbhGuHjMoKfvjfCRC0CqNJ8yt4BZ5fTPMqRgHotEo5ufnRY\\/BXgIQ7fOifgRVuCTBca4E0KXdQaPRwMHBAcrlMprNwSwv9uLw85L+eDyOTCaDRCKBBytPQiKPEF\\/evU\\/z+Tzm5uZg6IeLFjpdw9Na3\\/bPUEphmiYqlQpqtRouXz5eAOZYEl+\\/doUcHBzg4OBgpI1FCABFkWAYBtLpNHK5HHK5XEjkEeHewxW6uLiI8+fPI5VKAYBoktkpk7GTYToNgf0RrHq9fmxs2I+uwb1arQa++JGIxzDMPnK2zWWkABBAUQhoTEcunYHruqhWq0Pbd4gWdD2C+flZzM3NQFW8hjQuBZWOlmodhGC5\\/\\/Nm00K9bsJsHu9KAD10T7p18zopVWvYO9hHw7SERKRL2U8KckiSlMDt\\/Dgin5R4D1liD8IPjAKEOojHdCzNzyGfz+Lp8xehNR4iVp+u0w\\/OL2N5cR5GRAMBBXVsEClofYGj88uPI7NfU0Pknrc9TMvGfrGMcqWGyxe7y8\\/2tMzC\\/JMaKpUKZDkFVe1thnpSBG8E9l9E1aBIMiK6hrn8DCilePxknd66NhkKOGcFX979A81ms8jlcsjns9D1CJi4AoUkeQLjAzAfnYspgqLh5VodtVoDdas3F7anBe\\/LFz4h+\\/v72N\\/fD\\/jGfMfDILH\\/Na5rMDMzg9nZWWSzWTxYWQ0t8gARi8WwtLSEc+fOYW5uDorcyk4bVOlRJ9laf846pcx95R1ML\\/3t3\\/RErJ6PjnfVqdfrcN3gzoeR1c\\/lnPxyp7quI51OY3Z2FplMBvcePgqJPAA8Wlul2WwWMzMzLNndI63tMNmtYZXjt7IY2YNSinq9jmKxiEql0vN2eibxZzeukkqlgkqlgnq97vnBrYMZZrqm67qwHRsgLuJxAzMzM5ifn0cmk8HXjx6HRO4D9x4+ovl8nkUiEglEFBUA4NJWrrcEAneAqZZH5Vb4le1Pogh1otSjWq2GYrEoFiI0rdUQvBdr3I3o\\/uGmfQIhganVK7KCVColrLSqqlh9ukFvXBmumPRZxMPVNZrNZnHu3DksLy8Li8Ytr6IoQo5sEKMtISQwsvJ0XM6KYrGIg4ODE0ehTnxkf\\/z+BzozM4OFhQXkchkAgN1sihxTttHOWf60i+H33wydTpoLKk6qaZniptrZ3kOhUMDFTztnOYU4jLWNZ3R2dhaLi4uYzWcR0ViyFQUFXKdjok+3gbsXonPj45fCbXq6y3\\/+85+xvb2NT\\/7mr050HU+cBFqtVqHretelwNPgkLy\\/B79VdlwWmlEUBZl0Brqug7qEtU54vEpP24vtfcFX976mhmEgl8vh3LlzmJ+bhQTm\\/yoyS7P0n0BOOpaCOZhj8LdyAFr1cyf1hcX2TnMQz198S8+fP4\\/FxUXE43GhotlqLOOzxL5yadqnSDcIhUtdT+JTgkQkuJQtgtTrdfzL\\/\\/tX8GYzn9+5HZK5Db\\/7+z\\/Qubk5fPDBB1hYWEDCYBU0FNRz2fgpaxOT9H467vFLy90scdMbsQEI3WsAKOwX8fLlS\\/z5z38+lRbzqWIntVoNhUIBe3t7qFQqogpEWNBOt+yAbuP2+jx\\/tfTS0pLn5uRw\\/0EYufDjP\\/3n31Hu+87OzsIwdDgOhWk2ew6j9esXcwL73UZegFEsFk8tJn4qEt+6eZ3s7+9jd3cXlUpFrNj5q1MpJ\\/MAw28ETGFGAgWhLqhrg1AXEVVD3IhhYX4Wy0sLWF5awkw+j0ePVkIigzXb+eijD\\/CXf\\/FLnFtcQjoRD\\/ZecYMuBGl7HIXTkpqT2HEclEol7O3tYX9\\/\\/1TbAvqUfn\\/+4lu6vLyMc8uLSCaT4gBBWTiGcL\\/Hs9BE6rcOqzXMBZc7vTZlXgVurdbA7u4udnd3W61fJ7hlwLDwu99\\/RXVdx0cffYSPP\\/4YyWQCjtOaWClK6\\/r4h\\/ejJub+ni395Av7k3xev36NH1\\/+jF998tenvj59sapcLmNvbw+JuCGqlQkhQNvQNKgYsr8jaTBc05IWkGUZsVgMsizDMAwkEgns7OxgZfUJvXnj2ntD5NW1dZrP55HL5TAzM4NkMiFWV\\/uJ6\\/eTbulvxum6LorFInZ3d1Eul091LOIY+vo0gKcbm3R5aQELCwtC2sifPE39Yhekv05Jrmt3bOjCJ4wi7khZvzw+693f38f+wQHevHmHK5enu61CN9y9d58mEgksLy9jeXkZqVQKkkREY0lZloSHx3pdU0iEBlR8eg2RntSd8FvhQqGAn376Ca9evcLVq\\/3lwQzkgn7\\/\\/fd0fn4ey8vL0DQNEU1h0QjPUhJCQCSp7+gEIRQUDkAl7\\/egVZGk1uILu+vZTdNomKjV63j16g0OyiUUi0Vcv\\/zpmSLzyuoTKssyeOw3m816zSX5DQ84jttyIcDUSVmzHK\\/VG08aJm0k9noO+Uncjz9cLpfx888\\/4+XLl10T3nvBQMQCDg4OoGka8vk8CCFQFQmSd2f7S7oHAQJZiDp3WtnzKxbx86zrEa9VV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\"},{\"id\":\"ac49e2b9-3101-4aec-a968-a7d857186b44\",\"height\":22.48,\"width\":19.22,\"perimeter\":100.91,\"area\":158.69,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"6835753c-3c1c-4965-b31d-1f1d43ee2db9\",\"height\":48.5,\"width\":28.1,\"perimeter\":144.22,\"area\":531.93,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"515a2e38-6aac-4000-9407-e82cc8145ce0\",\"height\":26.27,\"width\":8.24,\"perimeter\":71.29,\"area\":113.74,\"image\":\"data:image\\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEMAAADNCAYAAADjcM3bAAAABmJLR0QA\\/wD\\/AP+gvaeTAAARdklEQVR4nO1d+2\\/bxpb+ZkhK1MuyrNiN8yiK\\/hkL7A+Li22b+BU7bW+x\\/94Cu8DubRs3cZ7tbXFxgcUu9j9o722QrGs5shyJoh4UyZn9YTTU6GHLtiiKSfkZgiyZ5pAfzzlz5sw5M0CCAET98PTZC86pNsPpGDQu3kfBQUWDRDT5yT\\/\\/gYwdtGAQAHj2\\/HteLBaRyWQATZ\\/hdAw6CM4jAwB6vR4adgv\\/9I\\/\\/ECtCdAAwTRPXrl1DqVSClkrPcLrpZDDG0G63wY\\/fYP\\/gKd\\/Z+Cw2hOgAQClFKpVCJpOBlkrNcDp+ITJ834euzyKB80FAhnyRGZ4T5QSEcIyYouFjKIWmaSCEgHN+9cbmAB0ADMOApmmglEKfRWgJQM4hQkISHzdQAMFT8jxv7g16ng\\/f92MnFUCfDMaEjlNKwTnOfc0KwxioiKbN0o2Hj\\/jJ6gIxZtIJzn\\/8F7EJ7you3b9N03UyS3e0YCRqoiAhQ0GiJgoSyVAQSAbn\\/FKO0KgEvMsSIZFIhoKEDAUJGQoSMhQkZChIyFCQkKHg0h6o6k+8D76FikQyFCRkKEjIUJCQoSAhQ0FChoKFkUE5w6RpyEXiypGu0enBaT6H\\/CtjDJx5APdBuH\\/Z5ueKyCVDnVrkfrwkYyFqIqUobh7swmxGKpVCPp\\/H\\/v5+5JOujw6e8ecvfuQP9g+G2iYA8N\\/\\/87\\/81q1bWFlZQTp1vhlRbcbQiS74lBljcBwHjUYD9XpdJK5w3k+HIGB8fP71MrHZaddHKQVjDKZpotFogHOOo6MjfH5\\/hywkY8QwDBSLRaTTabiuC845CCF9MghUgR0lYpagNSAkstvtIpfLIZ\\/Pw\\/M8nJ6eArhCbxIGKKUwTROpVAq+74MxBkJI37D2jesVSZh0lEpKKqWj2aQoFLIwDA29Xg+aJv4eORmMsUAlZAaPJGM0RWHS\\/U\\/jZPTPk7RX9mamme6nYYj\\/mimeMXyRk3V1FPKG1eOHv5vir0wxTRcxXZlMBoyJYx3HuToZ7wMkYaNSFjsyyAzpQZwA0ySr34j8D3D4IFR8fu8Gahfp4En\\/Z1S13zsypoHj7F4qdDWJYxafCunTyN\\/Vz787yVAx+uB+12RISMmIXW\\/CZxzIciVGovo8Mnedkn4OOwCqGyCaAdd\\/T3uTWZCQoSAhQ0FChoKEDAUJGQoSMhRE7mfMPyJ+\\/vk5+vmuhIJAxFdkPCV+TteUsc30dO3Jf+f97wn6sVaIqJjvi8ooYAFkTIuITZ2ZmypZZ01Mqd4oBwfpV1fNcdQ6DTLeqY4Wo5xMGqgJASEIChWBBdmM8\\/LCZg8BnK8mo22qVZSRkzGthHN2KTnr\\/0dIl++cBwWLCzGg6tMfrWaYd0WjVBMGMUXguu7iyJCWW1wQBxgBgw\\/CKTj3p9bWXqz4h0G4UPJ9EBqglIqJqz4Z8nqACeXf03DVudbgFojWXxygg9NGHW7XBTSAcgrfd8NRI8IATgfvCiQZ0og3Gg1oUII7UcYtPc+D4zg4eVvH8fExbNsW10+IuEg23wQWaSOks+U4DjY37hBgQQZULhtxenqKrTufxCZJgwIDIxaFhOj6QB2l4YoLAoWKigzGBiTEMnMnSsmQGKQgxAeRXw0hCFISYisZ6vs8IQdHjLHY2QwduFz23az1JjEThiHES2kXjIQMBQkZChIyFCRkKEjIUJCQoSAgIyr3mJD4jUkkEslQkJChICFDQUKGgoQMBQkZChIyFAwFd6LA6Mx3nJBIhoKEDAUJGQoSMhQkZChIyFCQkKFgaN5EnWI8K\\/\\/iwpXHo8fFNIahIpEMBQkZChIyFCRkKEjIUJCQoSAhQ8FQ6uN52TSXjUGM5YRf5eoiRiIZChIyFAylPv7eEXmCW5yRqImCRE0UJJKhINhHLSrJkM3EMUcjkQwFC8kdjysWujhq3LAwNYltVUGUiNn9DyFREwUL7U3iRsrQfq1R7J\\/quv3lGXQ9nmREiTgaTonIqxeHN9eOFymRpzHJgr1YkxGVZMjc8TjuAB65mgCDveFjueF11JEuKRmxJAOIjgh1CB9Lm9Hpuei63lh+xmhOxqT1cUZf08DYYMmGTCYT6s3MisDp8jwPLvMxb9eDUhIsvK7rOh49fRGbeCMFxNIvnufB87y5G1KxHJSwF6lUCoZhzK2ty4ICwM7GZ0SuZCZDgJMICZMkSUYqlQrtnLMiWFllmIjhg+Zh6DRNg2EY8ZMMAHBdN9hrZFKiW1hSIU9DKQ0kY\\/\\/gaSzsRkBGt9tFt9s996bDVhPDMJBKpaDr8VhvMbiKXq+HXq83UU3ChNQ4SsUwXtf12DhfgWTIvYocx0EqlRraBEWuaXURybiIz9FfZxCmaSKbzcZGMgIytu58QqR0uK4LYHy1pLANKSEEhmHANE18vf9o4XZjyMPqdDrodDro9XpDXexFd7W5KEQ1knDATNNEPp9HNpsN5dyzYIgMaUSl83XV7cGmQZ6GECCdTiOfz8fCNR8iw3Vd9Ho9eJ4XjCzn4WOop9R1HdlsFplMBt89frZQVRkiY2fjLnEcZ0wy5uGiEyJVRWwjlsvlFq4qY6MyaTN83x8iYF7DbUoR2I18Pr9Q6Rgjo+s46HkufJ\\/D5yz00kt5qv5mYdAJYBgUOTODbDa7UJ9jrIPv+QzdngcQDYSKCyNUE2INgPfXziRnrdU74ptIDNYCUxqnYjFbDYCZNrBSXEK9lgvhtq6GMcnwPA\\/dbg+tbgeMAz4Aj4sFCsPAEEEy6gWxGqSZNpDNZvH8xY8LUZUxMu5t3iG2baPZbKLXE0vYhqkqapaQaodk5KtYLCKfz4fS1mUxMazVarXQbDbhum5\\/CfvwGhyNfcp1\\/iilSKfTWFpaQi6Xw+Mn0UfAJpLR7XbRarXQ7XYBCDGmlIQygJs0VyIlhVKKTCazsG52Ihn3dzZJq9VCo9FApyvGKdIvCBujCycahoZ8Po9SqYQX3\\/8UqXScGf21bRu1Wk3sdtv\\/Lky7oQ4CR21HPp\\/FtWsrKJdLePL0eWSEnEnG7tZdYlkWbNuG54U7ycQYG1rvW3X7haqYKBaLKBaLyGQy+PqbB5EQcm4god1uo16vo1wuI71cgKYNuFNddfmUzxvLTFp1ftQPkUMAxjgMw0C5XIbjOGi321e8vcvh3EmS+zubRBrT4W52vIsMc0RLKQlipMvLy1hbW8PDJ\\/OPk06dMbJtG\\/V6HZ1OR9n0lQeiLnfuDnNGnRCAUA7doCitFHHr9g2srpbx9f581WXqHbTbbTQajUBUKQU0bfLSd2HYFHULUUII0qk0VlZWUC6XsbS0hD89+HZuhEwl48u9HWLbNmzbhuO4g3+cYB\\/CICOwP0TZd0TTA3XJ5eY3drmQbEvpqNfr8LxBl6gGjYHwZ\\/IJIYGk5HI5XL9+HeVyGQfPnvJ\\/\\/fd\\/C11CLkTGF7vbpNFooFarodPpDA3aVJ8hDCM6qn6MMXCI3mVpaQk3btzAzZs3US6XZ25rrO2LHthqtWBZFmQkDBifFgilR2Fi+ybIc\\/vCUFMAhm5g7do1rK2toVwu48Gjh6FKx6Wufv\\/gKf\\/4449x\\/foaystFAIM5kOD3kCpYCRcbtMh3oP\\/OOFzfQ71ex+HhIY6OjrB5dyOUfv1SszeMMViWhWw2i5yZgWEYgaMknSZtxh5W3QYtiHcoxBBKkaYpFIvFYH7nxQ\\/fc8uycH93byZSLnXpu1t3iW3bsCwr6Go1jQZ2Q9OiS0uSXe6NGzfwwQcfoFAozHzOK139T3\\/9L377xjrW19dhmikwJuyHps0+tD1jg7xAVVxXbBVEtMEGT5ZloVKpoFqtom7Z+GL33pXu60pCbVkWTk5OUK\\/Xg1xwYD5D\\/FEYhhF06YQQmGkzkJCPPvoI5XL5yq77lcjYvvspsSwL9Xod7Xa775KTSGpJ1MktzkXPo2s6lpaWsLq6ips3b2J1dRXfPX5yaUKuPP3d6XTQaDSQy+WQSqWQyaSveqorgRIKn\\/tByFDTNJimidXVVZimCcMw8OyHP3PbtnF\\/Z\\/tCj2mmZ\\/ns+ff8+vXrWF9fR7FYhGFoc7cZvu9D1\\/WJHTjjDD1PZC7K4FS1WkW9Xsfe9tbUe51ZsH\\/480\\/85s2bWF9fR6GQA8FgeC\\/jFvLzRUa208g467OE57J+TETkm1iWhWq1ipOTUzSbTdzfO1tKZs4SkQ3m83kYhoGMmQq2B5NGTpLg+\\/7ck+cNQwvmcCml0HUd6XQauVwBtm3j4PFz7vs+trfujJESisl78vQ5X18XXe1KqRhk4nieNxTrcF13apbOrJJBQOD7vC+ZNAhkt9siYlar1WDbNiqVyhghodn\\/H3\\/6C19fX8f1D1ZRKBSCbf183w9yPaMggzMypJbSEfQ8BNkFtm3jt99+Q7fbRb3ewJ3P\\/kCAEHOjW60WTk9P0Wg04DgOAAzZDPXzPCES5ygMQ4Omkf6+bWIizDR1ZDIGyuUSbt++jQ8\\/\\/BCrq6v4j\\/8UEbTQyNjcuEPevn2LWq3Wj3uIka0qCVEU20yaExa2a\\/CZUqBQKGB1dRUrKyswTVN8H+aFbNz9jFSrVVQqFdRqtYHrTAgWsRKDWs4hf5eSQgiBrgOZTCbIUg79UX366afk5LSG0\\/pbdJyuSGMgoidx\\/fP3Yg0DlA5m\\/0SkffAdY+J3Gd0HItjj+eS0Do8BRDNw61YKGTMNTTfAlLgHY8MufJABeJYFHcHZh\\/UDTRA9i\\/qtJELTAKJReByghgbH6wGYU3HJv3z5BWl3O6i8Ocbx8TG6Ti+w\\/gwAI8OiCwye4iIxt+Y\\/394mx8fHODw8xNu3b+F6\\/kCH+8eI+Zd5XcHlMddn8dXeHqnVajg6OkKtVkO32wULqgoQGFaVEBk1O+s1T8xdMPe2t8jh4SFevXqFarU6RojobcTnRS8IFYmW7m5tkqOjIxweHgbusJQGaenjgMhM1v2dbVKpvMGrV\\/+H4+Mqms0WHMeHkpkAxhYrGpHa7y\\/3dsjR0RFOTk5gWRa63S5c1+vHUBe\\/53PkndlXn++SarWKn3\\/+Ga9fv0an0wlUhRACz2NjFQ2jeRwXfU3CpPq7IFFmbnd9Dva2N4hMhKlUKnjz5hSdjtuPPwxWUFBfo9k+YUElemFuzvbWHXJ6eorDw0O8fPkS1Wq1XzA4mL8dutAIaucXWg91b0dMCz7YPxBDaEpxrVyCpomKaDXlOuxaF2BcZWKxgMW9nQ1SqRzj119\\/xcnJCVqtFoCBPvu+D9d1g7BAmFBtUizIAIB7O3fJ0dERfvnlF7x+\\/ToIAQAIKhzl5NF5r2kYlQz1f+JRNtjHV3+8TwDg4cOHvN1uY21tDaVSKQg2A\\/Nd2iI2kqFia2uLVCoVvHr1CpVKBY1GA71eL\\/R2OJe9Uz91KvQWQsLu7i55U63hb39\\/ib\\/9\\/SUqx1U07baodxFOCRgncD0Gn4k6GA4Cn7PgJepjBmueM87A+ODGNcJBOQPtkxErNRnFH7\\/8nADA\\/nePuOM4qFaruHXrVlDgJ7IOZdBZRL+NlBaoEuNiQkkGeSihARkByOBzrMmQ2NneJADw9TcPuO\\/7KBaLWFlZQaFQQDrdj19SEcIjUFaEAR+Kdk1DbNVkEu7v3QtGv4eHhzg+Psbbtw04jtsP543U4UJkC6o\\/5+GdkAwV93bEBPKjgye8Xq+jUChgeXkZpVIJuVwOjHtiwQFN3BoBEbZiZP53Et45MiQ2N8TU4LcPvuONRgPNZhPFYlGojinq6yUhlFDQfrLZmM1Q8M6SIbF7T8yqHzx+zi3LQqlUCupk5ZyIXJqCUgCcKkFYOnjhPSBDYuPuJ+TB\\/gG3bRuZTAaFQiEgxDRNmKY5dY2f94YMYDDwA4CHjx5zwzCChQeWlpaQzWaxvLyMbreLcrmETqcD3\\/cDh+69IkPF1ubdgJhHB0+4ZVkwTRPNZjPIE3EcJ0iDAt5jMlRIY\\/vNtw+5ZdnwfT+okEilUvB90eX+LsiQ2Nsdzuv69sEjns1mg5LVBAr+H1v+41MuHpm9AAAAAElFTkSuQmCC\"}]","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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":53.43,"width_of_line_2":113.75,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":26.78,"height_of_line_2":57.72,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":72.9,"nested_area":33.77,"occupied_area":17.92,"avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":53.43,"other_dimension_of_sign":68.24,"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":1440}},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"11.27168"},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"149.2134204"},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2.29635"},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"16.168491"},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":15.680000000000001},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":131.41527960000002},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2.7016"},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"129.03517"},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":0.007951226989200002},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":7.951226989200001},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":0.0006315124075000001},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":0.6315124075},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":0.006023656810000001},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":6.023656810000001},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"0.01238007628"},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"12.38007628"},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"0.00600844398"},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"6.00844398"},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"0.0080450436"},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"8.0450436"},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"0.00064191424"},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"0.64191424"},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":8.336374861340001},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":25.3275},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"25.6652"},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"5.8111960903071"},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] 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":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":558.39011016804,"totalDenseWeight_before_formula":66.0257079646138},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":614.2291211848441},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":8,"totalDenseWeight":72.6282787610752},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":8,"sign_depth":"1"},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":22.61,"height":32.03,"depth":"1"},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":22.61,"height":22.48,"depth":"1"},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":19.22,"height":22.48,"depth":"1"},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":22.61,"height":26.93,"depth":"1"},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":28.1,"height":48.5,"depth":"1"},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":22.61,"height":22.35,"depth":"1"},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":22.61,"height":22.35,"depth":"1"},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:09] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":8.24,"height":26.27,"depth":"1"},"timestamp":"2026-04-14 10:50:09"} 
[2026-04-14 10:50:10] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1776163811_17d342b3ee560d8775f8611d43f11c68","bins_packed":[{"bin_data":{"w":28.4,"h":48.8,"d":7.8,"id":"unique","used_space":59.9088,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":48.8,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260414/98802afeb243f5c60f943df9a4944f04/1776163811-4569-5034895.svg","items":[{"id":"item-1","w":22.91,"h":32.33,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260414/98802afeb243f5c60f943df9a4944f04/1776163811-4563-6882845.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":22.91,"h":27.23,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260414/98802afeb243f5c60f943df9a4944f04/1776163811-4565-2115801.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":22.91,"h":22.78,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260414/98802afeb243f5c60f943df9a4944f04/1776163811-4565-6775476.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":22.91,"h":22.65,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260414/98802afeb243f5c60f943df9a4944f04/1776163811-4566-8143283.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":22.91,"h":22.65,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260414/98802afeb243f5c60f943df9a4944f04/1776163811-4567-4915043.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":19.52,"h":22.78,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260414/98802afeb243f5c60f943df9a4944f04/1776163811-4567-3031983.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":8.54,"h":26.57,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260414/98802afeb243f5c60f943df9a4944f04/1776163811-4568-4267553.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":28.4,"h":48.8,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260414/98802afeb243f5c60f943df9a4944f04/1776163811-4568-3217899.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-04-14 10:50:10"} 
[2026-04-14 10:50:10] local.INFO: Box added from packed bin {"data":{"length":7.8,"width":28.4,"height":48.8,"denseWeight":72.6282787610752},"timestamp":"2026-04-14 10:50:10"} 
[2026-04-14 10:50:16] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":9.8,"width":30.4,"height":51.05},"quantity":1,"denseWeight":72.6282787610752}],"cheapestShippingCost":846.0450807107345,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":9.8,"width":30.4,"height":51.05},"denseWeight":72.6282787610752,"volumetricWeight":50,"higherWeight":72.6282787610752,"quantity":1}],"totalHigherWeight":72.6282787610752,"DS":0,"rate":944.2069968585818,"tariffAndDS":944.2069968585818,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1793.872969879694,"totalShipmentCostFormula":"(tariffAndDS (944.20699685858) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1793.87","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":9.8,"width":30.4,"height":51.05},"denseWeight":72.6282787610752,"volumetricWeight":50,"higherWeight":72.6282787610752,"quantity":1}],"totalHigherWeight":72.6282787610752,"DS":0,"rate":547.5214636726682,"tariffAndDS":547.5214636726682,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1122.0463508760308,"totalShipmentCostFormula":"(tariffAndDS (547.52146367267) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1122.05","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single 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[2026-04-14 10:50:16] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 10:50:16"} 
[2026-04-14 10:50:16] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 10:50:16"} 
[2026-04-14 10:50:16] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":68.24,"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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Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.006023656810000001,"result":6.023656810000001,"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":0.01238007628,"result":"12.38007628","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00600844398,"result":"6.00844398","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":0.0080450436,"result":"8.0450436","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00064191424,"result":"0.64191424","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":8.336374861340001,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":25.3275,"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":25.6652,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":5.8111960903071,"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":72.6282787610752,"result":614.2291211848441,"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":53.43,"width_of_line_2":113.75,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":26.78,"height_of_line_2":57.72,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":72.9,"nested_area":33.77,"occupied_area":17.92,"avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":53.43,"other_dimension_of_sign":68.24,"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":1440},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1440},"timestamp":"2026-04-14 10:50:16"} 
[2026-04-14 10:50:16] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-14 10:50:16"} 
[2026-04-14 10:50:17] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":68.24,"sign_width":"120","dimensions":[{"id":"bdd5206f-6086-4ab4-b20b-d57810e4b814","height":32.03,"width":22.61},{"id":"1bfc3d0f-9acd-40fd-8c8d-dded14d1ca4a","height":22.48,"width":22.61},{"id":"ac49e2b9-3101-4aec-a968-a7d857186b44","height":22.48,"width":19.22},{"id":"e2d2a20d-9bde-4a5e-a0d3-cb6bd7f15613","height":26.93,"width":22.61},{"id":"6835753c-3c1c-4965-b31d-1f1d43ee2db9","height":48.5,"width":28.1},{"id":"9f30a825-d50b-40d1-9d3d-5e5c38293f1d","height":22.35,"width":22.61},{"id":"7b5f043a-5afa-4b38-94a5-adf17f464530","height":22.35,"width":22.61},{"id":"515a2e38-6aac-4000-9407-e82cc8145ce0","height":26.27,"width":8.24}]},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] 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":68.24,"sign_width":"120","dimensions":[{"id":"bdd5206f-6086-4ab4-b20b-d57810e4b814","height":32.03,"width":22.61},{"id":"1bfc3d0f-9acd-40fd-8c8d-dded14d1ca4a","height":22.48,"width":22.61},{"id":"ac49e2b9-3101-4aec-a968-a7d857186b44","height":22.48,"width":19.22},{"id":"e2d2a20d-9bde-4a5e-a0d3-cb6bd7f15613","height":26.93,"width":22.61},{"id":"6835753c-3c1c-4965-b31d-1f1d43ee2db9","height":48.5,"width":28.1},{"id":"9f30a825-d50b-40d1-9d3d-5e5c38293f1d","height":22.35,"width":22.61},{"id":"7b5f043a-5afa-4b38-94a5-adf17f464530","height":22.35,"width":22.61},{"id":"515a2e38-6aac-4000-9407-e82cc8145ce0","height":26.27,"width":8.24}]}},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"bdd5206f-6086-4ab4-b20b-d57810e4b814","height":32.03,"width":22.61},{"id":"1bfc3d0f-9acd-40fd-8c8d-dded14d1ca4a","height":22.48,"width":22.61},{"id":"ac49e2b9-3101-4aec-a968-a7d857186b44","height":22.48,"width":19.22},{"id":"e2d2a20d-9bde-4a5e-a0d3-cb6bd7f15613","height":26.93,"width":22.61},{"id":"6835753c-3c1c-4965-b31d-1f1d43ee2db9","height":48.5,"width":28.1},{"id":"9f30a825-d50b-40d1-9d3d-5e5c38293f1d","height":22.35,"width":22.61},{"id":"7b5f043a-5afa-4b38-94a5-adf17f464530","height":22.35,"width":22.61},{"id":"515a2e38-6aac-4000-9407-e82cc8145ce0","height":26.27,"width":8.24}],"sign_height_raw":68.24,"sign_width_raw":"120"},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":69.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Dimension Calculation {"data":{"dim_id":"bdd5206f-6086-4ab4-b20b-d57810e4b814","height":32.03,"width":22.61,"ceilHeight":33.0,"ceilWidth":23.0,"biggerDimension":33.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":59,"sign_type_id":1,"heightOrWidth":"33.00","return":2,"price":426,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Dimension Calculation {"data":{"dim_id":"1bfc3d0f-9acd-40fd-8c8d-dded14d1ca4a","height":22.48,"width":22.61,"ceilHeight":23.0,"ceilWidth":23.0,"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":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Dimension Calculation {"data":{"dim_id":"ac49e2b9-3101-4aec-a968-a7d857186b44","height":22.48,"width":19.22,"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":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Dimension Calculation {"data":{"dim_id":"e2d2a20d-9bde-4a5e-a0d3-cb6bd7f15613","height":26.93,"width":22.61,"ceilHeight":27.0,"ceilWidth":23.0,"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":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Dimension Calculation {"data":{"dim_id":"6835753c-3c1c-4965-b31d-1f1d43ee2db9","height":48.5,"width":28.1,"ceilHeight":49.0,"ceilWidth":29.0,"biggerDimension":49.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Dimension Calculation {"data":{"dim_id":"9f30a825-d50b-40d1-9d3d-5e5c38293f1d","height":22.35,"width":22.61,"ceilHeight":23.0,"ceilWidth":23.0,"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":1800},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Dimension Calculation {"data":{"dim_id":"7b5f043a-5afa-4b38-94a5-adf17f464530","height":22.35,"width":22.61,"ceilHeight":23.0,"ceilWidth":23.0,"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":1800},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Dimension Calculation {"data":{"dim_id":"515a2e38-6aac-4000-9407-e82cc8145ce0","height":26.27,"width":8.24,"ceilHeight":27.0,"ceilWidth":9.0,"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":1800},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":8,"baseProductionCost":2556,"result":[{"id":"bdd5206f-6086-4ab4-b20b-d57810e4b814","height":32.03,"width":22.61,"depth":2,"price":426},{"id":"1bfc3d0f-9acd-40fd-8c8d-dded14d1ca4a","height":22.48,"width":22.61,"depth":2,"price":250},{"id":"ac49e2b9-3101-4aec-a968-a7d857186b44","height":22.48,"width":19.22,"depth":2,"price":250},{"id":"e2d2a20d-9bde-4a5e-a0d3-cb6bd7f15613","height":26.93,"width":22.61,"depth":2,"price":314},{"id":"6835753c-3c1c-4965-b31d-1f1d43ee2db9","height":48.5,"width":28.1,"depth":2,"price":502},{"id":"9f30a825-d50b-40d1-9d3d-5e5c38293f1d","height":22.35,"width":22.61,"depth":2,"price":250},{"id":"7b5f043a-5afa-4b38-94a5-adf17f464530","height":22.35,"width":22.61,"depth":2,"price":250},{"id":"515a2e38-6aac-4000-9407-e82cc8145ce0","height":26.27,"width":8.24,"depth":2,"price":314}]},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":69.0},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2704.47,"taxFactor":0.0887,"tax":239.88648899999998},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Box Calculation Details {"data":{"breadth":75.0,"boxDepth":8,"oneBoxCapacity":-7.0,"noOfBoxes":-17.0,"noOfFullBoxes":-18.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-7.0,"widthOfHalfBox":-6.0},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":77.6978417266187,"shippingWeightInKG":35.23711642930554},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":35.23711642930554,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":1,"min":"0","max":"45","rate":"35","created_at":null,"updated_at":null}}},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2556,"PSUCost":148.47,"tax":239.88648899999998,"shippingRate":1800,"miscellaenous":0,"signPrice":4744.356489},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":68.24,"sign_depth":2,"totalCost":4744.356489,"TATDays":7,"baseProductionCost":2556,"productionCost":2704.47,"PSUCost":148.47,"tax":239.88648899999998,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":8},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"bdd5206f-6086-4ab4-b20b-d57810e4b814","height":32.03,"width":22.61},{"id":"1bfc3d0f-9acd-40fd-8c8d-dded14d1ca4a","height":22.48,"width":22.61},{"id":"ac49e2b9-3101-4aec-a968-a7d857186b44","height":22.48,"width":19.22},{"id":"e2d2a20d-9bde-4a5e-a0d3-cb6bd7f15613","height":26.93,"width":22.61},{"id":"6835753c-3c1c-4965-b31d-1f1d43ee2db9","height":48.5,"width":28.1},{"id":"9f30a825-d50b-40d1-9d3d-5e5c38293f1d","height":22.35,"width":22.61},{"id":"7b5f043a-5afa-4b38-94a5-adf17f464530","height":22.35,"width":22.61},{"id":"515a2e38-6aac-4000-9407-e82cc8145ce0","height":26.27,"width":8.24}],"sign_height_raw":68.24,"sign_width_raw":"120"},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":69.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Dimension Calculation {"data":{"dim_id":"bdd5206f-6086-4ab4-b20b-d57810e4b814","height":32.03,"width":22.61,"ceilHeight":33.0,"ceilWidth":23.0,"biggerDimension":33.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":60,"sign_type_id":1,"heightOrWidth":"33.00","return":3,"price":447,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Dimension Calculation {"data":{"dim_id":"1bfc3d0f-9acd-40fd-8c8d-dded14d1ca4a","height":22.48,"width":22.61,"ceilHeight":23.0,"ceilWidth":23.0,"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":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Dimension Calculation {"data":{"dim_id":"ac49e2b9-3101-4aec-a968-a7d857186b44","height":22.48,"width":19.22,"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":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Dimension Calculation {"data":{"dim_id":"e2d2a20d-9bde-4a5e-a0d3-cb6bd7f15613","height":26.93,"width":22.61,"ceilHeight":27.0,"ceilWidth":23.0,"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":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Dimension Calculation {"data":{"dim_id":"6835753c-3c1c-4965-b31d-1f1d43ee2db9","height":48.5,"width":28.1,"ceilHeight":49.0,"ceilWidth":29.0,"biggerDimension":49.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Dimension Calculation {"data":{"dim_id":"9f30a825-d50b-40d1-9d3d-5e5c38293f1d","height":22.35,"width":22.61,"ceilHeight":23.0,"ceilWidth":23.0,"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":1800},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Dimension Calculation {"data":{"dim_id":"7b5f043a-5afa-4b38-94a5-adf17f464530","height":22.35,"width":22.61,"ceilHeight":23.0,"ceilWidth":23.0,"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":1800},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Dimension Calculation {"data":{"dim_id":"515a2e38-6aac-4000-9407-e82cc8145ce0","height":26.27,"width":8.24,"ceilHeight":27.0,"ceilWidth":9.0,"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":1800},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":8,"baseProductionCost":2657,"result":[{"id":"bdd5206f-6086-4ab4-b20b-d57810e4b814","height":32.03,"width":22.61,"depth":3,"price":447},{"id":"1bfc3d0f-9acd-40fd-8c8d-dded14d1ca4a","height":22.48,"width":22.61,"depth":3,"price":262},{"id":"ac49e2b9-3101-4aec-a968-a7d857186b44","height":22.48,"width":19.22,"depth":3,"price":262},{"id":"e2d2a20d-9bde-4a5e-a0d3-cb6bd7f15613","height":26.93,"width":22.61,"depth":3,"price":330},{"id":"6835753c-3c1c-4965-b31d-1f1d43ee2db9","height":48.5,"width":28.1,"depth":3,"price":502},{"id":"9f30a825-d50b-40d1-9d3d-5e5c38293f1d","height":22.35,"width":22.61,"depth":3,"price":262},{"id":"7b5f043a-5afa-4b38-94a5-adf17f464530","height":22.35,"width":22.61,"depth":3,"price":262},{"id":"515a2e38-6aac-4000-9407-e82cc8145ce0","height":26.27,"width":8.24,"depth":3,"price":330}]},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":69.0},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2805.47,"taxFactor":0.0887,"tax":248.84518899999998},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Box Calculation Details {"data":{"breadth":75.0,"boxDepth":8,"oneBoxCapacity":-7.0,"noOfBoxes":-17.0,"noOfFullBoxes":-18.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-7.0,"widthOfHalfBox":-6.0},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":77.6978417266187,"shippingWeightInKG":35.23711642930554},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":35.23711642930554,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":1,"min":"0","max":"45","rate":"35","created_at":null,"updated_at":null}}},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2657,"PSUCost":148.47,"tax":248.84518899999998,"shippingRate":1800,"miscellaenous":0,"signPrice":4854.315189},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":68.24,"sign_depth":3,"totalCost":4854.315189,"TATDays":7,"baseProductionCost":2657,"productionCost":2805.47,"PSUCost":148.47,"tax":248.84518899999998,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":8},"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:17] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-14 10:50:17"} 
[2026-04-14 10:50:18] 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":68.24,"sign_width":"120","shipping_weight":72.6282787610752,"shape":"rectangular","dimensions":[{"id":"bdd5206f-6086-4ab4-b20b-d57810e4b814","height":32.03,"width":22.61},{"id":"1bfc3d0f-9acd-40fd-8c8d-dded14d1ca4a","height":22.48,"width":22.61},{"id":"ac49e2b9-3101-4aec-a968-a7d857186b44","height":22.48,"width":19.22},{"id":"e2d2a20d-9bde-4a5e-a0d3-cb6bd7f15613","height":26.93,"width":22.61},{"id":"6835753c-3c1c-4965-b31d-1f1d43ee2db9","height":48.5,"width":28.1},{"id":"9f30a825-d50b-40d1-9d3d-5e5c38293f1d","height":22.35,"width":22.61},{"id":"7b5f043a-5afa-4b38-94a5-adf17f464530","height":22.35,"width":22.61},{"id":"515a2e38-6aac-4000-9407-e82cc8145ce0","height":26.27,"width":8.24}]}},"timestamp":"2026-04-14 10:50:18"} 
[2026-04-14 10:50:18] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-14 10:50:18"} 
[2026-04-14 10:50:18] local.INFO: Input Parameters {"data":{"dimensions_count":8,"shape":"rectangular"},"timestamp":"2026-04-14 10:50:18"} 
[2026-04-14 10:50:18] 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":"2026-04-14 10:50:18"} 
[2026-04-14 10:50:18] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-14 10:50:18"} 
[2026-04-14 10:50:18] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-14 10:50:18"} 
[2026-04-14 10:50:18] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-14 10:50:18"} 
[2026-04-14 10:50:18] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-14 10:50:18"} 
[2026-04-14 10:50:18] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-14 10:50:18"} 
[2026-04-14 10:50:18] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1563.73,"dimensions_count":8},"timestamp":"2026-04-14 10:50:18"} 
[2026-04-14 11:07:47] 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\\phpB879.tmp"}},"file_present":true},"timestamp":"2026-04-14 11:07:47"} 
[2026-04-14 11:07:47] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-14 11:07:47"} 
[2026-04-14 11:07:48] local.ERROR: Concurrent API Failed {"data":{"type":"prominent_color_detection","status":500,"body":"{\"error\":\"Image vectorization failed\"}"},"timestamp":"2026-04-14 11:07:48"} 
[2026-04-14 11:07:48] local.ERROR: Concurrent API Failed {"data":{"type":"light_color_detection","status":500,"body":"{\"error\":\"Image vectorization failed\"}"},"timestamp":"2026-04-14 11:07:48"} 
[2026-04-14 11:07:48] local.ERROR: Concurrent API Failed {"data":{"type":"extra_light_color_detection","status":500,"body":"{\"error\":\"Image vectorization failed\"}"},"timestamp":"2026-04-14 11:07:48"} 
[2026-04-14 11:07:48] local.INFO: All concurrent APIs failed or empty. Falling back. {"data":[],"timestamp":"2026-04-14 11:07:48"} 
[2026-04-14 11:07:50] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":9.999996},"timestamp":"2026-04-14 11:07:50"} 
[2026-04-14 11:07:50] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2025-09-18 125228_Copy.jpg","query_param":"banner_width_ft","query_value":9.999996,"file_size":2292},"timestamp":"2026-04-14 11:07:50"} 
[2026-04-14 11:07:50] local.INFO: Detected Objects from Image-to-Text API 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11:07:50"} 
[2026-04-14 11:07:50] local.INFO: Nested area calculated {"data":{"nestedArea":11467.0947},"timestamp":"2026-04-14 11:07:50"} 
[2026-04-14 11:07:50] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"cfb5dd97-dbbf-437b-b773-9fcc05a06a69","height":30.97,"width":51.61,"perimeter":260.36,"area":691.78,"image":"iVBORw0KGgoAAAANSUhEUgAAACgAAAAYCAYAAACIhL/AAAAHHUlEQVRIDcXBXWhcdR7H4c/3f86ZyShpUyTMmlRqotbeeOHNFoaIRqgv2GkayUXXokNrEsWwqVeKeFOvKiJWoWVscGJA2VQslLxosr7emIogeiENGqm2BV+pNUawkzNzzm/PgZQdou1Gb/Z5ZGb8ETNDEo2ieoSccM5xkZkhibWyhCRSZoYkUmaGEqyid999ly1bthAEgZ08eZKOjg7a2toUBAGX8/333/PDDz8Yiauuuor29nYlMDMksYqRmJ2d5dixY/z6669EUYQkPM/j1ltvpa+vj9bWVhqIhO7tvdcmJie48soryWazfPTRR2zatEkkJNFIEhctLi7aDTfcgHOOTz/9lNbWVoIgEAkzQxLVatXOnz/PoUOHOHDgAClJFAoFOjo6uHDhAgsLCywsLBDHMd3d3Rw+fJjrr78eM0Op6elp6+npIYoidu3axfj4OAmFYUgQBFxkZlhsyAnnHJYoFAo453j//ffJZDIkRCKqR3i+Z6OjowwODmJmtLe3Uy6XueeeezAzJBHHMZIIw5BXX32Vhx56iCiKeO655xj+5zCe76GpqSkrFouk9u7dy4svvojv+2IVMyOKIjzPwzlHwrq7u8lkMszMzBBFEXEcK5vNkrAnnniCp59+mtTevXupVCr8kage4fkeqagesfnGzXz11VecOnWKzs5OdPz4cevt7cU5x/DwMAcPHiSOYyVoJIlGtVrNent7CYKA48ePs0JmRrlctqGhIVKFQoG5uTlWUVSP8HyPi5aXly2bzXLhwgXy+TyHDh3igQceQBMTE9bT00Oqv7+fkZERlDAzVpNEysyQZNu2bWNd8zpeP/Y6zjnMTN9++61t3LiRi86dO0fL+hac51CCywjD0IIgYHx8nOXlZfbs2YOmp6etWCwiicHBQcrlMgmRMDMaSaKBbd++nSuuuILXXnsNSZiZSqWSHT16lFqtxn333cfo6CjZbJaEWBurVqtIIpvNounpaSsWi0hicHCQcrlMQiTMjEaSaGB9fX3kcjleeeUVUtVqVevXr7cwDEm99dZbbNu2jRVijcyMVBiGaHJy0nbs2EFqYGCAkZEREjIzVpNEA9u9ezdBEDA2Nkbq7bff5s4778TMyOVyfPHFF+TzeXzfVwJJXI6ZIYlUtVrF8zw0OTlpO3bsIDUwMMDIyAgJmRmrSaKBlUolfN+nUqmQKpfLPPLII0gin89z5swZfN+nXq8rk8nwV2hqasqKxSKSGBgY4MiRIyREwsxoJIkGViqV8H2fSqWCmXHgwAGefPJJUm1tbZw9cxbP96jVavI8D+ccf4aZoYmJCevp6SHV39/PyMgISsRxjCQaSaKBlUolfN+nUqlgZrz88ss8+OCDpFpaWjh79izNzc2YmeIoxvM9/ixNTU1ZsVhEEgMDAxw5coSESJgZjSTRwEqlEr7vU6lUMDNOnjzJTTfdREoSX3/9Nddccw3OOfEXaXp62rZv347neezevZuxsTESSnApZkbC7r//fnzfZ2xsjOXlZYIgoL29nZ9++okoijh69Cg7d+4kCAKZGZJYCzNDElE9QnNzc9bV1UUul+Pmm2/mgw8+IFWtVtXU1MSlWKJQKNDT08Njjz1GyjmnZ555xh5//HGcc9x+++3MzswSW0wQBOJ/iOOYlHMOMyMlS7S0tPDLL7+Qy+X47bffCMOQTCYjVonqEZ7vkbBvvvmGjo4O5ufnue6665BEVI/k+Z7l83nOnTtHHMe89957dHd3s0JchplRq9Usk8mwtLSkdevWIUs89dRT7N+/n9Szzz7Lo/sexfM9EmKVMAwtk8lQKBRYXFxkfn4eMyOOYtWjOtls1k6cOEFXVxeZTIYNGzbw3Xff0UBcQhzHJom7776bvr4++vv7Ub1WJ2E3brmRU6dOkRr/1zi7/rGLBorj2EiEYci+ffuoVCqcPn2aq/92NZ7vUavVFAQBqTAM7c0336S3txfP8+js7GR2dpbOzk5WKI5jnHPEcUwURRZFEU1NTezcuZPJyUk+//xzNm/ejJaXl8lkMra0tERXVxefffYZqVtuuYU9e/Zw7bXXksvlWFxc5MSJE7zwwgssLS0xNzfH1r9vxfM9Voj/sjAMWVhYYHh4mA8//JAwDHn44YcZGhqis7OTpqYmUmbGl19+yejoKIcPHyYIAmZmZti6dSspmRkrjMTBgwd56aWXmJ+fp5HneURRxF133UWlUqGtrY0G4veMFW+88QbPP/8877zzDpIwM1pbWzl//jy+7xMEAU1NTQwNDbF//37MDEmkZGbEcYxzjqgemed7xHHM6dOn+fjjj/nxxx9xzpHP57njjjtobm7molqtRhAE4hKieoTznEkiFdUjZv89yyeffMLPP//Mhg0b2LRpE7fddhsbN27EOUdUj/B8jxWSmbGKsXZi7Yy1EytkZvwfGL8n/sB/ADz0M8E+k67iAAAAAElFTkSuQmCC"},{"id":"f765b7fb-993e-4a39-bf22-2266153989a3","height":30.97,"width":27.1,"perimeter":147.52,"area":388.76,"image":"iVBORw0KGgoAAAANSUhEUgAAABUAAAAYCAYAAAAVibZIAAAECUlEQVQ4EZXBT0hUCwPG4d97xjNW2KaCxAkMQiFzY7iIDALTRS6i++0qiGAKKqF1bsU2UUFQLlrM6lPaBdnGaWNCfxZRUgQJRTgYRCUtzC/nzJzz3nO4DsyVG9zveWSbf2KbjCRSJmUbSWwiNpFtfsNxPWbm0QyPHz9mZWUF20RRRC6XY2RkhJGREdrb22kiUkqSBEk08a9fv7h9+zZjY2NkWltb6e3tpVAoUK1WWVpaYnFxEducPn2aW7dusXv3bjZItkmSBElIcrlc5sKFC1QqFfr6+rh37x79/f1koigin8+TWV9f5/r161y7do16vc7Uf6f44z9/0NraiuI4JggCUp6enubMmTNs3bqVnp4eXr58SRRF5PN5MnE9JteSoyGuxyx/Xqarq4vMysoK27dvR0mSIIlnz555YGCATHt7O0tLS+TzeWq1GmEYkhKpJEkIgoCU2fDx40e6u7uZnZ1laGgI2capjo4Ovn79SpIklMtljh07hiQ2iJQkmtlGklOMj4+zd+9eTp06hWwzOTnp0dFRMr29vbx9+5aMbVJigyQabNPglCTW1tZoa2tDtunv7/erV68IgoAbN25w5coV6vU6YRiKJpL4J7aRRKZaraLPnz+7UCiQz+exzdzcHIcPHyaKIoVhSDNJNNgmI4kkSQiCgAYtLCy4r68P2wRBwPv37+nq6iKKIoVhSDNJNCRJQiYIAuJ6TK4lR4OePn3qgYEBGpaXlykUCsT1WEEuoJkkNrNNEicoEEEQsL6+jl6/fu2DBw9im8zi4iLd3d2kZJtmkmj28+dPHj58yLZt21ytVqnVahw6dAh9+fLFnZ2d1Go1kiShXC4zPDxMSrZpJonNLl265FKpRBRF7Ny5k0+fPiGnBgcHmZubwzZjY2NMTEygv2CbBklsViqVXCwWkcTRo0eZnZ1FtpmZmfGJEyfIFAoFKpUKQRCQkm0aJLFZqVRysVhEEkeOHGF+fh7FcUzKg4ODPHnyBEncvXuX8+fPE4YhtsUGSWxWKpVcLBaRRE9PD2/evEG2Sfn79+/s27ePtbU1crkcCwsL7N+/H9ukREoSm7hUKlEsFpHE5cuXuXPnDrLNBr97946hoSG+fftGplKp0NHRQSZJEsVxTEtLC5KI67FzLTkmJycZHR3l5MmTPHjwgIxs05AkiVdXV7l48SL3798nMzExwdmzZ9mzZw8ZSWSeP3/O1NQU09PTnDt3jps3byKJjGzTUK1WaW1tNan5+XmuXr3KixcvsE1m165d/PjxgyAI2LJlCwcOHGB8fJzh4WGaSLZpZhtJTpHECWv/W+PRo0d8+PCB1dVVduzYQWdnJ8ePH6etrY0wDMnYRilSss1vmP+P2CDb/Evm78Rv/Ak82v3pScg2XgAAAABJRU5ErkJggg=="}]},"timestamp":"2026-04-14 11:07:50"} 
[2026-04-14 11:07:50] local.INFO: Number of letters detected {"data":{"noOfLetters":5},"timestamp":"2026-04-14 11:07:50"} 
[2026-04-14 11:07:50] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":923.13,"perimeter_in_feet":76.93},"timestamp":"2026-04-14 11:07:50"} 
[2026-04-14 11:07:50] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[6633.09,130.7,352.97,691.78,388.76],"actualFilledAreaSum":8197.3},"timestamp":"2026-04-14 11:07:50"} 
[2026-04-14 11:07:50] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":56.93},"timestamp":"2026-04-14 11:07:50"} 
[2026-04-14 11:07:50] local.INFO: Average character height calculated {"data":{"avgCharHeight":38.97},"timestamp":"2026-04-14 11:07:50"} 
[2026-04-14 11:07:50] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":93.0,"originalHeight":99.0,"ratio":0.9393939393939394},"timestamp":"2026-04-14 11:07:50"} 
[2026-04-14 11:07:50] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":127.74},"timestamp":"2026-04-14 11:07:50"} 
[2026-04-14 11:07:51] local.INFO: Image to Text processing completed 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11:07:51"} 
[2026-04-14 11:07:51] 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":1441,"no_of_lines":0,"raceway_depth":"2","raceway_height":"6","width_of_line_1":null,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":null,"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":76.93,"nested_area":79.63,"occupied_area":56.93,"avg_char_height":"Greater than 24 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1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":0,"raceway_depth":"2","raceway_height":"6","width_of_line_1":null,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":null,"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":76.93,"nested_area":79.63,"occupied_area":56.93,"avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":127.74,"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":1441}},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"35.80897"},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"351.8467476"},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2.423295"},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"17.0623047"},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":49.81375},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":309.8785524},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"6.3704"},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"304.26623"},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":0.020989262076200003},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":20.9892620762},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":0.0016670357220833338},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":1.6670357220833336},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":0.015900956118333334},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":15.900956118333333},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"0.032680322913333"},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"32.680322913333"},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"0.01586079803"},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"15.86079803"},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"0.0212369146"},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"21.2369146"},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"0.0016944939733333"},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"1.6944939733333"},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":22.00595668665659},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":59.7225},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"60.5188"},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"8.9235643102966"},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] 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":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":1229.9345748199398,"totalDenseWeight_before_formula":166.12180909372987},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1352.9280323019339},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":5,"totalDenseWeight":182.73399000310286},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":5,"sign_depth":"1"},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":107.1,"height":74.84,"depth":"1"},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":6.45,"height":27.1,"depth":"1"},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":27.1,"height":30.97,"depth":"1"},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":51.61,"height":30.97,"depth":"1"},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:51] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":27.1,"height":30.97,"depth":"1"},"timestamp":"2026-04-14 11:07:51"} 
[2026-04-14 11:07:52] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1776164874_8d0fa0c35f6930b4675c1ed6d006581c","bins_packed":[{"bin_data":{"w":107.4,"h":75.14,"d":2.6,"id":"unique","used_space":71.82,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":75.14,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260414/b0b4a5cac3adf76ea85554a0eee6a053/1776164874-1399-4189773.svg","items":[{"id":"item-1","w":107.4,"h":75.14,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260414/b0b4a5cac3adf76ea85554a0eee6a053/1776164874-1395-7774916.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":51.91,"h":31.27,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260414/b0b4a5cac3adf76ea85554a0eee6a053/1776164874-1397-7109213.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":27.4,"h":31.27,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260414/b0b4a5cac3adf76ea85554a0eee6a053/1776164874-1397-9195605.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":27.4,"h":31.27,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260414/b0b4a5cac3adf76ea85554a0eee6a053/1776164874-1398-8241077.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":6.75,"h":27.4,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260414/b0b4a5cac3adf76ea85554a0eee6a053/1776164874-1399-4813334.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-04-14 11:07:52"} 
[2026-04-14 11:07:52] local.INFO: Box added from packed bin {"data":{"length":2.6,"width":107.4,"height":75.14,"denseWeight":182.73399000310286},"timestamp":"2026-04-14 11:07:52"} 
[2026-04-14 11:07:53] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":4.6,"width":109.4,"height":77.39},"quantity":1,"denseWeight":182.73399000310286}],"cheapestShippingCost":1889.1966779072873,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":4.6,"width":109.4,"height":77.39},"denseWeight":182.73399000310286,"volumetricWeight":128,"higherWeight":182.73399000310286,"quantity":1}],"totalHigherWeight":182.73399000310286,"DS":0,"rate":2396.5013281409265,"tariffAndDS":2396.5013281409265,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":4253.478649339473,"totalShipmentCostFormula":"(tariffAndDS (2396.5013281409) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 4253.48","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":4.6,"width":109.4,"height":77.39},"denseWeight":182.73399000310286,"volumetricWeight":128,"higherWeight":182.73399000310286,"quantity":1}],"totalHigherWeight":182.73399000310286,"DS":0,"rate":1337.722806822713,"tariffAndDS":1337.722806822713,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2460.3313456349465,"totalShipmentCostFormula":"(tariffAndDS (1337.7228068227) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 2460.33","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":4.6,"width":109.4,"height":77.39},"denseWeight":182.73399000310286,"volumetricWeight":128,"higherWeight":182.73399000310286,"quantity":1}],"totalHigherWeight":182.73399000310286,"DS":45.683497500775715,"rate":1251.8,"tariffAndDS":1297.4834975007757,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1889.1966779072873,"totalShipmentCostFormula":"((tariffAndDS (1297.4834975008) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 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[2026-04-14 11:07:53] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 11:07:53"} 
[2026-04-14 11:07:53] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 11:07:53"} 
[2026-04-14 11:07:53] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":127.74,"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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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":60.5188,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":8.9235643102966,"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":182.73399000310286,"result":1352.9280323019339,"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":0,"raceway_depth":"2","raceway_height":"6","width_of_line_1":null,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":null,"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":76.93,"nested_area":79.63,"occupied_area":56.93,"avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":127.74,"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":1441},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1441},"timestamp":"2026-04-14 11:07:53"} 
[2026-04-14 11:07:53] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-14 11:07:53"} 
[2026-04-14 11:07:55] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":127.74,"sign_width":"120","dimensions":[{"id":"3c5c4d61-0f98-4c67-ac93-1acf36b025d5","height":74.84,"width":107.1},{"id":"9bdfa7e8-ac35-47b0-bbe3-282384d50f7f","height":27.1,"width":6.45},{"id":"ff3a25d3-695b-43f7-81a8-876885f75188","height":30.97,"width":27.1},{"id":"cfb5dd97-dbbf-437b-b773-9fcc05a06a69","height":30.97,"width":51.61},{"id":"f765b7fb-993e-4a39-bf22-2266153989a3","height":30.97,"width":27.1}]},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] 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":127.74,"sign_width":"120","dimensions":[{"id":"3c5c4d61-0f98-4c67-ac93-1acf36b025d5","height":74.84,"width":107.1},{"id":"9bdfa7e8-ac35-47b0-bbe3-282384d50f7f","height":27.1,"width":6.45},{"id":"ff3a25d3-695b-43f7-81a8-876885f75188","height":30.97,"width":27.1},{"id":"cfb5dd97-dbbf-437b-b773-9fcc05a06a69","height":30.97,"width":51.61},{"id":"f765b7fb-993e-4a39-bf22-2266153989a3","height":30.97,"width":27.1}]}},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"3c5c4d61-0f98-4c67-ac93-1acf36b025d5","height":74.84,"width":107.1},{"id":"9bdfa7e8-ac35-47b0-bbe3-282384d50f7f","height":27.1,"width":6.45},{"id":"ff3a25d3-695b-43f7-81a8-876885f75188","height":30.97,"width":27.1},{"id":"cfb5dd97-dbbf-437b-b773-9fcc05a06a69","height":30.97,"width":51.61},{"id":"f765b7fb-993e-4a39-bf22-2266153989a3","height":30.97,"width":27.1}],"sign_height_raw":127.74,"sign_width_raw":"120"},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":128.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Dimension Calculation {"data":{"dim_id":"3c5c4d61-0f98-4c67-ac93-1acf36b025d5","height":74.84,"width":107.1,"ceilHeight":75.0,"ceilWidth":108.0,"biggerDimension":108.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Dimension Calculation {"data":{"dim_id":"9bdfa7e8-ac35-47b0-bbe3-282384d50f7f","height":27.1,"width":6.45,"ceilHeight":28.0,"ceilWidth":7.0,"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":1800},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Dimension Calculation {"data":{"dim_id":"ff3a25d3-695b-43f7-81a8-876885f75188","height":30.97,"width":27.1,"ceilHeight":31.0,"ceilWidth":28.0,"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":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Dimension Calculation {"data":{"dim_id":"cfb5dd97-dbbf-437b-b773-9fcc05a06a69","height":30.97,"width":51.61,"ceilHeight":31.0,"ceilWidth":52.0,"biggerDimension":52.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Dimension Calculation {"data":{"dim_id":"f765b7fb-993e-4a39-bf22-2266153989a3","height":30.97,"width":27.1,"ceilHeight":31.0,"ceilWidth":28.0,"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":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":5,"baseProductionCost":2117,"result":[{"id":"3c5c4d61-0f98-4c67-ac93-1acf36b025d5","height":74.84,"width":107.1,"depth":2,"price":502},{"id":"9bdfa7e8-ac35-47b0-bbe3-282384d50f7f","height":27.1,"width":6.45,"depth":2,"price":329},{"id":"ff3a25d3-695b-43f7-81a8-876885f75188","height":30.97,"width":27.1,"depth":2,"price":392},{"id":"cfb5dd97-dbbf-437b-b773-9fcc05a06a69","height":30.97,"width":51.61,"depth":2,"price":502},{"id":"f765b7fb-993e-4a39-bf22-2266153989a3","height":30.97,"width":27.1,"depth":2,"price":392}]},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":128.0},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2265.47,"taxFactor":0.0887,"tax":200.94718899999998},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Box Calculation Details {"data":{"breadth":134.0,"boxDepth":8,"oneBoxCapacity":-125.0,"noOfBoxes":-0.0,"noOfFullBoxes":-1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-125.0,"widthOfHalfBox":-5.0},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":925.4676258992806,"shippingWeightInKG":419.7132090246171},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":419.7132090246171,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":14,"min":"391","max":"455","rate":"350","created_at":null,"updated_at":null}}},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2117,"PSUCost":148.47,"tax":200.94718899999998,"shippingRate":1800,"miscellaenous":0,"signPrice":4266.417189},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":127.74,"sign_depth":2,"totalCost":4266.417189,"TATDays":7,"baseProductionCost":2117,"productionCost":2265.47,"PSUCost":148.47,"tax":200.94718899999998,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":5},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"3c5c4d61-0f98-4c67-ac93-1acf36b025d5","height":74.84,"width":107.1},{"id":"9bdfa7e8-ac35-47b0-bbe3-282384d50f7f","height":27.1,"width":6.45},{"id":"ff3a25d3-695b-43f7-81a8-876885f75188","height":30.97,"width":27.1},{"id":"cfb5dd97-dbbf-437b-b773-9fcc05a06a69","height":30.97,"width":51.61},{"id":"f765b7fb-993e-4a39-bf22-2266153989a3","height":30.97,"width":27.1}],"sign_height_raw":127.74,"sign_width_raw":"120"},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":128.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Dimension Calculation {"data":{"dim_id":"3c5c4d61-0f98-4c67-ac93-1acf36b025d5","height":74.84,"width":107.1,"ceilHeight":75.0,"ceilWidth":108.0,"biggerDimension":108.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Dimension Calculation {"data":{"dim_id":"9bdfa7e8-ac35-47b0-bbe3-282384d50f7f","height":27.1,"width":6.45,"ceilHeight":28.0,"ceilWidth":7.0,"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":1800},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Dimension Calculation {"data":{"dim_id":"ff3a25d3-695b-43f7-81a8-876885f75188","height":30.97,"width":27.1,"ceilHeight":31.0,"ceilWidth":28.0,"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":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Dimension Calculation {"data":{"dim_id":"cfb5dd97-dbbf-437b-b773-9fcc05a06a69","height":30.97,"width":51.61,"ceilHeight":31.0,"ceilWidth":52.0,"biggerDimension":52.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Dimension Calculation {"data":{"dim_id":"f765b7fb-993e-4a39-bf22-2266153989a3","height":30.97,"width":27.1,"ceilHeight":31.0,"ceilWidth":28.0,"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":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":5,"baseProductionCost":2174,"result":[{"id":"3c5c4d61-0f98-4c67-ac93-1acf36b025d5","height":74.84,"width":107.1,"depth":3,"price":502},{"id":"9bdfa7e8-ac35-47b0-bbe3-282384d50f7f","height":27.1,"width":6.45,"depth":3,"price":346},{"id":"ff3a25d3-695b-43f7-81a8-876885f75188","height":30.97,"width":27.1,"depth":3,"price":412},{"id":"cfb5dd97-dbbf-437b-b773-9fcc05a06a69","height":30.97,"width":51.61,"depth":3,"price":502},{"id":"f765b7fb-993e-4a39-bf22-2266153989a3","height":30.97,"width":27.1,"depth":3,"price":412}]},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":128.0},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2322.47,"taxFactor":0.0887,"tax":206.003089},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Box Calculation Details {"data":{"breadth":134.0,"boxDepth":8,"oneBoxCapacity":-125.0,"noOfBoxes":-0.0,"noOfFullBoxes":-1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-125.0,"widthOfHalfBox":-5.0},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":925.4676258992806,"shippingWeightInKG":419.7132090246171},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":419.7132090246171,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":14,"min":"391","max":"455","rate":"350","created_at":null,"updated_at":null}}},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2174,"PSUCost":148.47,"tax":206.003089,"shippingRate":1800,"miscellaenous":0,"signPrice":4328.473088999999},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":127.74,"sign_depth":3,"totalCost":4328.473088999999,"TATDays":7,"baseProductionCost":2174,"productionCost":2322.47,"PSUCost":148.47,"tax":206.003089,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":5},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] 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":127.74,"sign_width":"120","shipping_weight":182.73399000310286,"shape":"rectangular","dimensions":[{"id":"3c5c4d61-0f98-4c67-ac93-1acf36b025d5","height":74.84,"width":107.1},{"id":"9bdfa7e8-ac35-47b0-bbe3-282384d50f7f","height":27.1,"width":6.45},{"id":"ff3a25d3-695b-43f7-81a8-876885f75188","height":30.97,"width":27.1},{"id":"cfb5dd97-dbbf-437b-b773-9fcc05a06a69","height":30.97,"width":51.61},{"id":"f765b7fb-993e-4a39-bf22-2266153989a3","height":30.97,"width":27.1}]}},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Input Parameters {"data":{"dimensions_count":5,"shape":"rectangular"},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] 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":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:07:55] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1363.95,"dimensions_count":5},"timestamp":"2026-04-14 11:07:55"} 
[2026-04-14 11:08:24] 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":"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\\php48B5.tmp"}},"file_present":true},"timestamp":"2026-04-14 11:08:24"} 
[2026-04-14 11:08:24] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-14 11:08:24"} 
[2026-04-14 11:08:25] local.ERROR: Concurrent API Failed {"data":{"type":"prominent_color_detection","status":500,"body":"{\"error\":\"Image vectorization failed\"}"},"timestamp":"2026-04-14 11:08:25"} 
[2026-04-14 11:08:25] local.ERROR: Concurrent API Failed {"data":{"type":"light_color_detection","status":500,"body":"{\"error\":\"Image vectorization failed\"}"},"timestamp":"2026-04-14 11:08:25"} 
[2026-04-14 11:08:25] local.ERROR: Concurrent API Failed {"data":{"type":"extra_light_color_detection","status":500,"body":"{\"error\":\"Image vectorization failed\"}"},"timestamp":"2026-04-14 11:08:25"} 
[2026-04-14 11:08:25] local.INFO: All concurrent APIs failed or empty. Falling back. {"data":[],"timestamp":"2026-04-14 11:08:25"} 
[2026-04-14 11:08:25] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":9.999996},"timestamp":"2026-04-14 11:08:25"} 
[2026-04-14 11:08:25] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2025-09-18 125228_Copy.jpg","query_param":"banner_width_ft","query_value":9.999996,"file_size":2292},"timestamp":"2026-04-14 11:08:25"} 
[2026-04-14 11:08:25] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":5,"objects":[{"index":0,"position":{"x":7,"y":41,"width":83,"height":58},"actual_filled_area":6633.09,"bounding_box_area":8015,"image_base64":"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11:08:25"} 
[2026-04-14 11:08:25] local.INFO: Nested area calculated {"data":{"nestedArea":11467.0947},"timestamp":"2026-04-14 11:08:25"} 
[2026-04-14 11:08:25] local.INFO: Mapped objects from Image-to-Text API 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mVevXvH69WucczjniOOYKIro7e3l4sWLmBk7jB0miVKWZSRJgplpdnaWu3fvsrS0RBRFHD9+nJMnT3Lo0CE2Njao1Wqsrq4iifHxcW7fvk3Jb3uiODKTxB66fPkyz58/J4oi+vr6uHPnDidOnEASaZpiZpTq9TojIyO8fPmSlpYW3rx5w6lTpyiZJEqbm5vq6Ojg48ePhBCYnp6mt7eXkiTMjFIIAeccu2ZnZ7l06RItLS18WfuCixwmiYI6OztZXl7Ge0+1WuXatWvsCiFQMOccJb/tieJIFPI858GDB4yMjBBCIISAZVnG/fv3NTY2RqVS4ezZs7x//x5J7DD2JwoTExMMDg7S/FcztrW1pcOHD9NoNHDO8e7dOzo6OojjmILx38jMCCGYcw57/PixhoeH8d7T2trKp0+fqFQqSDJ+g5mxy/r7+zU9PU2pr6+Pqakp8jwnSRLjN5gZIQTMDOvp6dHc3ByloaEhJicnCSFYgf/Lurq6tLi4SOnmzZvcu3cPScYfsO7ubs3Pz1MaHh7m4cOHSDL+gF2/fl3VapVKpcL58+eZmZlBkhX4FTNDEt+z+fl5dXd3kyQJZkaj0aAkydiHmbErz3OSJKHRaOCcw1Roa2ujVqshiadPn9Lf34+ZUTB+wMzYj6mwsLDAhQsXcM5x7Ngx1tbWKEkyfsLM2OW3PS5ySEJBWAgBM9Pg4CDPnj3De8/AwACTk5NIomD8QJ7npGmK3/aq1WtcuXKFt2/fcvDgQUwSBVEYGBhgamoK7z2jo6NMTExgZgQfcJGzAiEEnHMUFEJgZWWF9vZ2Tp8+zYeVD5gzTBIlv+0VxRFPnjzhxo0bbGxscOTIEW7dusXVq1dpamoijmPMjK2tLRYXF3n06BFzc3P09PTw4u8XuMhRMkmUJJFlmdI05du3b1SrVarVKuvr62RZxoEDB0jTlK9fv9Lc3EyWZXR2djI2NkZXVxd7mSRKWZaRJAnBB0VxRCnLMtbX11lYWKBer5PnOUePHuXMmTOcO3eONE0pNRoNKpUKIQS892aSKEliLzMT35HEPowdJomSJPYh/s34iX8AqivGf9lCW/kAAAAASUVORK5CYII="},{"id":"22d36f94-1fcc-41ff-b6a5-8de388b4170d","height":30.97,"width":51.61,"perimeter":260.36,"area":691.78,"image":"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"},{"id":"de22e3f2-94f5-4506-a82f-cb8da9dab718","height":30.97,"width":27.1,"perimeter":147.52,"area":388.76,"image":"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"}]},"timestamp":"2026-04-14 11:08:25"} 
[2026-04-14 11:08:25] local.INFO: Number of letters detected {"data":{"noOfLetters":5},"timestamp":"2026-04-14 11:08:25"} 
[2026-04-14 11:08:25] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":923.13,"perimeter_in_feet":76.93},"timestamp":"2026-04-14 11:08:25"} 
[2026-04-14 11:08:25] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[6633.09,130.7,352.97,691.78,388.76],"actualFilledAreaSum":8197.3},"timestamp":"2026-04-14 11:08:25"} 
[2026-04-14 11:08:25] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":56.93},"timestamp":"2026-04-14 11:08:25"} 
[2026-04-14 11:08:25] local.INFO: Average character height calculated {"data":{"avgCharHeight":38.97},"timestamp":"2026-04-14 11:08:25"} 
[2026-04-14 11:08:25] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":93.0,"originalHeight":99.0,"ratio":0.9393939393939394},"timestamp":"2026-04-14 11:08:25"} 
[2026-04-14 11:08:25] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":127.74},"timestamp":"2026-04-14 11:08:25"} 
[2026-04-14 11:08:26] local.INFO: Image to Text processing completed 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11:08:26"} 
[2026-04-14 11:08:26] 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":"Standard Raceway","profit_factor":"1.00","quotationId":1442,"no_of_lines":0,"raceway_depth":"2","raceway_height":"6","width_of_line_1":null,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":null,"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":76.93,"nested_area":79.63,"occupied_area":56.93,"avg_char_height":"Greater than 24 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1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"Standard Raceway","profit_factor":"1.00","no_of_lines":0,"raceway_depth":"2","raceway_height":"6","width_of_line_1":null,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":null,"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":76.93,"nested_area":79.63,"occupied_area":56.93,"avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":127.74,"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":1442}},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"35.80897"},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"351.8467476"},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"0"},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"0"},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2.423295"},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"17.0623047"},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":49.81375},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":309.8785524},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"6.3704"},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"304.26623"},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"0"},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"0"},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"1.478"},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"50.64"},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"0.675"},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"3.4825"},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":0.020989262076200003},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":20.9892620762},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":0.0016670357220833338},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":1.6670357220833336},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":0.015900956118333334},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":15.900956118333333},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"0.032680322913333"},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"32.680322913333"},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"0.01586079803"},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"15.86079803"},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"0.0212369146"},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"21.2369146"},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"0.0016944939733333"},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"1.6944939733333"},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":22.00595668665659},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":59.7225},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"60.5188"},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"8.9235643102966"},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] 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":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":1228.9345748199398,"totalDenseWeight_before_formula":166.12180909372987},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1351.828032301934},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":5,"totalDenseWeight":0},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:26] local.INFO: Processing standard raceway 6x2 mounting {"data":{"sign_depth":"1","raceway_depth":"2"},"timestamp":"2026-04-14 11:08:26"} 
[2026-04-14 11:08:27] local.ERROR: Shipping calculation API failed {"data":{"boxes":[],"error":"Exception during shipping calculation: Shipping calculation API failed."},"timestamp":"2026-04-14 11:08:27"} 
[2026-04-14 11:08:44] 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\\php95CD.tmp"}},"file_present":true},"timestamp":"2026-04-14 11:08:44"} 
[2026-04-14 11:08:44] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-14 11:08:44"} 
[2026-04-14 11:08:44] local.ERROR: Concurrent API Failed {"data":{"type":"prominent_color_detection","status":500,"body":"{\"error\":\"Image vectorization failed\"}"},"timestamp":"2026-04-14 11:08:44"} 
[2026-04-14 11:08:44] local.ERROR: Concurrent API Failed {"data":{"type":"light_color_detection","status":500,"body":"{\"error\":\"Image vectorization failed\"}"},"timestamp":"2026-04-14 11:08:44"} 
[2026-04-14 11:08:44] local.ERROR: Concurrent API Failed {"data":{"type":"extra_light_color_detection","status":500,"body":"{\"error\":\"Image vectorization failed\"}"},"timestamp":"2026-04-14 11:08:44"} 
[2026-04-14 11:08:44] local.INFO: All concurrent APIs failed or empty. Falling back. {"data":[],"timestamp":"2026-04-14 11:08:44"} 
[2026-04-14 11:08:45] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":9.999996},"timestamp":"2026-04-14 11:08:45"} 
[2026-04-14 11:08:45] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2025-09-18 125228_Copy.jpg","query_param":"banner_width_ft","query_value":9.999996,"file_size":2292},"timestamp":"2026-04-14 11:08:45"} 
[2026-04-14 11:08:45] local.INFO: Detected Objects from Image-to-Text API 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11:08:45"} 
[2026-04-14 11:08:45] local.INFO: Nested area calculated {"data":{"nestedArea":11467.0947},"timestamp":"2026-04-14 11:08:45"} 
[2026-04-14 11:08:45] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"fee55c82-5217-4193-8ee6-2ecdccf722f9","height":30.97,"width":51.61,"perimeter":260.36,"area":691.78,"image":"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"},{"id":"09cfb069-cedd-4dbd-b7af-f1965db2a6d7","height":30.97,"width":27.1,"perimeter":147.52,"area":388.76,"image":"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"}]},"timestamp":"2026-04-14 11:08:45"} 
[2026-04-14 11:08:45] local.INFO: Number of letters detected {"data":{"noOfLetters":5},"timestamp":"2026-04-14 11:08:45"} 
[2026-04-14 11:08:45] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":923.13,"perimeter_in_feet":76.93},"timestamp":"2026-04-14 11:08:45"} 
[2026-04-14 11:08:45] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[6633.09,130.7,352.97,691.78,388.76],"actualFilledAreaSum":8197.3},"timestamp":"2026-04-14 11:08:45"} 
[2026-04-14 11:08:45] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":56.93},"timestamp":"2026-04-14 11:08:45"} 
[2026-04-14 11:08:45] local.INFO: Average character height calculated {"data":{"avgCharHeight":38.97},"timestamp":"2026-04-14 11:08:45"} 
[2026-04-14 11:08:45] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":93.0,"originalHeight":99.0,"ratio":0.9393939393939394},"timestamp":"2026-04-14 11:08:45"} 
[2026-04-14 11:08:45] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":127.74},"timestamp":"2026-04-14 11:08:45"} 
[2026-04-14 11:08:46] local.INFO: Image to Text processing completed 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11:08:46"} 
[2026-04-14 11:08:46] 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":1443,"no_of_lines":0,"raceway_depth":"2","raceway_height":"6","width_of_line_1":null,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":null,"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":76.93,"nested_area":79.63,"occupied_area":56.93,"avg_char_height":"Greater than 24 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1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":0,"raceway_depth":"2","raceway_height":"6","width_of_line_1":null,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":null,"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":76.93,"nested_area":79.63,"occupied_area":56.93,"avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":127.74,"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":1443}},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"35.80897"},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"351.8467476"},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2.423295"},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"17.0623047"},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":49.81375},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":309.8785524},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"6.3704"},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"304.26623"},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"0.675"},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"3.4825"},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":0.020989262076200003},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":20.9892620762},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":0.0016670357220833338},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":1.6670357220833336},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":0.015900956118333334},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":15.900956118333333},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"0.032680322913333"},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"32.680322913333"},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"0.01586079803"},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"15.86079803"},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"0.0212369146"},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"21.2369146"},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"0.0016944939733333"},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"1.6944939733333"},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":22.00595668665659},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":59.7225},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"60.5188"},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"8.9235643102966"},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] 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":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":1228.9345748199398,"totalDenseWeight_before_formula":166.12180909372987},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1351.828032301934},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":5,"totalDenseWeight":0},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:46] local.INFO: Processing standard raceway 6x2 mounting {"data":{"sign_depth":"1","raceway_depth":"2"},"timestamp":"2026-04-14 11:08:46"} 
[2026-04-14 11:08:48] local.ERROR: Shipping calculation API failed {"data":{"boxes":[],"error":"Exception during shipping calculation: Shipping calculation API failed."},"timestamp":"2026-04-14 11:08:48"} 
[2026-04-14 11:09:30] 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\\php4AF6.tmp"}},"file_present":true},"timestamp":"2026-04-14 11:09:30"} 
[2026-04-14 11:09:30] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-14 11:09:30"} 
[2026-04-14 11:09:31] local.ERROR: Concurrent API Failed {"data":{"type":"prominent_color_detection","status":500,"body":"{\"error\":\"Image vectorization failed\"}"},"timestamp":"2026-04-14 11:09:31"} 
[2026-04-14 11:09:31] local.ERROR: Concurrent API Failed {"data":{"type":"light_color_detection","status":500,"body":"{\"error\":\"Image vectorization failed\"}"},"timestamp":"2026-04-14 11:09:31"} 
[2026-04-14 11:09:31] local.ERROR: Concurrent API Failed {"data":{"type":"extra_light_color_detection","status":500,"body":"{\"error\":\"Image vectorization failed\"}"},"timestamp":"2026-04-14 11:09:31"} 
[2026-04-14 11:09:31] local.INFO: All concurrent APIs failed or empty. Falling back. {"data":[],"timestamp":"2026-04-14 11:09:31"} 
[2026-04-14 11:09:31] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":9.999996},"timestamp":"2026-04-14 11:09:31"} 
[2026-04-14 11:09:31] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2025-09-18 125228_Copy.jpg","query_param":"banner_width_ft","query_value":9.999996,"file_size":2292},"timestamp":"2026-04-14 11:09:31"} 
[2026-04-14 11:09:31] local.INFO: Detected Objects from Image-to-Text API 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11:09:31"} 
[2026-04-14 11:09:31] local.INFO: Nested area calculated {"data":{"nestedArea":11467.0947},"timestamp":"2026-04-14 11:09:31"} 
[2026-04-14 11:09:31] local.INFO: Mapped objects from Image-to-Text API 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mVevXvH69WucczjniOOYKIro7e3l4sWLmBk7jB0miVKWZSRJgplpdnaWu3fvsrS0RBRFHD9+nJMnT3Lo0CE2Njao1Wqsrq4iifHxcW7fvk3Jb3uiODKTxB66fPkyz58/J4oi+vr6uHPnDidOnEASaZpiZpTq9TojIyO8fPmSlpYW3rx5w6lTpyiZJEqbm5vq6Ojg48ePhBCYnp6mt7eXkiTMjFIIAeccu2ZnZ7l06RItLS18WfuCixwmiYI6OztZXl7Ge0+1WuXatWvsCiFQMOccJb/tieJIFPI858GDB4yMjBBCIISAZVnG/fv3NTY2RqVS4ezZs7x//x5J7DD2JwoTExMMDg7S/FcztrW1pcOHD9NoNHDO8e7dOzo6OojjmILx38jMCCGYcw57/PixhoeH8d7T2trKp0+fqFQqSDJ+g5mxy/r7+zU9PU2pr6+Pqakp8jwnSRLjN5gZIQTMDOvp6dHc3ByloaEhJicnCSFYgf/Lurq6tLi4SOnmzZvcu3cPScYfsO7ubs3Pz1MaHh7m4cOHSDL+gF2/fl3VapVKpcL58+eZmZlBkhX4FTNDEt+z+fl5dXd3kyQJZkaj0aAkydiHmbErz3OSJKHRaOCcw1Roa2ujVqshiadPn9Lf34+ZUTB+wMzYj6mwsLDAhQsXcM5x7Ngx1tbWKEkyfsLM2OW3PS5ySEJBWAgBM9Pg4CDPnj3De8/AwACTk5NIomD8QJ7npGmK3/aq1WtcuXKFt2/fcvDgQUwSBVEYGBhgamoK7z2jo6NMTExgZgQfcJGzAiEEnHMUFEJgZWWF9vZ2Tp8+zYeVD5gzTBIlv+0VxRFPnjzhxo0bbGxscOTIEW7dusXVq1dpamoijmPMjK2tLRYXF3n06BFzc3P09PTw4u8XuMhRMkmUJJFlmdI05du3b1SrVarVKuvr62RZxoEDB0jTlK9fv9Lc3EyWZXR2djI2NkZXVxd7mSRKWZaRJAnBB0VxRCnLMtbX11lYWKBer5PnOUePHuXMmTOcO3eONE0pNRoNKpUKIQS892aSKEliLzMT35HEPowdJomSJPYh/s34iX8AqivGf9lCW/kAAAAASUVORK5CYII="},{"id":"afa8eb28-914d-4e95-805d-67eb01fbda49","height":30.97,"width":51.61,"perimeter":260.36,"area":691.78,"image":"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"},{"id":"1e0c7399-b86d-4989-8342-6e9b9b4c6db2","height":30.97,"width":27.1,"perimeter":147.52,"area":388.76,"image":"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"}]},"timestamp":"2026-04-14 11:09:31"} 
[2026-04-14 11:09:31] local.INFO: Number of letters detected {"data":{"noOfLetters":5},"timestamp":"2026-04-14 11:09:31"} 
[2026-04-14 11:09:31] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":923.13,"perimeter_in_feet":76.93},"timestamp":"2026-04-14 11:09:31"} 
[2026-04-14 11:09:31] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[6633.09,130.7,352.97,691.78,388.76],"actualFilledAreaSum":8197.3},"timestamp":"2026-04-14 11:09:31"} 
[2026-04-14 11:09:31] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":56.93},"timestamp":"2026-04-14 11:09:31"} 
[2026-04-14 11:09:31] local.INFO: Average character height calculated {"data":{"avgCharHeight":38.97},"timestamp":"2026-04-14 11:09:31"} 
[2026-04-14 11:09:31] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":93.0,"originalHeight":99.0,"ratio":0.9393939393939394},"timestamp":"2026-04-14 11:09:31"} 
[2026-04-14 11:09:31] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":127.74},"timestamp":"2026-04-14 11:09:31"} 
[2026-04-14 11:09:32] local.INFO: Image to Text processing completed 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11:09:32"} 
[2026-04-14 11:09:32] 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":1444,"no_of_lines":0,"raceway_depth":"2","raceway_height":"6","width_of_line_1":null,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":null,"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":76.93,"nested_area":79.63,"occupied_area":56.93,"avg_char_height":"Greater than 24 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1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":0,"raceway_depth":"2","raceway_height":"6","width_of_line_1":null,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":null,"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":76.93,"nested_area":79.63,"occupied_area":56.93,"avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":127.74,"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":1444}},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"35.80897"},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"351.8467476"},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2.423295"},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"17.0623047"},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":49.81375},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":309.8785524},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"6.3704"},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"304.26623"},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":0.020989262076200003},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":20.9892620762},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":0.0016670357220833338},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":1.6670357220833336},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":0.015900956118333334},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":15.900956118333333},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"0.032680322913333"},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"32.680322913333"},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"0.01586079803"},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"15.86079803"},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"0.0212369146"},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"21.2369146"},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"0.0016944939733333"},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"1.6944939733333"},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":22.00595668665659},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":59.7225},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"60.5188"},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"8.9235643102966"},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] 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":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":1228.9345748199398,"totalDenseWeight_before_formula":166.12180909372987},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1351.828032301934},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":5,"totalDenseWeight":0},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:32] local.INFO: Processing standard raceway 6x2 mounting {"data":{"sign_depth":"1","raceway_depth":"2"},"timestamp":"2026-04-14 11:09:32"} 
[2026-04-14 11:09:33] local.ERROR: Shipping calculation API failed {"data":{"boxes":[],"error":"Exception during shipping calculation: Shipping calculation API failed."},"timestamp":"2026-04-14 11:09:33"} 
[2026-04-14 11:11:49] 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\\php6B38.tmp"}},"file_present":true},"timestamp":"2026-04-14 11:11:49"} 
[2026-04-14 11:11:49] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-14 11:11:49"} 
[2026-04-14 11:11:50] local.ERROR: Concurrent API Failed {"data":{"type":"prominent_color_detection","status":500,"body":"{\"error\":\"Image vectorization failed\"}"},"timestamp":"2026-04-14 11:11:50"} 
[2026-04-14 11:11:50] local.ERROR: Concurrent API Failed {"data":{"type":"light_color_detection","status":500,"body":"{\"error\":\"Image vectorization failed\"}"},"timestamp":"2026-04-14 11:11:50"} 
[2026-04-14 11:11:50] local.ERROR: Concurrent API Failed {"data":{"type":"extra_light_color_detection","status":500,"body":"{\"error\":\"Image vectorization failed\"}"},"timestamp":"2026-04-14 11:11:50"} 
[2026-04-14 11:11:50] local.INFO: All concurrent APIs failed or empty. Falling back. {"data":[],"timestamp":"2026-04-14 11:11:50"} 
[2026-04-14 11:11:52] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":9.999996},"timestamp":"2026-04-14 11:11:52"} 
[2026-04-14 11:11:52] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2025-09-18 125228_Copy.jpg","query_param":"banner_width_ft","query_value":9.999996,"file_size":2292},"timestamp":"2026-04-14 11:11:52"} 
[2026-04-14 11:11:52] local.INFO: Detected Objects from Image-to-Text API 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11:11:52"} 
[2026-04-14 11:11:52] local.INFO: Nested area calculated {"data":{"nestedArea":11467.0947},"timestamp":"2026-04-14 11:11:52"} 
[2026-04-14 11:11:52] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"33832823-9c8b-472e-b954-406953ee9dbb","height":30.97,"width":51.61,"perimeter":260.36,"area":691.78,"image":"iVBORw0KGgoAAAANSUhEUgAAACgAAAAYCAYAAACIhL/AAAAHHUlEQVRIDcXBXWhcdR7H4c/3f86ZyShpUyTMmlRqotbeeOHNFoaIRqgv2GkayUXXokNrEsWwqVeKeFOvKiJWoWVscGJA2VQslLxosr7emIogeiENGqm2BV+pNUawkzNzzm/PgZQdou1Gb/Z5ZGb8ETNDEo2ieoSccM5xkZkhibWyhCRSZoYkUmaGEqyid999ly1bthAEgZ08eZKOjg7a2toUBAGX8/333/PDDz8Yiauuuor29nYlMDMksYqRmJ2d5dixY/z6669EUYQkPM/j1ltvpa+vj9bWVhqIhO7tvdcmJie48soryWazfPTRR2zatEkkJNFIEhctLi7aDTfcgHOOTz/9lNbWVoIgEAkzQxLVatXOnz/PoUOHOHDgAClJFAoFOjo6uHDhAgsLCywsLBDHMd3d3Rw+fJjrr78eM0Op6elp6+npIYoidu3axfj4OAmFYUgQBFxkZlhsyAnnHJYoFAo453j//ffJZDIkRCKqR3i+Z6OjowwODmJmtLe3Uy6XueeeezAzJBHHMZIIw5BXX32Vhx56iCiKeO655xj+5zCe76GpqSkrFouk9u7dy4svvojv+2IVMyOKIjzPwzlHwrq7u8lkMszMzBBFEXEcK5vNkrAnnniCp59+mtTevXupVCr8kage4fkeqagesfnGzXz11VecOnWKzs5OdPz4cevt7cU5x/DwMAcPHiSOYyVoJIlGtVrNent7CYKA48ePs0JmRrlctqGhIVKFQoG5uTlWUVSP8HyPi5aXly2bzXLhwgXy+TyHDh3igQceQBMTE9bT00Oqv7+fkZERlDAzVpNEysyQZNu2bWNd8zpeP/Y6zjnMTN9++61t3LiRi86dO0fL+hac51CCywjD0IIgYHx8nOXlZfbs2YOmp6etWCwiicHBQcrlMgmRMDMaSaKBbd++nSuuuILXXnsNSZiZSqWSHT16lFqtxn333cfo6CjZbJaEWBurVqtIIpvNounpaSsWi0hicHCQcrlMQiTMjEaSaGB9fX3kcjleeeUVUtVqVevXr7cwDEm99dZbbNu2jRVijcyMVBiGaHJy0nbs2EFqYGCAkZEREjIzVpNEA9u9ezdBEDA2Nkbq7bff5s4778TMyOVyfPHFF+TzeXzfVwJJXI6ZIYlUtVrF8zw0OTlpO3bsIDUwMMDIyAgJmRmrSaKBlUolfN+nUqmQKpfLPPLII0gin89z5swZfN+nXq8rk8nwV2hqasqKxSKSGBgY4MiRIyREwsxoJIkGViqV8H2fSqWCmXHgwAGefPJJUm1tbZw9cxbP96jVavI8D+ccf4aZoYmJCevp6SHV39/PyMgISsRxjCQaSaKBlUolfN+nUqlgZrz88ss8+OCDpFpaWjh79izNzc2YmeIoxvM9/ixNTU1ZsVhEEgMDAxw5coSESJgZjSTRwEqlEr7vU6lUMDNOnjzJTTfdREoSX3/9Nddccw3OOfEXaXp62rZv347neezevZuxsTESSnApZkbC7r//fnzfZ2xsjOXlZYIgoL29nZ9++okoijh69Cg7d+4kCAKZGZJYCzNDElE9QnNzc9bV1UUul+Pmm2/mgw8+IFWtVtXU1MSlWKJQKNDT08Njjz1GyjmnZ555xh5//HGcc9x+++3MzswSW0wQBOJ/iOOYlHMOMyMlS7S0tPDLL7+Qy+X47bffCMOQTCYjVonqEZ7vkbBvvvmGjo4O5ufnue6665BEVI/k+Z7l83nOnTtHHMe89957dHd3s0JchplRq9Usk8mwtLSkdevWIUs89dRT7N+/n9Szzz7Lo/sexfM9EmKVMAwtk8lQKBRYXFxkfn4eMyOOYtWjOtls1k6cOEFXVxeZTIYNGzbw3Xff0UBcQhzHJom7776bvr4++vv7Ub1WJ2E3brmRU6dOkRr/1zi7/rGLBorj2EiEYci+ffuoVCqcPn2aq/92NZ7vUavVFAQBqTAM7c0336S3txfP8+js7GR2dpbOzk5WKI5jnHPEcUwURRZFEU1NTezcuZPJyUk+//xzNm/ejJaXl8lkMra0tERXVxefffYZqVtuuYU9e/Zw7bXXksvlWFxc5MSJE7zwwgssLS0xNzfH1r9vxfM9Voj/sjAMWVhYYHh4mA8//JAwDHn44YcZGhqis7OTpqYmUmbGl19+yejoKIcPHyYIAmZmZti6dSspmRkrjMTBgwd56aWXmJ+fp5HneURRxF133UWlUqGtrY0G4veMFW+88QbPP/8877zzDpIwM1pbWzl//jy+7xMEAU1NTQwNDbF//37MDEmkZGbEcYxzjqgemed7xHHM6dOn+fjjj/nxxx9xzpHP57njjjtobm7molqtRhAE4hKieoTznEkiFdUjZv89yyeffMLPP//Mhg0b2LRpE7fddhsbN27EOUdUj/B8jxWSmbGKsXZi7Yy1EytkZvwfGL8n/sB/ADz0M8E+k67iAAAAAElFTkSuQmCC"},{"id":"7759f769-947c-4cad-a0a3-bab4e85c0892","height":30.97,"width":27.1,"perimeter":147.52,"area":388.76,"image":"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"}]},"timestamp":"2026-04-14 11:11:52"} 
[2026-04-14 11:11:52] local.INFO: Number of letters detected {"data":{"noOfLetters":5},"timestamp":"2026-04-14 11:11:52"} 
[2026-04-14 11:11:52] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":923.13,"perimeter_in_feet":76.93},"timestamp":"2026-04-14 11:11:52"} 
[2026-04-14 11:11:52] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[6633.09,130.7,352.97,691.78,388.76],"actualFilledAreaSum":8197.3},"timestamp":"2026-04-14 11:11:52"} 
[2026-04-14 11:11:52] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":56.93},"timestamp":"2026-04-14 11:11:52"} 
[2026-04-14 11:11:52] local.INFO: Average character height calculated {"data":{"avgCharHeight":38.97},"timestamp":"2026-04-14 11:11:52"} 
[2026-04-14 11:11:52] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":93.0,"originalHeight":99.0,"ratio":0.9393939393939394},"timestamp":"2026-04-14 11:11:52"} 
[2026-04-14 11:11:52] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":127.74},"timestamp":"2026-04-14 11:11:52"} 
[2026-04-14 11:11:52] local.INFO: Image to Text processing completed 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11:11:52"} 
[2026-04-14 11:11:52] 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":1445,"no_of_lines":0,"raceway_depth":"2","raceway_height":"6","width_of_line_1":null,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":null,"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":76.93,"nested_area":79.63,"occupied_area":56.93,"avg_char_height":"Greater than 24 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1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-14 11:11:52"} 
[2026-04-14 11:11:53] 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":0,"raceway_depth":"2","raceway_height":"6","width_of_line_1":null,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":null,"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":76.93,"nested_area":79.63,"occupied_area":56.93,"avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":127.74,"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":1445}},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"35.80897"},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"351.8467476"},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2.423295"},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"17.0623047"},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":49.81375},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":309.8785524},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"6.3704"},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"304.26623"},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"0.675"},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"3.4825"},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":0.020989262076200003},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":20.9892620762},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":0.0016670357220833338},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":1.6670357220833336},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":0.015900956118333334},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":15.900956118333333},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"0.032680322913333"},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"32.680322913333"},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"0.01586079803"},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"15.86079803"},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"0.0212369146"},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"21.2369146"},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"0.0016944939733333"},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"1.6944939733333"},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":22.00595668665659},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":59.7225},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"60.5188"},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"8.9235643102966"},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] 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":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":1228.9345748199398,"totalDenseWeight_before_formula":166.12180909372987},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1351.828032301934},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":5,"totalDenseWeight":0},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:53] local.INFO: Processing standard raceway 6x2 mounting {"data":{"sign_depth":"1","raceway_depth":"2"},"timestamp":"2026-04-14 11:11:53"} 
[2026-04-14 11:11:54] local.ERROR: Shipping calculation API failed {"data":{"boxes":[],"error":"Exception during shipping calculation: Shipping calculation API failed."},"timestamp":"2026-04-14 11:11:54"} 
[2026-04-14 11:21:39] 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\\php687F.tmp"}},"file_present":true},"timestamp":"2026-04-14 11:21:39"} 
[2026-04-14 11:21:39] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-14 11:21:39"} 
[2026-04-14 11:21:39] local.ERROR: Concurrent API Failed {"data":{"type":"prominent_color_detection","status":500,"body":"{\"error\":\"Image vectorization failed\"}"},"timestamp":"2026-04-14 11:21:39"} 
[2026-04-14 11:21:39] local.ERROR: Concurrent API Failed {"data":{"type":"light_color_detection","status":500,"body":"{\"error\":\"Image vectorization failed\"}"},"timestamp":"2026-04-14 11:21:39"} 
[2026-04-14 11:21:39] local.ERROR: Concurrent API Failed {"data":{"type":"extra_light_color_detection","status":500,"body":"{\"error\":\"Image vectorization failed\"}"},"timestamp":"2026-04-14 11:21:39"} 
[2026-04-14 11:21:39] local.INFO: All concurrent APIs failed or empty. Falling back. {"data":[],"timestamp":"2026-04-14 11:21:39"} 
[2026-04-14 11:21:40] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":9.999996},"timestamp":"2026-04-14 11:21:40"} 
[2026-04-14 11:21:40] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2025-09-18 125228_Copy.jpg","query_param":"banner_width_ft","query_value":9.999996,"file_size":2292},"timestamp":"2026-04-14 11:21:40"} 
[2026-04-14 11:21:40] local.INFO: Detected Objects from Image-to-Text API 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11:21:40"} 
[2026-04-14 11:21:40] local.INFO: Nested area calculated {"data":{"nestedArea":11467.0947},"timestamp":"2026-04-14 11:21:40"} 
[2026-04-14 11:21:40] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"51750d50-4f33-42bb-ab0f-3040c7d32e0d","height":30.97,"width":51.61,"perimeter":260.36,"area":691.78,"image":"iVBORw0KGgoAAAANSUhEUgAAACgAAAAYCAYAAACIhL/AAAAHHUlEQVRIDcXBXWhcdR7H4c/3f86ZyShpUyTMmlRqotbeeOHNFoaIRqgv2GkayUXXokNrEsWwqVeKeFOvKiJWoWVscGJA2VQslLxosr7emIogeiENGqm2BV+pNUawkzNzzm/PgZQdou1Gb/Z5ZGb8ETNDEo2ieoSccM5xkZkhibWyhCRSZoYkUmaGEqyid999ly1bthAEgZ08eZKOjg7a2toUBAGX8/333/PDDz8Yiauuuor29nYlMDMksYqRmJ2d5dixY/z6669EUYQkPM/j1ltvpa+vj9bWVhqIhO7tvdcmJie48soryWazfPTRR2zatEkkJNFIEhctLi7aDTfcgHOOTz/9lNbWVoIgEAkzQxLVatXOnz/PoUOHOHDgAClJFAoFOjo6uHDhAgsLCywsLBDHMd3d3Rw+fJjrr78eM0Op6elp6+npIYoidu3axfj4OAmFYUgQBFxkZlhsyAnnHJYoFAo453j//ffJZDIkRCKqR3i+Z6OjowwODmJmtLe3Uy6XueeeezAzJBHHMZIIw5BXX32Vhx56iCiKeO655xj+5zCe76GpqSkrFouk9u7dy4svvojv+2IVMyOKIjzPwzlHwrq7u8lkMszMzBBFEXEcK5vNkrAnnniCp59+mtTevXupVCr8kage4fkeqagesfnGzXz11VecOnWKzs5OdPz4cevt7cU5x/DwMAcPHiSOYyVoJIlGtVrNent7CYKA48ePs0JmRrlctqGhIVKFQoG5uTlWUVSP8HyPi5aXly2bzXLhwgXy+TyHDh3igQceQBMTE9bT00Oqv7+fkZERlDAzVpNEysyQZNu2bWNd8zpeP/Y6zjnMTN9++61t3LiRi86dO0fL+hac51CCywjD0IIgYHx8nOXlZfbs2YOmp6etWCwiicHBQcrlMgmRMDMaSaKBbd++nSuuuILXXnsNSZiZSqWSHT16lFqtxn333cfo6CjZbJaEWBurVqtIIpvNounpaSsWi0hicHCQcrlMQiTMjEaSaGB9fX3kcjleeeUVUtVqVevXr7cwDEm99dZbbNu2jRVijcyMVBiGaHJy0nbs2EFqYGCAkZEREjIzVpNEA9u9ezdBEDA2Nkbq7bff5s4778TMyOVyfPHFF+TzeXzfVwJJXI6ZIYlUtVrF8zw0OTlpO3bsIDUwMMDIyAgJmRmrSaKBlUolfN+nUqmQKpfLPPLII0gin89z5swZfN+nXq8rk8nwV2hqasqKxSKSGBgY4MiRIyREwsxoJIkGViqV8H2fSqWCmXHgwAGefPJJUm1tbZw9cxbP96jVavI8D+ccf4aZoYmJCevp6SHV39/PyMgISsRxjCQaSaKBlUolfN+nUqlgZrz88ss8+OCDpFpaWjh79izNzc2YmeIoxvM9/ixNTU1ZsVhEEgMDAxw5coSESJgZjSTRwEqlEr7vU6lUMDNOnjzJTTfdREoSX3/9Nddccw3OOfEXaXp62rZv347neezevZuxsTESSnApZkbC7r//fnzfZ2xsjOXlZYIgoL29nZ9++okoijh69Cg7d+4kCAKZGZJYCzNDElE9QnNzc9bV1UUul+Pmm2/mgw8+IFWtVtXU1MSlWKJQKNDT08Njjz1GyjmnZ555xh5//HGcc9x+++3MzswSW0wQBOJ/iOOYlHMOMyMlS7S0tPDLL7+Qy+X47bffCMOQTCYjVonqEZ7vkbBvvvmGjo4O5ufnue6665BEVI/k+Z7l83nOnTtHHMe89957dHd3s0JchplRq9Usk8mwtLSkdevWIUs89dRT7N+/n9Szzz7Lo/sexfM9EmKVMAwtk8lQKBRYXFxkfn4eMyOOYtWjOtls1k6cOEFXVxeZTIYNGzbw3Xff0UBcQhzHJom7776bvr4++vv7Ub1WJ2E3brmRU6dOkRr/1zi7/rGLBorj2EiEYci+ffuoVCqcPn2aq/92NZ7vUavVFAQBqTAM7c0336S3txfP8+js7GR2dpbOzk5WKI5jnHPEcUwURRZFEU1NTezcuZPJyUk+//xzNm/ejJaXl8lkMra0tERXVxefffYZqVtuuYU9e/Zw7bXXksvlWFxc5MSJE7zwwgssLS0xNzfH1r9vxfM9Voj/sjAMWVhYYHh4mA8//JAwDHn44YcZGhqis7OTpqYmUmbGl19+yejoKIcPHyYIAmZmZti6dSspmRkrjMTBgwd56aWXmJ+fp5HneURRxF133UWlUqGtrY0G4veMFW+88QbPP/8877zzDpIwM1pbWzl//jy+7xMEAU1NTQwNDbF//37MDEmkZGbEcYxzjqgemed7xHHM6dOn+fjjj/nxxx9xzpHP57njjjtobm7molqtRhAE4hKieoTznEkiFdUjZv89yyeffMLPP//Mhg0b2LRpE7fddhsbN27EOUdUj/B8jxWSmbGKsXZi7Yy1EytkZvwfGL8n/sB/ADz0M8E+k67iAAAAAElFTkSuQmCC"},{"id":"79ed8249-2b7b-41cd-a7c3-168885d84096","height":30.97,"width":27.1,"perimeter":147.52,"area":388.76,"image":"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"}]},"timestamp":"2026-04-14 11:21:40"} 
[2026-04-14 11:21:40] local.INFO: Number of letters detected {"data":{"noOfLetters":5},"timestamp":"2026-04-14 11:21:40"} 
[2026-04-14 11:21:40] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":923.13,"perimeter_in_feet":76.93},"timestamp":"2026-04-14 11:21:40"} 
[2026-04-14 11:21:40] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[6633.09,130.7,352.97,691.78,388.76],"actualFilledAreaSum":8197.3},"timestamp":"2026-04-14 11:21:40"} 
[2026-04-14 11:21:40] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":56.93},"timestamp":"2026-04-14 11:21:40"} 
[2026-04-14 11:21:40] local.INFO: Average character height calculated {"data":{"avgCharHeight":38.97},"timestamp":"2026-04-14 11:21:40"} 
[2026-04-14 11:21:40] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":93.0,"originalHeight":99.0,"ratio":0.9393939393939394},"timestamp":"2026-04-14 11:21:40"} 
[2026-04-14 11:21:40] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":127.74},"timestamp":"2026-04-14 11:21:40"} 
[2026-04-14 11:21:41] local.INFO: Image to Text processing completed 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11:21:41"} 
[2026-04-14 11:21:41] 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":1446,"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":127.74,"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":76.93,"nested_area":79.63,"occupied_area":56.93,"avg_char_height":"Greater than 24 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1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":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":127.74,"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":76.93,"nested_area":79.63,"occupied_area":56.93,"avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"120","other_dimension_of_sign":127.74,"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":1446}},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"35.80897"},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"351.8467476"},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2.423295"},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"17.0623047"},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":49.81375},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":309.8785524},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"6.3704"},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"304.26623"},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"0.675"},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"3.4825"},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":0.020989262076200003},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":20.9892620762},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":0.0016670357220833338},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":1.6670357220833336},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":0.015900956118333334},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":15.900956118333333},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"0.032680322913333"},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"32.680322913333"},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"0.01586079803"},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"15.86079803"},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"0.0212369146"},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"21.2369146"},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"0.0016944939733333"},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"1.6944939733333"},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":22.00595668665659},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":59.7225},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"60.5188"},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"8.9235643102966"},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] 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":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":1229.9345748199398,"totalDenseWeight_before_formula":166.12180909372987},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1352.9280323019339},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":5,"totalDenseWeight":182.73399000310286},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":5,"sign_depth":"1"},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":107.1,"height":74.84,"depth":"1"},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":6.45,"height":27.1,"depth":"1"},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":27.1,"height":30.97,"depth":"1"},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":51.61,"height":30.97,"depth":"1"},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:41] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":27.1,"height":30.97,"depth":"1"},"timestamp":"2026-04-14 11:21:41"} 
[2026-04-14 11:21:45] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1776165706_4ecd2d2c2d09a6a101f867e8b8674b15","bins_packed":[{"bin_data":{"w":107.4,"h":75.14,"d":2.6,"id":"unique","used_space":71.82,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":75.14,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260414/6bba0d6bd66b8177e4841a34b8e1d65d/1776165706-9109-3550652.svg","items":[{"id":"item-1","w":107.4,"h":75.14,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260414/6bba0d6bd66b8177e4841a34b8e1d65d/1776165706-9105-5812409.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":51.91,"h":31.27,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260414/6bba0d6bd66b8177e4841a34b8e1d65d/1776165706-9106-8592742.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":27.4,"h":31.27,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260414/6bba0d6bd66b8177e4841a34b8e1d65d/1776165706-9107-8115781.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":27.4,"h":31.27,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260414/6bba0d6bd66b8177e4841a34b8e1d65d/1776165706-9108-3823330.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":6.75,"h":27.4,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260414/6bba0d6bd66b8177e4841a34b8e1d65d/1776165706-9108-5537497.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-04-14 11:21:45"} 
[2026-04-14 11:21:45] local.INFO: Box added from packed bin {"data":{"length":2.6,"width":107.4,"height":75.14,"denseWeight":182.73399000310286},"timestamp":"2026-04-14 11:21:45"} 
[2026-04-14 11:21:48] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":4.6,"width":109.4,"height":77.39},"quantity":1,"denseWeight":182.73399000310286}],"cheapestShippingCost":1889.1966779072873,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":4.6,"width":109.4,"height":77.39},"denseWeight":182.73399000310286,"volumetricWeight":128,"higherWeight":182.73399000310286,"quantity":1}],"totalHigherWeight":182.73399000310286,"DS":0,"rate":2396.5013281409265,"tariffAndDS":2396.5013281409265,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":4253.478649339473,"totalShipmentCostFormula":"(tariffAndDS (2396.5013281409) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 4253.48","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":4.6,"width":109.4,"height":77.39},"denseWeight":182.73399000310286,"volumetricWeight":128,"higherWeight":182.73399000310286,"quantity":1}],"totalHigherWeight":182.73399000310286,"DS":0,"rate":1337.722806822713,"tariffAndDS":1337.722806822713,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2460.3313456349465,"totalShipmentCostFormula":"(tariffAndDS (1337.7228068227) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 2460.33","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":4.6,"width":109.4,"height":77.39},"denseWeight":182.73399000310286,"volumetricWeight":128,"higherWeight":182.73399000310286,"quantity":1}],"totalHigherWeight":182.73399000310286,"DS":45.683497500775715,"rate":1251.8,"tariffAndDS":1297.4834975007757,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1889.1966779072873,"totalShipmentCostFormula":"((tariffAndDS (1297.4834975008) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 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[2026-04-14 11:21:48] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 11:21:48"} 
[2026-04-14 11:21:48] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 11:21:48"} 
[2026-04-14 11:21:48] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":127.74,"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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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":60.5188,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":8.9235643102966,"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":182.73399000310286,"result":1352.9280323019339,"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":127.74,"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":76.93,"nested_area":79.63,"occupied_area":56.93,"avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"120","other_dimension_of_sign":127.74,"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":1446},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1446},"timestamp":"2026-04-14 11:21:48"} 
[2026-04-14 11:21:48] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-14 11:21:48"} 
[2026-04-14 11:21:49] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":127.74,"sign_width":"120","dimensions":[{"id":"abdac18d-131c-450b-8d58-415e690cd37b","height":74.84,"width":107.1},{"id":"642a673a-678d-4a7c-90ae-84df95c11da3","height":27.1,"width":6.45},{"id":"f7f22b10-e9c2-4a91-832f-8350bfc90153","height":30.97,"width":27.1},{"id":"51750d50-4f33-42bb-ab0f-3040c7d32e0d","height":30.97,"width":51.61},{"id":"79ed8249-2b7b-41cd-a7c3-168885d84096","height":30.97,"width":27.1}]},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] 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":127.74,"sign_width":"120","dimensions":[{"id":"abdac18d-131c-450b-8d58-415e690cd37b","height":74.84,"width":107.1},{"id":"642a673a-678d-4a7c-90ae-84df95c11da3","height":27.1,"width":6.45},{"id":"f7f22b10-e9c2-4a91-832f-8350bfc90153","height":30.97,"width":27.1},{"id":"51750d50-4f33-42bb-ab0f-3040c7d32e0d","height":30.97,"width":51.61},{"id":"79ed8249-2b7b-41cd-a7c3-168885d84096","height":30.97,"width":27.1}]}},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"abdac18d-131c-450b-8d58-415e690cd37b","height":74.84,"width":107.1},{"id":"642a673a-678d-4a7c-90ae-84df95c11da3","height":27.1,"width":6.45},{"id":"f7f22b10-e9c2-4a91-832f-8350bfc90153","height":30.97,"width":27.1},{"id":"51750d50-4f33-42bb-ab0f-3040c7d32e0d","height":30.97,"width":51.61},{"id":"79ed8249-2b7b-41cd-a7c3-168885d84096","height":30.97,"width":27.1}],"sign_height_raw":127.74,"sign_width_raw":"120"},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":128.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Dimension Calculation {"data":{"dim_id":"abdac18d-131c-450b-8d58-415e690cd37b","height":74.84,"width":107.1,"ceilHeight":75.0,"ceilWidth":108.0,"biggerDimension":108.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Dimension Calculation {"data":{"dim_id":"642a673a-678d-4a7c-90ae-84df95c11da3","height":27.1,"width":6.45,"ceilHeight":28.0,"ceilWidth":7.0,"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":1800},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Dimension Calculation {"data":{"dim_id":"f7f22b10-e9c2-4a91-832f-8350bfc90153","height":30.97,"width":27.1,"ceilHeight":31.0,"ceilWidth":28.0,"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":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Dimension Calculation {"data":{"dim_id":"51750d50-4f33-42bb-ab0f-3040c7d32e0d","height":30.97,"width":51.61,"ceilHeight":31.0,"ceilWidth":52.0,"biggerDimension":52.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Dimension Calculation {"data":{"dim_id":"79ed8249-2b7b-41cd-a7c3-168885d84096","height":30.97,"width":27.1,"ceilHeight":31.0,"ceilWidth":28.0,"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":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":5,"baseProductionCost":2117,"result":[{"id":"abdac18d-131c-450b-8d58-415e690cd37b","height":74.84,"width":107.1,"depth":2,"price":502},{"id":"642a673a-678d-4a7c-90ae-84df95c11da3","height":27.1,"width":6.45,"depth":2,"price":329},{"id":"f7f22b10-e9c2-4a91-832f-8350bfc90153","height":30.97,"width":27.1,"depth":2,"price":392},{"id":"51750d50-4f33-42bb-ab0f-3040c7d32e0d","height":30.97,"width":51.61,"depth":2,"price":502},{"id":"79ed8249-2b7b-41cd-a7c3-168885d84096","height":30.97,"width":27.1,"depth":2,"price":392}]},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":128.0},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2265.47,"taxFactor":0.0887,"tax":200.94718899999998},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Box Calculation Details {"data":{"breadth":134.0,"boxDepth":8,"oneBoxCapacity":-125.0,"noOfBoxes":-0.0,"noOfFullBoxes":-1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-125.0,"widthOfHalfBox":-5.0},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":925.4676258992806,"shippingWeightInKG":419.7132090246171},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":419.7132090246171,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":14,"min":"391","max":"455","rate":"350","created_at":null,"updated_at":null}}},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2117,"PSUCost":148.47,"tax":200.94718899999998,"shippingRate":1800,"miscellaenous":0,"signPrice":4266.417189},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":127.74,"sign_depth":2,"totalCost":4266.417189,"TATDays":7,"baseProductionCost":2117,"productionCost":2265.47,"PSUCost":148.47,"tax":200.94718899999998,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":5},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"abdac18d-131c-450b-8d58-415e690cd37b","height":74.84,"width":107.1},{"id":"642a673a-678d-4a7c-90ae-84df95c11da3","height":27.1,"width":6.45},{"id":"f7f22b10-e9c2-4a91-832f-8350bfc90153","height":30.97,"width":27.1},{"id":"51750d50-4f33-42bb-ab0f-3040c7d32e0d","height":30.97,"width":51.61},{"id":"79ed8249-2b7b-41cd-a7c3-168885d84096","height":30.97,"width":27.1}],"sign_height_raw":127.74,"sign_width_raw":"120"},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":128.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Dimension Calculation {"data":{"dim_id":"abdac18d-131c-450b-8d58-415e690cd37b","height":74.84,"width":107.1,"ceilHeight":75.0,"ceilWidth":108.0,"biggerDimension":108.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Dimension Calculation {"data":{"dim_id":"642a673a-678d-4a7c-90ae-84df95c11da3","height":27.1,"width":6.45,"ceilHeight":28.0,"ceilWidth":7.0,"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":1800},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Dimension Calculation {"data":{"dim_id":"f7f22b10-e9c2-4a91-832f-8350bfc90153","height":30.97,"width":27.1,"ceilHeight":31.0,"ceilWidth":28.0,"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":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Dimension Calculation {"data":{"dim_id":"51750d50-4f33-42bb-ab0f-3040c7d32e0d","height":30.97,"width":51.61,"ceilHeight":31.0,"ceilWidth":52.0,"biggerDimension":52.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Dimension Calculation {"data":{"dim_id":"79ed8249-2b7b-41cd-a7c3-168885d84096","height":30.97,"width":27.1,"ceilHeight":31.0,"ceilWidth":28.0,"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":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":5,"baseProductionCost":2174,"result":[{"id":"abdac18d-131c-450b-8d58-415e690cd37b","height":74.84,"width":107.1,"depth":3,"price":502},{"id":"642a673a-678d-4a7c-90ae-84df95c11da3","height":27.1,"width":6.45,"depth":3,"price":346},{"id":"f7f22b10-e9c2-4a91-832f-8350bfc90153","height":30.97,"width":27.1,"depth":3,"price":412},{"id":"51750d50-4f33-42bb-ab0f-3040c7d32e0d","height":30.97,"width":51.61,"depth":3,"price":502},{"id":"79ed8249-2b7b-41cd-a7c3-168885d84096","height":30.97,"width":27.1,"depth":3,"price":412}]},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":128.0},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2322.47,"taxFactor":0.0887,"tax":206.003089},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Box Calculation Details {"data":{"breadth":134.0,"boxDepth":8,"oneBoxCapacity":-125.0,"noOfBoxes":-0.0,"noOfFullBoxes":-1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-125.0,"widthOfHalfBox":-5.0},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":925.4676258992806,"shippingWeightInKG":419.7132090246171},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":419.7132090246171,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":14,"min":"391","max":"455","rate":"350","created_at":null,"updated_at":null}}},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2174,"PSUCost":148.47,"tax":206.003089,"shippingRate":1800,"miscellaenous":0,"signPrice":4328.473088999999},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":127.74,"sign_depth":3,"totalCost":4328.473088999999,"TATDays":7,"baseProductionCost":2174,"productionCost":2322.47,"PSUCost":148.47,"tax":206.003089,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":5},"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:49] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-14 11:21:49"} 
[2026-04-14 11:21:50] 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":127.74,"sign_width":"120","shipping_weight":182.73399000310286,"shape":"rectangular","dimensions":[{"id":"abdac18d-131c-450b-8d58-415e690cd37b","height":74.84,"width":107.1},{"id":"642a673a-678d-4a7c-90ae-84df95c11da3","height":27.1,"width":6.45},{"id":"f7f22b10-e9c2-4a91-832f-8350bfc90153","height":30.97,"width":27.1},{"id":"51750d50-4f33-42bb-ab0f-3040c7d32e0d","height":30.97,"width":51.61},{"id":"79ed8249-2b7b-41cd-a7c3-168885d84096","height":30.97,"width":27.1}]}},"timestamp":"2026-04-14 11:21:50"} 
[2026-04-14 11:21:50] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-14 11:21:50"} 
[2026-04-14 11:21:50] local.INFO: Input Parameters {"data":{"dimensions_count":5,"shape":"rectangular"},"timestamp":"2026-04-14 11:21:50"} 
[2026-04-14 11:21:50] 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":"2026-04-14 11:21:50"} 
[2026-04-14 11:21:50] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-14 11:21:50"} 
[2026-04-14 11:21:50] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-14 11:21:50"} 
[2026-04-14 11:21:50] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-14 11:21:50"} 
[2026-04-14 11:21:50] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-14 11:21:50"} 
[2026-04-14 11:21:50] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-14 11:21:50"} 
[2026-04-14 11:21:50] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1363.95,"dimensions_count":5},"timestamp":"2026-04-14 11:21:50"} 
[2026-04-14 11:22:00] 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\\phpBD58.tmp"}},"file_present":true},"timestamp":"2026-04-14 11:22:00"} 
[2026-04-14 11:22:00] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-14 11:22:00"} 
[2026-04-14 11:22:01] local.ERROR: Concurrent API Failed {"data":{"type":"prominent_color_detection","status":500,"body":"{\"error\":\"Image vectorization failed\"}"},"timestamp":"2026-04-14 11:22:01"} 
[2026-04-14 11:22:01] local.ERROR: Concurrent API Failed {"data":{"type":"light_color_detection","status":500,"body":"{\"error\":\"Image vectorization failed\"}"},"timestamp":"2026-04-14 11:22:01"} 
[2026-04-14 11:22:01] local.ERROR: Concurrent API Failed {"data":{"type":"extra_light_color_detection","status":500,"body":"{\"error\":\"Image vectorization failed\"}"},"timestamp":"2026-04-14 11:22:01"} 
[2026-04-14 11:22:01] local.INFO: All concurrent APIs failed or empty. Falling back. {"data":[],"timestamp":"2026-04-14 11:22:01"} 
[2026-04-14 11:22:02] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":9.999996},"timestamp":"2026-04-14 11:22:02"} 
[2026-04-14 11:22:02] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2025-09-18 125228_Copy.jpg","query_param":"banner_width_ft","query_value":9.999996,"file_size":2292},"timestamp":"2026-04-14 11:22:02"} 
[2026-04-14 11:22:02] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":5,"objects":[{"index":0,"position":{"x":7,"y":41,"width":83,"height":58},"actual_filled_area":6633.09,"bounding_box_area":8015,"image_base64":"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11:22:02"} 
[2026-04-14 11:22:02] local.INFO: Nested area calculated {"data":{"nestedArea":11467.0947},"timestamp":"2026-04-14 11:22:02"} 
[2026-04-14 11:22:02] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"f5e6ca2f-e651-494e-bcdd-5ee8455dd3dd","height":30.97,"width":51.61,"perimeter":260.36,"area":691.78,"image":"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"},{"id":"a5321f78-d858-4e0d-98ea-d74f221df5ff","height":30.97,"width":27.1,"perimeter":147.52,"area":388.76,"image":"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"}]},"timestamp":"2026-04-14 11:22:02"} 
[2026-04-14 11:22:02] local.INFO: Number of letters detected {"data":{"noOfLetters":5},"timestamp":"2026-04-14 11:22:02"} 
[2026-04-14 11:22:02] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":923.13,"perimeter_in_feet":76.93},"timestamp":"2026-04-14 11:22:02"} 
[2026-04-14 11:22:02] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[6633.09,130.7,352.97,691.78,388.76],"actualFilledAreaSum":8197.3},"timestamp":"2026-04-14 11:22:02"} 
[2026-04-14 11:22:02] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":56.93},"timestamp":"2026-04-14 11:22:02"} 
[2026-04-14 11:22:02] local.INFO: Average character height calculated {"data":{"avgCharHeight":38.97},"timestamp":"2026-04-14 11:22:02"} 
[2026-04-14 11:22:02] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":93.0,"originalHeight":99.0,"ratio":0.9393939393939394},"timestamp":"2026-04-14 11:22:02"} 
[2026-04-14 11:22:02] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":127.74},"timestamp":"2026-04-14 11:22:02"} 
[2026-04-14 11:22:02] local.INFO: Image to Text processing completed 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11:22:02"} 
[2026-04-14 11:22:03] 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":1447,"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":127.74,"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":76.93,"nested_area":79.63,"occupied_area":56.93,"avg_char_height":"Greater than 24 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1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":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":127.74,"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":76.93,"nested_area":79.63,"occupied_area":56.93,"avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"120","other_dimension_of_sign":127.74,"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":1447}},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"35.80897"},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"351.8467476"},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2.423295"},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"17.0623047"},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":49.81375},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":309.8785524},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"6.3704"},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"304.26623"},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"0.675"},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"3.4825"},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":0.020989262076200003},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":20.9892620762},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":0.0016670357220833338},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":1.6670357220833336},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":0.015900956118333334},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":15.900956118333333},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"0.032680322913333"},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"32.680322913333"},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"0.01586079803"},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"15.86079803"},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"0.0212369146"},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"21.2369146"},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"0.0016944939733333"},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"1.6944939733333"},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":22.00595668665659},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":59.7225},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"60.5188"},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"8.9235643102966"},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"5.50375"},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"114.8778"},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] 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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":1343.8123748199398,"totalDenseWeight_before_formula":171.62555909372986},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1478.1936123019339},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":5,"totalDenseWeight":0},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: Processing standard raceway 6x2 mounting {"data":{"sign_depth":"1","raceway_depth":"2"},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: Box added for line 1 in standard raceway 6x2 {"data":{"line":1,"width":120.0,"height":127.74,"length":5,"denseWeight":0},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":5,"width":122.0,"height":129.74},"quantity":1,"denseWeight":1}],"cheapestShippingCost":2614.7255625,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5,"width":122,"height":129.74},"denseWeight":1,"volumetricWeight":259.5,"higherWeight":259.5,"quantity":1}],"totalHigherWeight":259.5,"DS":0,"rate":3409.045,"tariffAndDS":3409.045,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":5968.322612,"totalShipmentCostFormula":"(tariffAndDS (3409.045) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 5968.32","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":5,"width":122,"height":129.74},"denseWeight":1,"volumetricWeight":259.5,"higherWeight":259.5,"quantity":1}],"totalHigherWeight":259.5,"DS":0,"rate":1899.65,"tariffAndDS":1899.65,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3412.01124,"totalShipmentCostFormula":"(tariffAndDS (1899.65) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 3412.01","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":5,"width":122,"height":129.74},"denseWeight":1,"volumetricWeight":259.5,"higherWeight":259.5,"quantity":1}],"totalHigherWeight":259.5,"DS":64.875,"rate":1775.06,"tariffAndDS":1839.935,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2614.7255625,"totalShipmentCostFormula":"((tariffAndDS (1839.935) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 2614.7255625","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","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":5,"width":122,"height":129.74},"denseWeight":1,"volumetricWeight":259.5,"higherWeight":259.5,"quantity":1}],"totalHigherWeight":259.5,"DS":0,"rate":1686.75,"tariffAndDS":1686.75,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3051.4437999999996,"totalShipmentCostFormula":"(tariffAndDS (1686.75) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 3051.44","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":5,"width":122,"height":129.74},"denseWeight":1,"volumetricWeight":259.5,"higherWeight":259.5,"quantity":1}],"totalHigherWeight":259.5,"DS":0,"rate":2641.71,"tariffAndDS":2641.71,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":4535.287727999999,"totalShipmentCostFormula":"((tariffAndDS (2641.71) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 4535.287728","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Height exceeds 68.9 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":122,"height":129.74},"denseWeight":1,"volumetricWeight":259.5,"higherWeight":259.5,"quantity":1}],"totalHigherWeight":259.5,"DS":0,"rate":2655.75,"tariffAndDS":2655.75,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2655.75,"totalShipmentCostFormula":"((tariffAndDS (2655.75) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 2655.75","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":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":127.74,"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":1480.0,"total_production_cost":2460.0,"totalDenseWeight":0,"totalVolumetricWeight":259.5,"bin_packing_result":[],"shipping_rates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5,"width":122,"height":129.74},"denseWeight":1,"volumetricWeight":259.5,"higherWeight":259.5,"quantity":1}],"totalHigherWeight":259.5,"DS":0,"rate":3409.045,"tariffAndDS":3409.045,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":5968.322612,"totalShipmentCostFormula":"(tariffAndDS (3409.045) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 5968.32","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":5,"width":122,"height":129.74},"denseWeight":1,"volumetricWeight":259.5,"higherWeight":259.5,"quantity":1}],"totalHigherWeight":259.5,"DS":0,"rate":1899.65,"tariffAndDS":1899.65,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3412.01124,"totalShipmentCostFormula":"(tariffAndDS (1899.65) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 3412.01","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":5,"width":122,"height":129.74},"denseWeight":1,"volumetricWeight":259.5,"higherWeight":259.5,"quantity":1}],"totalHigherWeight":259.5,"DS":64.875,"rate":1775.06,"tariffAndDS":1839.935,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2614.7255625,"totalShipmentCostFormula":"((tariffAndDS (1839.935) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 2614.7255625","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","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":5,"width":122,"height":129.74},"denseWeight":1,"volumetricWeight":259.5,"higherWeight":259.5,"quantity":1}],"totalHigherWeight":259.5,"DS":0,"rate":1686.75,"tariffAndDS":1686.75,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3051.4437999999996,"totalShipmentCostFormula":"(tariffAndDS (1686.75) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 3051.44","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":5,"width":122,"height":129.74},"denseWeight":1,"volumetricWeight":259.5,"higherWeight":259.5,"quantity":1}],"totalHigherWeight":259.5,"DS":0,"rate":2641.71,"tariffAndDS":2641.71,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":4535.287727999999,"totalShipmentCostFormula":"((tariffAndDS (2641.71) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 4535.287728","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Height exceeds 68.9 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":122,"height":129.74},"denseWeight":1,"volumetricWeight":259.5,"higherWeight":259.5,"quantity":1}],"totalHigherWeight":259.5,"DS":0,"rate":2655.75,"tariffAndDS":2655.75,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2655.75,"totalShipmentCostFormula":"((tariffAndDS (2655.75) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 2655.75","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":2620.0,"totalCost":5080.0,"productionResults":[{"material_id":1,"dense_weight_expression":35.80897,"result":"351.8467476","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":2.423295,"result":"17.0623047","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":49.81375,"result":309.8785524,"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":6.3704,"result":"304.26623","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":0.020989262076200003,"result":20.9892620762,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.0016670357220833338,"result":1.6670357220833336,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.015900956118333334,"result":15.900956118333333,"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":0.032680322913333,"result":"32.680322913333","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.01586079803,"result":"15.86079803","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":0.0212369146,"result":"21.2369146","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.0016944939733333,"result":"1.6944939733333","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":22.00595668665659,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":59.7225,"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":60.5188,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":8.9235643102966,"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":5.50375,"result":"114.8778","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":188.78811500310286,"result":1478.1936123019339,"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":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":127.74,"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":76.93,"nested_area":79.63,"occupied_area":56.93,"avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"120","other_dimension_of_sign":127.74,"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":1447},"TATDays":14,"testDenseWeight":188.78811500310286,"vendorName":"EpicCraftings Pakistan","quotationId":1447},"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:03] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-14 11:22:03"} 
[2026-04-14 11:22:04] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-14 11:22:04"} 
[2026-04-14 11:22:04] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":127.74,"sign_width":"120","dimensions":[{"id":"486263cb-63bf-460b-bee1-6ece839222d5","height":74.84,"width":107.1},{"id":"9db48cb8-20e6-4e58-87f4-00eb59d08ffc","height":27.1,"width":6.45},{"id":"82984927-9874-4db1-9a8c-4a3261617896","height":30.97,"width":27.1},{"id":"f5e6ca2f-e651-494e-bcdd-5ee8455dd3dd","height":30.97,"width":51.61},{"id":"a5321f78-d858-4e0d-98ea-d74f221df5ff","height":30.97,"width":27.1}]},"timestamp":"2026-04-14 11:22:04"} 
[2026-04-14 11:22:04] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-14 11:22:04"} 
[2026-04-14 11:22:04] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":127.74,"sign_width":"120","dimensions":[{"id":"486263cb-63bf-460b-bee1-6ece839222d5","height":74.84,"width":107.1},{"id":"9db48cb8-20e6-4e58-87f4-00eb59d08ffc","height":27.1,"width":6.45},{"id":"82984927-9874-4db1-9a8c-4a3261617896","height":30.97,"width":27.1},{"id":"f5e6ca2f-e651-494e-bcdd-5ee8455dd3dd","height":30.97,"width":51.61},{"id":"a5321f78-d858-4e0d-98ea-d74f221df5ff","height":30.97,"width":27.1}]}},"timestamp":"2026-04-14 11:22:04"} 
[2026-04-14 11:22:04] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:22:04"} 
[2026-04-14 11:22:04] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-14 11:22:04"} 
[2026-04-14 11:22:04] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-04-14 11:22:04"} 
[2026-04-14 11:22:05] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":127.74,"sign_width":"120","shipping_weight":259.5,"shape":"rectangular","dimensions":[{"id":"486263cb-63bf-460b-bee1-6ece839222d5","height":74.84,"width":107.1},{"id":"9db48cb8-20e6-4e58-87f4-00eb59d08ffc","height":27.1,"width":6.45},{"id":"82984927-9874-4db1-9a8c-4a3261617896","height":30.97,"width":27.1},{"id":"f5e6ca2f-e651-494e-bcdd-5ee8455dd3dd","height":30.97,"width":51.61},{"id":"a5321f78-d858-4e0d-98ea-d74f221df5ff","height":30.97,"width":27.1}]}},"timestamp":"2026-04-14 11:22:05"} 
[2026-04-14 11:22:05] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-14 11:22:05"} 
[2026-04-14 11:22:05] local.INFO: Input Parameters {"data":{"dimensions_count":5,"shape":"rectangular"},"timestamp":"2026-04-14 11:22:05"} 
[2026-04-14 11:22:05] 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":"2026-04-14 11:22:05"} 
[2026-04-14 11:22:05] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-14 11:22:05"} 
[2026-04-14 11:22:05] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-04-14 11:22:05"} 
[2026-04-14 11:29:49] 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\\phpE36E.tmp"}},"file_present":true},"timestamp":"2026-04-14 11:29:49"} 
[2026-04-14 11:29:49] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-14 11:29:49"} 
[2026-04-14 11:29:51] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":8},"timestamp":"2026-04-14 11:29:51"} 
[2026-04-14 11:29:51] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":2},"timestamp":"2026-04-14 11:29:51"} 
[2026-04-14 11:29:51] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":4},"timestamp":"2026-04-14 11:29:51"} 
[2026-04-14 11:29:51] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":8},"timestamp":"2026-04-14 11:29:51"} 
[2026-04-14 11:29:51] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-14 11:29:51"} 
[2026-04-14 11:29:51] local.INFO: Calling Image-to-Text API {"data":{"file_name":"download (8) (1).png","query_param":"width","query_value":"120","file_size":211814},"timestamp":"2026-04-14 11:29:51"} 
[2026-04-14 11:29:51] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":8,"objects":[{"index":0,"position":{"x":743,"y":237,"width":173,"height":245},"scaled_width":22.61,"scaled_height":32.03,"actual_filled_area":304.01,"bounding_box_area":724,"exact_perimeter":179.28,"approximate_perimeter":155.04,"convex_hull_perimeter":99.22,"perimeter_pixels":1371.4772721475274,"original_contour_points":400,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.42,"compactness":0.1189,"perimeter_to_area_ratio":0.5897},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":187,"y":237,"width":173,"height":172},"scaled_width":22.61,"scaled_height":22.48,"actual_filled_area":429.69,"bounding_box_area":508,"exact_perimeter":87.98,"approximate_perimeter":82.23,"convex_hull_perimeter":79.33,"perimeter_pixels":673.0609665440995,"original_contour_points":200,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.01,"compactness":0.6976,"perimeter_to_area_ratio":0.2048},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":41,"y":237,"width":147,"height":172},"scaled_width":19.22,"scaled_height":22.48,"actual_filled_area":158.69,"bounding_box_area":432,"exact_perimeter":100.91,"approximate_perimeter":92.1,"convex_hull_perimeter":68.73,"perimeter_pixels":771.979797464468,"original_contour_points":339,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.17,"compactness":0.1958,"perimeter_to_area_ratio":0.6359},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":554,"y":203,"width":173,"height":206},"scaled_width":22.61,"scaled_height":26.93,"actual_filled_area":445.73,"bounding_box_area":608,"exact_perimeter":96.95,"approximate_perimeter":90.06,"convex_hull_perimeter":84.74,"perimeter_pixels":741.6467529817264,"original_contour_points":199,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.19,"compactness":0.5959,"perimeter_to_area_ratio":0.2175},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":371,"y":38,"width":215,"height":371},"scaled_width":28.1,"scaled_height":48.5,"actual_filled_area":531.93,"bounding_box_area":1362,"exact_perimeter":144.22,"approximate_perimeter":133.86,"convex_hull_perimeter":124.16,"perimeter_pixels":1103.2691193458134,"original_contour_points":298,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.73,"compactness":0.3214,"perimeter_to_area_ratio":0.2711},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":332,"y":37,"width":173,"height":171},"scaled_width":22.61,"scaled_height":22.35,"actual_filled_area":202.83,"bounding_box_area":505,"exact_perimeter":120.02,"approximate_perimeter":112.89,"convex_hull_perimeter":83.85,"perimeter_pixels":918.1320343559654,"original_contour_points":193,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.01,"compactness":0.1769,"perimeter_to_area_ratio":0.5917},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":156,"y":37,"width":173,"height":171},"scaled_width":22.61,"scaled_height":22.35,"actual_filled_area":393.37,"bounding_box_area":505,"exact_perimeter":74.1,"approximate_perimeter":68.89,"convex_hull_perimeter":70.59,"perimeter_pixels":566.8427124746199,"original_contour_points":236,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.01,"compactness":0.9003,"perimeter_to_area_ratio":0.1884},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":94,"y":2,"width":63,"height":201},"scaled_width":8.24,"scaled_height":26.27,"actual_filled_area":113.74,"bounding_box_area":216,"exact_perimeter":71.29,"approximate_perimeter":68.56,"convex_hull_perimeter":61.3,"perimeter_pixels":545.3797256769673,"original_contour_points":105,"approximation_points":10,"shape_analysis":{"aspect_ratio":3.19,"compactness":0.2812,"perimeter_to_area_ratio":0.6268},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-14 11:29:51"} 
[2026-04-14 11:29:51] local.INFO: Nested area calculated {"data":{"nestedArea":4863.4057999999995},"timestamp":"2026-04-14 11:29:51"} 
[2026-04-14 11:29:52] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"7ec2442a-caff-4a72-83a0-45973fd2a04d","height":22.48,"width":22.61,"perimeter":87.98,"area":429.69,"image":"data:image/png;base64,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"},{"id":"d8df4b02-0c23-4833-aca4-02c1aee6b95d","height":22.48,"width":19.22,"perimeter":100.91,"area":158.69,"image":"data:image/png;base64,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"},{"id":"148683e8-8fb7-49a7-8a66-23de65bfc331","height":26.93,"width":22.61,"perimeter":96.95,"area":445.73,"image":"data:image/png;base64,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"},{"id":"bf2c0d5d-4657-4f11-b193-adfb14bab0ec","height":48.5,"width":28.1,"perimeter":144.22,"area":531.93,"image":"data:image/png;base64,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"},{"id":"689bb1dc-1027-4f9a-b336-14088b014f5f","height":22.35,"width":22.61,"perimeter":120.02,"area":202.83,"image":"data:image/png;base64,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"},{"id":"9c4abb67-aabb-4775-a56e-f2fbecbf2682","height":22.35,"width":22.61,"perimeter":74.1,"area":393.37,"image":"data:image/png;base64,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"},{"id":"85ff57da-1b84-4237-9d18-f8d65b330263","height":26.27,"width":8.24,"perimeter":71.29,"area":113.74,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-14 11:29:52"} 
[2026-04-14 11:29:52] local.INFO: Number of letters detected {"data":{"noOfLetters":8},"timestamp":"2026-04-14 11:29:52"} 
[2026-04-14 11:29:52] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":874.7499999999999,"perimeter_in_feet":72.9},"timestamp":"2026-04-14 11:29:52"} 
[2026-04-14 11:29:52] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[304.01,429.69,158.69,445.73,531.93,202.83,393.37,113.74],"actualFilledAreaSum":2579.99},"timestamp":"2026-04-14 11:29:52"} 
[2026-04-14 11:29:52] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":17.92},"timestamp":"2026-04-14 11:29:52"} 
[2026-04-14 11:29:52] local.INFO: Average character height calculated {"data":{"avgCharHeight":27.923750000000002},"timestamp":"2026-04-14 11:29:52"} 
[2026-04-14 11:29:52] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":918.0,"originalHeight":522.0,"ratio":1.7586206896551724},"timestamp":"2026-04-14 11:29:52"} 
[2026-04-14 11:29:52] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":68.24},"timestamp":"2026-04-14 11:29:52"} 
[2026-04-14 11:29:53] 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=\"6550.588235294117\" viewBox=\"0 0 918 522\">
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xeRy+WgqSzF0nEdOI4DVe6JLiNHT/eZZVnY3t5GoVDouPzc65J0J8t9aEWvw3NFURCLxTA7O4uZmRmsb34TWuMB46t7X9NzSwv46IPzWF5ehq7rsJtNOLYNCRSqLPWtOzIs9ETia5cuklqthkKhwFbxXBeWZQWKA0dRKMj949nZ2TC3YoC4++AhTaVSOH/+PPL5PDRVAwERGmuT3iCo56OrVCooFAqo1+siYd5f8DkKaJok/OO5ubmQyAPA3/3+S5pOxvHLjz/E3Nwc4vE4CFyAOnBdGwC71uOsZu6Gntn3mzufkWq1ilKphHq9DkJIQPVlVAowmiohnU4jn88jl8th48V3IZH7QCwWw9LSEj7++GNWnOAle9m2Hay1nJAqjk44kaduWRb29vagqipmZmagaZqokB5F1pltA5ICRKMq0um08Jc3v/2eXvzVX0/uWZ5AfHn3Hk0nklheXsby8jILoVGmlQdPYsw/2qqq2m9r76HhRCS+ceMGefHiBdU0DbFYLLAkPIqUPG4MCADD0EV9niRJeP7dn2i5XMadm9dCMnfB3QcPaTKZxEe/+AC/+MUvEI1qMC0TmqIeSnIPavNN5qk9sTN74cIFwhODLMsaqTxrsDc0oOsRZLNZLCwsYHl5Gfl8PoxcdMHq0w26sLCAjz76CMvnFhGNsjAaI6kLSp1AxIhSCuraoAMsihg0TjUjq1Tr2D8ooVprgAKQJAVm08Kw71TXdVkSHm2t6mmqhEwmg9nZPDKZDOJxI8xDPgIPVlZpIpHAucUlnF9aRjQahWmZcFwHmtoSBeTWV5Ikpj2sjFcwsBtOdWRXr1wixUoVr99t4aBcYcVGkgKXArZD4bgAFyJ2XPbaICTEZYUAnsaxokisVzQoFIUgk0lhcXEey8uLmJnJ4XGYaxHAw9V1+suPPsa/+8tf4vy5JUQjKqjjQlNUKJLs6Qoz3V9JUgBIoJS0HuPr29kBQX3iUy/BlMoVUU6kKBoM3RPQIBKIjz6SNAxfinb8GY8bkGXiJW0r2Pz2G1oul/H5rduT6cyNAF/de0BnZmaQz2extLiIRCImktj91nXcKj794NQkvn3tEll9uklFXZye7/i+UZ4XTdWgqRqi0aiYeO7u7uLxkzV669r16bxCp8Tv//A1jUajyGazOHfuHGZn80gaMZELwVMIOHEdx5lol+E49LUYfuPKRbLx4jvKE9ijUTbBYxMC1kmHd0sCAGlENIpoEaHYGIlEEI1G8e2fvqcHB5X3Inpx7+EKzWazmJ+fx8zMDJhijyyqZ7jmnr+X4LRaYaBPEgOtxPlkMol8Ps8aykjkkAWmlA49QkNBRYCe6+dqmgbDMFCpVEDIW6xvfkNrtRq+uH1jeq/aEVhZf0Z5McHc3Bzy+TyiEXaJHZeCeL21eYW5n7gsDjyd04i+SfzF7Rtk48V3dGdnR8i0qtGWwBxvNMMmDac/SYQCtAvtuGSsX9FTj+oigSgS0VEuV7G3t4fVp5u0Xq/jN3duTT2ZH6w8oaqq4vz588hkMl41hgZ+xikFJApQ6gBodf70pw+815YYAC5f+IRsvPiO6roO13URUVJQVVm4EaK/2QBu9OO8NgKmWERFOyq2Q01RoMoyEkYc9XoD2VQShUIB+/v7eLqxSa9cvjiVV/DhoxWaTCa90GIcc3NzSCQSoh2XbbtCkV+SCEBbKa6dVCunlcgDSxDd399HJpNBJBJBMmYEcoLZ8DX89R6Xukx2y9tT024KrTdFVkApYBhRRKNRJBIJJBIJ7Ozs4PmLb2m1WsXtW9PhYtx/8IiqqopkMom5uTksLS0hlQpWIzsOO/eq2sppIaQVB26vaQTGrx9xWgyMxP/h13fI2sZzSghBRJGRTqcRjUaFVXAcCokEh66TJpd004Nr14zjoST+WTaEsosYixmIxw3Mzs5id3cX+/v7+OP3P1DTNFGv1yeO0F/ff0wliWkDz8zMYH5+HrlcDpEIm0w3mw4UpUVYHtoM8vKwfNhZwEBT9a9f/pRsfvs9jaqKr7yItfdyXReKGsx0a0+OH8Vwxi+c61LIMkEkomF2dhbZbBbpdFro0P3jf/1vlKsgXbt6eSyEvv9ghXJ9ukhExdLSEiKRCOLxOJt7eOfTdac7utAvBl5vcvFXf01efPMd5SoxmqYJa3yc5e2FxKRvw0EhS1xtyEHT8tRsVAURTYGhL4p+ftVqFZVKBaVSCT/88ANtNBqwHYph+8+ra+uUN6k0DAPJZFKo6KdTKSiKFHADXNeFRAhkRTozlvWkGErR1IW//YT88fsfqKZpUBQF8XgciiLDcVqJ1f6Wqfz3YYP7x3yUsG0bjuOg2WyK/iGKosAwDEQiESQSCaTTaaYQalkolav47//jnyhvzsNn967r4pO/+aueyf1s8wX19yzxd+Tk5I3FYjAMQxyLLBO4Xr6IUPA/wrd93zC0yr+DgwNBVEIIUqmEkAQN6LCNeBj075OTlr8uNJm91mS8DUMqlYLjODAtRl7eEqLZbKLZbMJxHPzz//rftFOdIIe/CoY//E3aeQMe3hJNVZVDsXZOdH8s3P/7+0rmoZH49q0b5MHDxxRokSUe0zsWiY6KyP6LDgStPyEkEPBvJ52qqohEmf/pt8T+h/878ef+7+aXIuDPZVkWdWyq2lt1THtIjBAy0eVDw8ZQa7DvfHaLPHy0QlVVheu6WFqcB3cxOFzXDWgUjwqU0kNNBLmr4Sdi4HcvRMWJJ+LfQCAKQOnhmT/fDiNf633t2+i0vdZr9NBNxsErMd5HDH38+ez2TVIoFLC9vY1iqYJqnfUDEflnpKUUDxyVnzYYNJtNcdPwvAH/g/uZ/NFOGk64VoiKhQ6bTQeW1YTrUu/hBrbFn3ciGXs/35YLnnveWumEFxZkr/tdNJ4D8b6Sl2MkahjXrl4mf//1fWraTVaFsbAIPW5AAgEkGaCAA4C4AJUAGUy/jlDAphTqgDKH/P7vUTh25crTUg78mQCyxHJbW587TqfXr37E3+rp/MresqY/lbVTDkqHY+2FyKSLKqDIbDvCt+ahPH/mm+u63qjEXBo+mrW7bMPMkhvZTOC3X3xOisUidnZ28HZ7C6VSGTYX2CaAZTXB7TM/1Q68CZdLYU+Bseml3cMko5tL105CWWbtKhzHGeuIMNLp7K1rV8n29jZevnyJV69eMX03nqYpSZClYH8liQCK7L0+BbH8aScx4BG507H6wnp+xSfbtgMyZ0d9z2HOeUYurnXn5g3mWpgmLMtCs9lENpuFqgRn5hTBQXkKODz56LaY5P+FzzKPICWlFI1GA+VyGZZliQhOpwnxsCftY1GI++0XnxMAWNt4RrkflsvlALB+dgCb5ADMEgOsOHTSo6DdfL5pscYctE1AkocEXddFo9FAoVBAoVAApRTRaBTJZFIsKLVjmEQeKy+uX75EdnZ28Pr1a7x+/drr1sT+JsvBFb1pI8BUoi2Gz3/6z71t26hWqygUCtja2mJRp2JRRH7G4U6M3bhd+fQCeft2C//2by+xtbWDYrEMl/Lc4Nb7piHBZfJ9Yqn7g8hwKQk8KCS4lKBWq2F3dxevX7/Gq1evsLW1hU8++YTwZft22atRfe+JEJy9dukCufdwhfrDNNFolOUWeCOT4zhQZBmDjRwPFt0u2DTciMeBNyLa3d1FpVLB9eus+JZ4slfjwkSQGAB+/dlNcvfBY1qpVHBwcID5+Xnk83konhSAosii3107WbgF6BQH9sc121Xu/T/bP3caTDpJO+lI+8+PbduHErMcx8HBwQGKxSJ+/PFHmKaJixeDmXz+xaNAeRhplYvxRaZhYGJIDEDUu60+3RQTPpLPIxJhs15KDuu9tVuB42bDnZpIHreUe9bAk4Tav6ffCPBVQI5KpYI3b97gzZs3qNVquHnz5qGTZFkWTHN8Cv5j94k74caVi+Tt27f48ccf8dNPP2Fvb98T9261Q/ATspPlPa5urJP1nQyfdbggkgwKAr5uyCXBWr4vQCQJjgtUaw1sbe/ix5c/4+VPr/D6zbuOBAbGf/NPlCX2487Na+TLu/dpsVgUrgUyaUQiKiIRVi3CV4u49T1quGqfbPgx7gvgR7dj6d/dYe6YbbuBXGRWtEDgOFTEf7e3t/HmzRvs7u52LdXyp7SOAxNLYgD4j79h8eSVJ5u0Wq3CMRuIxXTRabRd6LtbYJ0Pk+1pjPzn+2CNgVa8l5GYvUYpm7hZloVisYjt7W1sbW3h11/c6XqXjyMv3I+JJjHHzWsXyd9//ZC6lol43EC1WkUmk/G0JCKBPOGj3IhO4Z73MYmcEIhyMYAVmNbrdTQaDWxtbaFUKuHg4AC1Wq0nAnOM81xOBYkB4LdffMYmfaurtFqtolgsIpVKIZFIwDAMr5ZPDvjM7UT2W11/fu/7Akpb0R3XdWGaJkqlEvb391GpVFAsFvHphV+d+IS0RzRGjakhMceNG8w/W1tbo5VKBel0GolEApFIBDMzMwG9i3Z0OtHviwtBPd0P23bAZQm4BFmhUEC5XD61TEF7UtCoMXUk5uCB9vWnz2gsVkYkEoHjQihi6roOWW4lrvM1faktI+6oc++vuAA8Kag+jXZ7KK9TZKRT5ES8Fvhba6LGratf4wPg2hMsD8W2beY6WMz6FgoFHBwcoFKp4LMbV/v6ZnrMgKTIUCMaIBERyuv4HfoAP0288ICXZE0tiTmuXrkkyGyaplD3SSaTiMfjnmaDBkWRvNl366K3yoXYBIdffIZgGRFtT6vDYT+725Aa7H9xuFbOcZwjScyEYUhgsYffkOwjxFf90Tp2y7JRq9Vgmia2dvdE5lmlUsHNq5cG5kuN0i3jpWWi4Nf/x7UnT6miKJAIDWTmE0LgUBeqosPt41j99XSO46BWq/VtBTg4mVfX1invKcKlquLxOCKRCBRFEYncfvFvfv79Ex4/2q1y6/WT6Zd1mmz6X++ljRqzvkGLzH/y4lWepG5ZFqrVKsrlMur1Orb3CrAsC7evXxko4/xzEP98I3jcg9kl8crZLMs6TOIf/uG/0EwmwzQQpJaVETN/UFBXPpbEvVgi/h7TNLG7u9vvdzqEG9evCsvMJ4B84pfNZqFpTISbFazKPSXbt4buzsN+633H+9ftQ2x7VXT76HAU2t0hv36GaZqoVqviUavVUK/X0Ww2xbkZNFqFs6MRJeSx7MsXPiGAR+LN59/QZDKJ+fl5poEgt+4kTmKHunBs0heJ/V+Qn9hHa0/poC0D0LLMAPD8xbdUURTUajWhJaHrOqLRqI/QirjJuC/pum2kokEH+qjox1HoZJ38n2nPAvOT3nVdgARj4tzaNhoNNJtNlMvlAIlHIcH15NmGUCxqjwgNY9JMAJHPzKEACKjfKIoCVWmR0R+DlXUN7jEXqtsxE4LA0rGu6yMJzfjDRk/WN46UieIxZ38/Y0Zq7/hxeLg/yYWybfvQkrj/853cCU5Wx3HgUkdYXMuyRFlQpVIR4TLXdYdmcTuB565EIpHW9wI5NGoNcjGJW2IOBYA4SZFIhCnfHCHiQYEOl9G/8eN3ztNKCMEh+aZRwW+ZHj1+Qg8OSjAMA9FoFPF4nImk+PxnTnhVlQ8RsPXgN+jx+3Ypu8ASkdi5ogiU3WuaBsdxAhJZXHGINYR30Ww20Wg0UK/XA487n41HxZMbQE3TBIGHDe4TcygAcOniBfI//+mfKU/Fs0lrEcBvid1uUu1dIMkErnfROUFGTWI/bt9q9e+4e+8hlSQJLRXKiJCy4i5HPG6ItEP/yOWXpjoOfDEGaFlYLoVl2zYODg5g27ZHWFu4C/V6HZZlwfLJaN26OTprexz4EvYocyf4ueMQe+Z3uGEYcF0bqspapNq23RpeTzAadPI6XACyzPwaIkNYvUnAb379WUdS3H+8Rjn5IkprRZCPJC3lT5bI32nFkE/YbNsWF4BLYXEtN8dxvEw9NxBhsG0bdz6b3JYMiUQCmUwGjUYD0WiU6UN7PBmEfywmvzwqQ4BCoRAwGILEAYVFIqN9kkI7BUpPdVAtgvNhaJLx+a3eWofd+/oB5QIh7Y1d2uPJ/Pff/PrziSVnr+BRiVFYYtdljXNqtVpghTBgiU3TZK2hjhgVyQlMcbtvJGSpqKfuQ5glNgwDT569oNcuXZjqC3qSZJmzgvXNZzQajXrBALWrkv+gUCqVgotM/IllWSIozitX/RhE/E9CcKmUy5lOujUO0RmqqoqFpFFAkgDbYdUm/hFSkJjL/DebzaEmxfiXcrkfGZJ4OqEoChKJBDRVG4kVJgRoNBqByATgI/G1q5cJT6jgS7N+DCpLiaBFZB4NiEajWFl/9n6kk50RfHXvLuW9Q4DRZAM6DnMl2iV5A0zlPvGwIRGIMBtv4Kjr+tD3G2JwSCQSyOfzUFUVLh1NGqZpmtjf3z9c3OD/pdFowDRN2PZh3dt+fWKC1mKIBE8skBARZotGo31tP8RoEY/HkUmloEgS02Ijw195tSwLlUrleBI7INgvFWFalqiAlRUFLgUc93B5e/vav//vnZRvJMJ2SF32nywBmizBiGhIxgxsPv8mdCmmAI8fP6aJWAxRLQJFkqFILHGbUBzb4eq4CnQOP1/85WY8vm6aJm5dC+aDBEjM9AOageiEsJ4DErr2Umsgefm6ikzEKllojacDsVgM+WxOXK9htavwE5oTuFNvkgCJb169RLhLwd0JKlZfBn6MACC6BfEE9ifrG6E1nmDcu3ePJhIJZLNZ0UZtWPCTuNlsiuX3dhxyZEzTRKPREAc3rGEcCqUAABRGSURBVFmn3y3x924LJ3iTDVVVkU6nYRiGCALwfieDRHsRL2+S2SnwcIjEPD/Vf4cNmsd+fS6eeM8SbOKIxWKD3VmIgSKbzTKNPC//mi83D6NQlId5Xdf1EqCsjvvpSGLeQdNfcTBItBdK8oQaHqV4/t2fQpdiAvH48SrN5XKIxWKi6QzHoEOz7VaYa2N0qgs8ROJb1y6TarUK0zQ9ErPXB22Ngw0JWahN1/XQpZhQfHn3Hs3lcqw1hdfWgKfR+qub+0WnpCle3Fqv1zt+puOeebnLMPwc/8H67zZJYrFHXtz5zff/EFrjCYIkSZiZmUEqlQq08gU87eghZLHxlFR/TnXHY+v0om3bKBaLKJVKAFgVMKteOJxeeBwxOfwFkH60iiN5LgURTbkNw8DaxvOQyBOAR2tP6QcffIClpaVDnUv9PTr8DSw7yYZ1g7+1sN/f5ipFly/9bccYWUcSX792hfCyF8tqehs+0fGcGry7/Sizo0IcD8MwkM/nD+XUtEsO9L2qGxiZ2X5aPOxshYFj9InL5TKKxSIajUZLPGQE0DQVyWQS6XQa8Xgcj9aehtZ4jLj74DHNZrOiEt5fYtUNJyW1Xx+Pa5NwDZHjRLyPJHG1WkWpVEKtVoNtO0Nb7OCFlgBvu8qIHIvFhGBgiPHgy7v3aTabxezsLGKG3rEm8iiinlTOgKN9gaNSqaBareL2zaNLtI4k8Z3PbhGuHjMoKfvjfCRC0CqNJ8yt4BZ5fTPMqRgHotEo5ufnRY/BXgIQ7fOifgRVuCTBca4E0KXdQaPRwMHBAcrlMprNwSwv9uLw85L+eDyOTCaDRCKBBytPQiKPEF/evU/z+Tzm5uZg6IeLFjpdw9Na3/bPUEphmiYqlQpqtRouXz5eAOZYEl+/doUcHBzg4OBgpI1FCABFkWAYBtLpNHK5HHK5XEjkEeHewxW6uLiI8+fPI5VKAYBoktkpk7GTYToNgf0RrHq9fmxs2I+uwb1arQa++JGIxzDMPnK2zWWkABBAUQhoTEcunYHruqhWq0Pbd4gWdD2C+flZzM3NQFW8hjQuBZWOlmodhGC5//Nm00K9bsJsHu9KAD10T7p18zopVWvYO9hHw7SERKRL2U8KckiSlMDt/Dgin5R4D1liD8IPjAKEOojHdCzNzyGfz+Lp8xehNR4iVp+u0w/OL2N5cR5GRAMBBXVsEClofYGj88uPI7NfU0Pknrc9TMvGfrGMcqWGyxe7y8/2tMzC/JMaKpUKZDkFVe1thnpSBG8E9l9E1aBIMiK6hrn8DCilePxknd66NhkKOGcFX979A81ms8jlcsjns9D1CJi4AoUkeQLjAzAfnYspgqLh5VodtVoDdas3F7anBe/LFz4h+/v72N/fD/jGfMfDILH/Na5rMDMzg9nZWWSzWTxYWQ0t8gARi8WwtLSEc+fOYW5uDorcyk4bVOlRJ9laf846pcx95R1ML/3t3/RErJ6PjnfVqdfrcN3gzoeR1c/lnPxyp7quI51OY3Z2FplMBvcePgqJPAA8Wlul2WwWMzMzLNndI63tMNmtYZXjt7IY2YNSinq9jmKxiEql0vN2eibxZzeukkqlgkqlgnq97vnBrYMZZrqm67qwHRsgLuJxAzMzM5ifn0cmk8HXjx6HRO4D9x4+ovl8nkUiEglEFBUA4NJWrrcEAneAqZZH5Vb4le1Pogh1otSjWq2GYrEoFiI0rdUQvBdr3I3o/uGmfQIhganVK7KCVColrLSqqlh9ukFvXBmumPRZxMPVNZrNZnHu3DksLy8Li8Ytr6IoQo5sEKMtISQwsvJ0XM6KYrGIg4ODE0ehTnxkf/z+BzozM4OFhQXkchkAgN1sihxTttHOWf60i+H33wydTpoLKk6qaZniptrZ3kOhUMDFTztnOYU4jLWNZ3R2dhaLi4uYzWcR0ViyFQUFXKdjok+3gbsXonPj45fCbXq6y3/+85+xvb2NT/7mr050HU+cBFqtVqHretelwNPgkLy/B79VdlwWmlEUBZl0Brqug7qEtU54vEpP24vtfcFX976mhmEgl8vh3LlzmJ+bhQTm/yoyS7P0n0BOOpaCOZhj8LdyAFr1cyf1hcX2TnMQz198S8+fP4/FxUXE43GhotlqLOOzxL5yadqnSDcIhUtdT+JTgkQkuJQtgtTrdfzL//tX8GYzn9+5HZK5Db/7+z/Qubk5fPDBB1hYWEDCYBU0FNRz2fgpaxOT9H467vFLy90scdMbsQEI3WsAKOwX8fLlS/z5z38+lRbzqWIntVoNhUIBe3t7qFQqogpEWNBOt+yAbuP2+jx/tfTS0pLn5uRw/0EYufDjP/3n31Hu+87OzsIwdDgOhWk2ew6j9esXcwL73UZegFEsFk8tJn4qEt+6eZ3s7+9jd3cXlUpFrNj5q1MpJ/MAw28ETGFGAgWhLqhrg1AXEVVD3IhhYX4Wy0sLWF5awkw+j0ePVkIigzXb+eijD/CXf/FLnFtcQjoRD/ZecYMuBGl7HIXTkpqT2HEclEol7O3tYX9//1TbAvqUfn/+4lu6vLyMc8uLSCaT4gBBWTiGcL/Hs9BE6rcOqzXMBZc7vTZlXgVurdbA7u4udnd3W61fJ7hlwLDwu99/RXVdx0cffYSPP/4YyWQCjtOaWClK6/r4h/ejJub+ni395Av7k3xev36NH1/+jF998tenvj59sapcLmNvbw+JuCGqlQkhQNvQNKgYsr8jaTBc05IWkGUZsVgMsizDMAwkEgns7OxgZfUJvXnj2ntD5NW1dZrP55HL5TAzM4NkMiFWV/uJ6/eTbulvxum6LorFInZ3d1Eul091LOIY+vo0gKcbm3R5aQELCwtC2sifPE39Yhekv05Jrmt3bOjCJ4wi7khZvzw+693f38f+wQHevHmHK5enu61CN9y9d58mEgksLy9jeXkZqVQKkkREY0lZloSHx3pdU0iEBlR8eg2RntSd8FvhQqGAn376Ca9evcLVq/3lwQzkgn7//fd0fn4ey8vL0DQNEU1h0QjPUhJCQCSp7+gEIRQUDkAl7/egVZGk1uILu+vZTdNomKjV63j16g0OyiUUi0Vcv/zpmSLzyuoTKssyeOw3m816zSX5DQ84jttyIcDUSVmzHK/VG08aJm0k9noO+Uncjz9cLpfx888/4+XLl10T3nvBQMQCDg4OoGka8vk8CCFQFQmSd2f7S7oHAQJZiDp3WtnzKxbx86zrEa9VVxTbe7tQFAUbL76jtVoNd25Ot4vx5Vd/oLyA88MPP8TcHEtZBVjNouNQoWiqKBIch7Z8YpmIG922bSbR2gneGSKUteI6LSilsOwmyuUqdvZ2cXBQOv3GDh9e/3j0eJV+/NEHItPML6whec0du63YDRfE01huKY6/ffsWOzs7qFar+OLz6Zr4ffnllzQajSKfz2N+fh48jZJjUGX0YnsUgHRyP9r12qKByLCaDt7tbOPlv77E63ev8Zs7nXsHnvjYBrERjj/+8Y90fn4eS0tLSCQSrVUZ6iVA9+kT9w2+6ucwF4Mnm/DKlZ2dHdi2jRvXJzcP4/Hjx5T3o04mk0ilUkin04hGo0IP7SQLECcBOU5BG37Cisww7wcFhYSd3QLebG3jp59+wo0rFwd2YAPVHtrb2xN9OAghIkoAIsN1HQxIp7sv8HmmYUQQi0WQzWZRq9XQaDSg6zpM08SffvhHWqvVJqb97KO1p1SSgFQsjkQihlwuh0wmA8MwAp2nBlGo2Q/8BKauK0KsBMxovHv3Du+2tgdKYL79gWJtbY1yl4KFdlj8mHfbHCdsh4icDEVpRVGaTSpkQ3mVLa+05S2nHMfBxU8/GRkrVtafUd6UJx6PIxrVkEuloWmK6D0tSVIg57pfPbTupO9dvrVpWSwLTpJQr9WwVzjA//m//3Li5J5eMJSLsrrKJECXl5exsLAg5KhG0SbqOPB1qfbD4OUxisIsdbPJ+iw3Gg3UajUho1SslFlus9c8nFKKyxf6J/bGi++ov9k57xvNCcxU9CMwtAgICaa9DvKc9kti13HYhN6royOE9QZ/+/Ytfn71Brt7+7h1s7c2wyfB0CzLysoKXVhYwPnz50WrqHGTGIGLz3xjwGua3uFMOA5gmpawxqZpouk6aDZZXxPeZJyT2h/yc33hRbbr1ijAl+hlWRZNznkXKa7TzF/j5FYIxAS5V5z0fPdLYrvZhOLlRwCAZZooFAp4+fIlXr1+i88+G8xErh1DHR6fPHlCFxcXsbS0hHQ6PXaBQNdtyWYx69taupaklr/sFXSLzziOA9sjqeMwEjuOI8jLl7vbCcy37ddn4OTlCzOyLAcsMLfC/vguP1Z/z+12a3xUKPMkRO7Xh3YcRxxDo9HAzs4O3r17h52dnYHEg4/C0H28zc1Nev78eczOzgZCQOOAn8RAq7oWYD85kTvlMlMvmYmXnPsXWfw+aXsuNE/+5jeALMtClM//Xk5w9l74brTWsUokWArWyxxjlCTm+7IsC7u7u3j58iXevXuH27eHmxY7eGXkNlSqdbx9t41a3YTrukgkEkIJnluw9hZSnSpiB4H2Nmb+zXLSEALI8mFyEELg0hYpO6Hbcapq8HSzEaBz2NFP3vbtt6ejDgpHCaNw+HMf+Pt5rzl+DU3TxNbWFl6+fIm9vb2hExgYgSXm2Hj2nH704S+QTqeRyWSEj+xP4Ry+z9z/1z3uCLsdfr8RLzKkquND+zniQIXYSVsCEX9/rVZDqVTCu3fvsL29jYsXBxtKOwpDt8Qce3t7iGiKp3dMkUwmEY1GAwT2Lxl3Okn9gvRxk1AvA+y4IxlFp/lhout59v7O3LJWiNK2WcRma5ulv+7s7ODqle7KPYPCyAP5z58/pzyGzAP2ACtd0TQtcJd3Kxw9KbosOHVHn6s1Y4/OdEFXN8XLEPSeAmC5GaVSCZVKBT/99BMKhQKuX7syUl6NZTVqY2OD5nI5zM/PY3Z2VvjI3fJc+xas65NDbhdL222iNY0k9j+3HR5daVnkg4MDbG1tgVf63Lg++hXOsSyhXb58mbx58wavX7/G3t6eqJz2i8wBhyd4IUaLdh/YT2DHoUwuYWcHOzs72NvbGwuBgTFZYo6VlRU6Pz+PhYUFJJNJGIYhZv/+iAUPYfW7bN2vJe63WHvS0W6J20dGyYsBW5aN/f19bG9vY2dnB+VyGeOsmhn7ZVlbW6P5/CySyTg+/viXkCRAUTRxxwPwKjX6z70Ytk886e5CNxxHYq6+1Gw6KBaL4CPp5UvjLy4Y+wEAwOOVdSpJwMcf/gVmZnPI52YgK4BjAxQuFEnyKgsO6+FyTDuBekOf/ZOJLM4hi7S0xc19CktNm7V+U5XWMnKz6eDHn1/h5cuXKJfLuH19tBO4ozARBwEADx+t0bgRA+8TkUqlvFwCJunhui6I3BJmCUl8cjg+FdN2EvsJDDBBQf4eq8nyR16/3cH29jb29vbw2Y3xp6hyTMyBcKytssgFr9RNJpNQVWaJXZcGErM7CamcbfRHYkqkQ9Y38Pc2IgNAvVEXuhA//vQG1WoV//7zyVJXmqiD4VhdeUqTyaQodcpkMlA14tWLBcnrzz0YZC3fJKJbZUXX0aitsiZQq8gaGwgSu9RFvV7H7u6uiCJdvzqZ9YgTeVAA8OjhGk0kEsjlcpidnUUqnYCmaVAUKUBW/+TjrFvifkns+P7cnhbql7GqN+qoVCooFArCfbh14+bEntyJPTCOp+vPaSqVQjwex8LiHCIRFdFoFJqmQZKkwKreWfeL+yWxi8M5zdzy8gkfJ+/eHpPLLZVKuHN7OHnAg8JEH5wf60826dzCLAzDEO1ymWVWhCBI19H0jOc2dHcniEjv9CmModEwYZomSiWmyVEoFFCpVEaa/9APpuIgOdaeMF+ZF0rGYjFPT0LrmD7ZjpDEpKX647GYd42tVCrY2tpCuVzGlcujyT4bFKbqYAHg6/sPKddY4yXrrJAy6hFaDSSUc4vjOEzosF3gGegc5Pe/Pip35Sjf/qQlSe0uA4ftUFCJiILYUqmE/f19lEolNBoNbG1t4bdffD51nJi6A/bj6cYm5WTmnZV4JTArAWpVcdi2yxo9ti1lA624qT8ttBNhRzlx7LT/9puvE+k7pbC6rguHugCV0GhaQoh8f39fWOE7N6dXYX9qD9yPjRff0Wg0ilQqhVgshkQiAcMwvMUSmRHZaZHYn7cMHE2CdiKNg8T+YzhpCJFSoNm0YVkWrGYT9bqJcq0q+sRVq9WJWXXrB1P/BfxY3/yG6rqORCKBRCKBWCwGXde9SAagq5rXM62zReOlNkflMI87+uEXZDwujYTJDjRhmqaQHTAtCzuFfdRqrDPsWSAvx5n5In6sbTynhmHA/4hEVKTjCSiKJKIagF8etnP7MT9G4RMfJ0HF60/ZxKzlKvG/OY4Dy7IEcfmjXq/DajZRrFQHrr4zCThzX6gd65vfUMMwEI1qSMXi0DQFsVhMuBssstFShuyktMkfw14RbCcx0NmF8VdBu64rNDAODg5gmkxjjjfjMU0Tl6cs2nBSnOkv58fjJ+s0qqjQNAWGYSAWiyEWi3nqOszl4AIo/rJ6v/88KhmuTqmQTBJAFT6ubdvCZRAKRcUiLMtCvV7HpQlIkRwV3psv2o6nT5/SaDQKXdeFVc7n80KVh6vvcDIDw3cnOikI+UVZLMsWJK3X68JtKJfLaDQaAIDrY6quGCfeuy/cCQ+9LkuZTIYp3UciiEaj4sEtNRdIUVVViPkB8MJ5XizaQyfic90Lfxzb34hdluVDElmmyTqnmqYJ02wG/F7TNCdahnZUeO9PQCc8ePiYckvs10rTdV1Yae4fS5IUsNrA0VGNdqkrvxQWFyq0bVuocPLXLMtCs9mcupW0USE8KSfAw0crlGuncTeDux9cRw3oTmJuef0k5q/btj3WerUQIUKMAf8fp/e29t35kmgAAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":187,"y":237,"width":173,"height":172},"scaled_width":22.61,"scaled_height":22.48,"actual_filled_area":429.69,"bounding_box_area":508,"exact_perimeter":87.98,"approximate_perimeter":82.23,"convex_hull_perimeter":79.33,"perimeter_pixels":673.0609665440995,"original_contour_points":200,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.01,"compactness":0.6976,"perimeter_to_area_ratio":0.2048},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":41,"y":237,"width":147,"height":172},"scaled_width":19.22,"scaled_height":22.48,"actual_filled_area":158.69,"bounding_box_area":432,"exact_perimeter":100.91,"approximate_perimeter":92.1,"convex_hull_perimeter":68.73,"perimeter_pixels":771.979797464468,"original_contour_points":339,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.17,"compactness":0.1958,"perimeter_to_area_ratio":0.6359},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJcAAACwCAYAAAACNvz3AAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO19aXcb15nmUwtQAAo7N5CiRDuy00m+5CfM6WnHsbVSkuUlc+a3dXdsa5coUaudTGfOfJ058xc6kbiBxI4CUPvtD4V7casIkCABcIHrOQcEgUIVCreeet/3vtsFQoSYEITTPoFpwes374ggeMMpCAIIIWwbfZ/iyy8+/0WM+y/iR46C5y9ek0hEgiiKkCQJsiwjEolAlmVIkve+LMsQBGEfiSgIIWwbIQSu68J1XTiOA0KI79m2bfa48uUfz/X1OdcnPwm8fPWOKIoCRVEQiUQgSRJSKRWCIECSJEYw+r8gCPvIxROJPvPEC5LLsiwQQkAIYcQyTRO2bcNxHGgdHY7jwLIsWJaFm1e/OBfX7Vyc5CRx/8Ejks/PIhKREI+rSCRiUNUU4nEF0WgMkiRAURQfcYIPx3F823hQYvHbqPSi5AoSj0owy7LgOA5M04ZhW9B1He12G51OB7quw7IsrF778sxewzN7YpPCkydPiCxHEY8rSKezSCRiyOVmIMsiFCWOaFRGJKJAFAFABODuI0w/Ah2EQeoyuH/wGQAIROi6CQBdopk+kpmmiXa7zQh59crZsefOzIlMGuvr6ySVSiGVSiEejyORSCAWizH1R20nWZYhiiJTU/TRjyBBNXhcuK7rex0kK4HM3nddl6lNKtlarRYMw2CEMwwDhmHgxvXTlWpTTa61l2+IokSQTaagqnFks1mkUinEYjFGIp4YoieuAMBHLGA/gfjXw0qmYbb3OxaBgODbrus9qM1mGAZTl5RorVbLk3KGjts3rp74tZ5Kcj1bf03S6TRyuRxSKRULM7OQZZEZ6AAGkuYgDCLYUcgzzLGD3+MSehz+mP7X1H4DPEnY6XSgaRparRbKtSo6nQ6azSbu3rpxYtd8ash179FToqoqUqkUstks8vk8stmsZ5iLPRIEpRGVVgdJjyA59l38gFobBf1ULf/tlFSEI5wg9J5FsffaMGwYhoFStYJOp4NGo4FGo4FWq3UiJDv35PrhwWOSTCaRzWYxNzeHfD6PVCoFRZEhACAOgSgcrHZ8F7KPUd1vv377DMJh0jFIzn2f76cqyf7NjgO4XTEnij1V2ukYMB0buq6j2WyiVquhVqtB0zR8tXp9Yhw4t+S6/+ARSaVSSCQSWFlZQTKZ7JIqygbVdQHTNBFTIgD6S5xB6pGXcLwt1u+zoxr09PsGb6PSDOyZl1z09AgBHMdzZVC/nCgJIMQjneu6sCzPpVGv11GtVtFqtVCtVrF6c/wkO3fk+vHeA6IoCvL5PJaWljAzM4OZmRzbblkOXNdFNBrpXYzutkFEsm2bqch+RKEXi8c4Dfq+RrxvHz+5vO304Xn2vQlKb5vjuN3fJICgJ9EkSej+JoJGowFN0/D+/Xvous5mnd98/dVYeHGuyPXk6RrJZDIoFAooFArI5XIQRU9CUfB3N8MQBvXZxmiXyXF7vz9odwJAs9mEruuo1WrY29tDpVLBV3dujcyNc0Guf/23P5N8Po/l5WUsLS0hl8shGpXZHcqrrZBc/UHAq1I/uWg0gKrISqWCer2Oa1dH85OdeXI9fPSMXFgqYGYmh8XFRWQyGbaNxugouY7rKjjrEEY4fSIcPmGhWRy27Rn9jUYD5XIZ5XIZTa19bHvszJLrhx8fkvn5eczPz+JXH38MRYkgGo0C8O4013VZ8Pi8k+cwjEIuAIB4sGslOHExDIMRrN5sYHOjiDu3j+66OJPkevR4jczMzODSpUsoFOahRKOQJGGfBx3Ynzs1jRiVXGTAVealGCEEoiiyMbYsy3PCdtr4+39uoKV3juy6OFPk+vP390k+n8fi4iLm5+eRy+WQSERBXABw97kEAPjU4qA7chyugtPEqORycfABRFFkbhl+xmzbNkzbQrXSRF1rolQqoVarDZ3yc2ZG/cnTFySXy+HChQtYWFiAqqpsai1xnKIOx0HJeYNsivOMSZAr6EqhQfFg1MIhLhxbQMc0UK/XmS32+X//b4cO6pkY9WdrL8nMTA4XL66gUJhHLBZlgVlJAojr+H40sD8Bj3+ffwZCcg1Si4A3Nrwzmb7H9iUEBCIESQBxgHKtgp3NHWwVd6BpGr6+fXPg0U911B8+fEwIcfCb3/wOi4sLmJ+fB+A5+AhxIAgSCHFYsPn4GDX2t18d8xgmvDNslupZhCB4jljiArZrodPSsVcqYXt7G+VyGbdW+xv7B4/ahJFKqfj973+PlZWLmJmZ4ba43VRiL4X4vGOfJDhnUtV1XbiOA8CFLEqIxxXkc54z++LFi1h/+bqvbD2VX3bv3j2iKAo+/fRT/O53v/NJJpoyTN9zHKevIX80nK7kOu+zWT6Nm78u7Y4BXdfx97//3YtVNpo+NXni5Prxxx/J7OwsPvroIywuLkJVVQBg2Z909keNTNM0mX/r+JgsuX4J4GeT9Ga3HS+uWalUUKlUsFXcRa1WYwQ7UZ1z7949MjMzg8uXL2NlZQWyLMM0TUYm/s4AvDslEomc5ClOBLwvLugeOQ9+OjqZchyHkcy7Xl65XTqdhiiKsElgInVSJ/jgwQMyNzeHy5cvY3FxcaA06udvGX3wT1dy0d8RzNsa5J87a+DPn69mIqDvexKs2mhie3sbOzs7uPL5vwgnIrnW11+RfD6LlZUVLC0tQRRFWJbFCk2BXvHBoDt8NIxGDnLIPXgYN2j0hUD0RxaGPL5wiBP0pDDI9pUkAZIkQ1EURKNRdk0nTq4/37tP0uk0VlZWsLy8DKCXH0Vr/nhVGJwd8tP4EGcLNKdMFAHb7uXtt9ttABMm17//+ICkUkl8+umnyGRS3RMiLDmPlsPzgdPD0ouPg35Zprynn1dPvPSkxivNT/c+00u8824Q7NuXPgddDvxEhR7fq9gWWU6aIOxPCuTNg2ABLSGE3Zz89wYLcQ9CP9fIQfsx9ShKLIpSq9Wwvb2N3d1d3Lp+ZfIGfSaTwa9//QmSyQSzsaiRPuwPPy6CvqVBRrUgCLBtm13oYHWQRxbvODTFh5ZymabJClX5En36P73Q1J1CszgiES/DQ1EUJqklSUI0GmV9KHgyE/SPOtDfaFmWjxS0zQD/+0dBvwRDQggc26s4ojlg1WoVN670+ltMjFwPnjwlFy9ewMcff4yoKOy7Yyls2x6DB76Hw4pXqSTwSwgRgBiQGALr1WBaDgzbYsWmhuH5d2jFs23bTGLxxAoGeNdeviEAGMFisRgikQgjGy3SjUajjHyKLEGW+rcJoONJe1UEcVBB72Fjx+9Hrx2VkvS13vbG4P3792g0GqjUG/7jDfWtR8ST5y/IysoKPv74Y2QzaUjwqyJejNP874MwjJNyOPHfM777Zay6LljDD1pcaloWdN2E1mmj2Wyi0+mwSudxFpq+eP2O0IrvaDQKVVWRyWS83hWK17OC1l3yM+lgzNX7nX5JM6oTmicXn/O1u1dGpVLB+/fvceP6/rEYO7mevlgny8vLuHz5MjKZNFyXICL0T4cZthx+VPXpxSp7d7EkURurd17BHgysF4NlodMx0DZ0ZkucBJ6+eEW81gMKElEF0aiMRCLB2hDwKtS2bbYfb2sxl8GY1CI9vmmaKJfL+LCxhd3dXdy8ca3vuIx1sH58+Ih88sknjFjeiQGSl5Dlu4OoHTLMjx+VXLx7ib+JLctr3lGr1aDrOqtQpmXxV66cjVZFjx8/JYoSQTKZ3PdQFAWxWOzAG3XY8R2UD0c/QwiBYRioVqvY2dnB9s7ugXn2Yxu87+8/IPPz8/jtb3+LpcUCAMDuFk/I8M9ggJ6LYRLkChru/lQdr6iDkknXdWxvbzOpde3ayUmn4+DFixdEURQkk8mu2kxgfn6e9Q3j7a9hba5hcuzpxKdSqWBrawvFYhFffHHwzTc2gz6Xy2FpaQmqGvcc4iIgEsCxDESiyr5pM80jGvesMWhvUDuBEMC2PUlFS9srlQqazSaq1Spu3Rqcl3SWcPOmd55Pnjwh7XYbiUQCuq4jFotBVVUkk0nEYrF9M8ZR4LouiADouolqvYa9vfKhxALGRK4Hjx6SwvwsLl5Y9LrwEQICFxFZQgSKzxDk74ihDU3i9P7vM2Cu40CkpAWBIAqgQpkQz4dkmDbabc8oL5VKKJVKaDab+Pru6PV5p4GvvvIKVx8+ekKaWhvRaJRJs0wmg2QyiWg0ylKYvYmAty/v/AQAy3Yhy90XdEbNFXW4DsHm9ja2PmyhUq+go3WGOseRB/aHez+Sjz76CMvLy7iwWIAsy/4QByEYOTaHPlWvfeB0XQeSJEGSZYAQGKaNer2JekNDrVZDs9lEq9U69d5Vk8Dbdz+TZDKJdDqNTCbTbW+gIJGIdTN73e6E5iAHac+R67rdWWG5gmKxiN3dXZ8f6zCMLLlyuRwuXbqEXC7HXAqnlV1JHYiSJIG4rtejqq1ja2sHtbqn/m7fmlzjjdMG7RL95u1PRNM05HI5JJNJiOIsGxfAmz0D/mYlgBfCAcCkWLvdRqPRwIcPH1CpVI7cInOkgX7xcp1cunQJv/rVr7zpsSztCz8MI7kOJSJxDpRYhMYfu59xbJupv1q9iVKpgi/PeWfko2Lt+TpJp9NQVRVzc3PIZrPIZjMQBI9ElmV1O1NLTKoRQiDLEgTBm0lvb2+jWCxiq7h7LDfMsSXX9/cfkFwuh0KhgGg06nO0AWNO3z3oWAGvqGkYqFQ8Mb63twet1cGtW+fTrhoFNK/9xforYlkWOp0OXNdFNpuFLIuQJIXZXr0UJ28YHYegXq+jWCxiY2MDd26vHmv8jk2ubDaL2dlZZDKZXqwQZB/J+LrCsYKfKneP39I05oPZ29vDlavTqwKHxc0b14SXr94QXddZ1GFhYQGSJDApxox5eDNCSqy9vb1jEws4plpce/mKrKysYOXiBWSzWQi0xU/X8N4vwUZUi30QDKLW63Xs7e2hVCqhWq3i2rX+XuNfMl6/+ZnMzs6iUChgZmaGJRPQ0G67bWBvbw/b29uoVCq4fm00J/KRRcr39x8Qqsdz2Rw8eUXgEndf4HbSmQ8Uu7u72NrawubmJorFYkisAbh65XOhUqngw4cP2NjYgKZpkCTAslzouoVGo+HZWFtbIxMLOIZazGQyWFxcRC7nNVwzTIPZXEyCBTy+h4W2hiUgJS71QjuOA03TsLGxgWq1inq9jrt374bEOgBffvGZ8OjZC9I2dDggcODZW9VqleVj3f3q+KqQx5EO8uDJU1IoFLw8+MKCtwQA4Qo+Sf9cdXJQyS+Gd6bSDFZRFFnwtFKpYGdnB5999llIqiPgyfOXrO2nJEksi3ScS78cSXJFo1Hk83lfj6xhMKpqpIKPeuEdF6jWGtjc8gz3Vqs10vF/iZhko12Kocn1w4OHJJ1OY2ZmBol4DC4BLMsYmKg2DrAZJ/En99XrdSbCr56RzIUQ+zG0Qc874wAulCCOL4uUIphS663q5f3faGjY3NzE5uZmSKwzjqElF108gC9SHTY9+SiSrV/6De1UbBgWSqUSisUiGo1Gn71DnCUMJbkePVsjvK1lO70+To7rHLL38OiXrOZ5jwVYloNyuYzNzU1UKhX86btvQql1xnEouWiYZ2ZmBmk1AVHw8rQioud64FNsR8FBWZC67vXo3N7extbW1tj6pIeYLA5ViwklhoXZOWTTSVBfu0scgHgO0ogkc83Jjhfm6RePpGEkQRDQarXwn+8/4B/vP+C7b78OiXVOcCi5UqkUctk0IpL3UQGDW0YeF5RIwTikZVkwLBPb20VUq9UDu9iFOHs4UNSsv3xNvOVPZhCJRPb1fQfGl/1ACUZ7QQFAp9PB7u4uNjc38cVn/xwS65zhQHKpqopcLod4PO7LeQ/20poEHMdhdlaz2ZzId4SYLAaqxYePnrBle4MJgED/xZaOC3psPs++1WqhUqmgXC7jm69vh1LrHGKg2KFSK5FI+GJ6FOP2yvOzw06nw+KGqzdCO+u8YqDkymQyyOVyiMUUENfZ16CDL8kflWg0w4E+NxoN7O56LRBDnF/0lVwPHj4mqqpCVVUIgt8Tz6+lDIxvCV5qw9m2VwJWr9dx+3aoDs8z+kou2gQjKK0ADJRgFEcN9dB+XdFolK1gWix6rocQ5xt9JVcymezm+YgYk2A6EJSQdAX5druNb7/9NpRa5xz7yEVXY02lUt0E/vGEdw48CVGE3S0HK5fL0DRt4t8ZYvLYR654PM5KwYGTWeFBEAS2BFuz2cTq6njSbEOcLvaRK5FIQFEU9lqWx5+vFYTjODAMA+12G6ZpTvz7QpwMfOR6tvaCqKqKWCzG3juJqnxd19FsNqFpWli5M0XwkYt2SqHG/IgN6YZGq9ViTUJCTA985JJlGbFYrNupjjZKmzzDdF33Os/cOPo6yiHOLnzkSqoqZEmAJHo9r4hrQxxiJcnDep7TbAoKy7Lojmi1dTQ1rxtNiOmCj1yRiOSr5unXKfg4CJKOHtNxCGu9zQgXYmrAmPP9D/cI7YsOjI9Y9Fi+L+0e1zRNtFottFot1lsqxPSAsYfaW3wDt3EjmM5sGAbzyIeYPvjIxa84NQly8XBdN/RtTTkYuegyIcF+5pMiGV0zR9d1rN4M+2hNI3zk4o35YRcgGBbBNB3bttkjxHTCpxb53uWTiCny0pDv4xViOsHINTc3x6QVX4HDL2IE7O/jMNyCTsRny0mSBNd1oWla6IKYYogA8OjxU8KvhjVJe4se03EcOI4TuiCmGCLQs7cowSjGTS7+eKG9Nf0QAS9gzZOL78g8CelFDfpQJU43RABsdYVJFbjyoMQNJdf0QwTG3/vhIPBL4vEThxDTh76iKrjA+Lhw0KwzxPSBkWuSNlY/uAjJNe1g5FJVFUBvHRhaST0WAggCCLwuzC7xnok7Pu9/iLOJyVvwB8ANPVxTjVMlV4jpRkiuEBNDSK4QE0NIrhATQ0iuEBNDSK4QE4MIeHWE7Xab5VxZlsXijEFfV9BrP4yvihDAdQFRhK9zDr/US4jpg09yTWp1V0HwiMW+VBRZsDzE9EIEemnHk4op7vtSUYQsy6yMLcR0QgR6GQq05H7SqTeCIECSpJBcUw4R8FKOLctittC405z5w9D/Q8k1/WAGPX1MJm/e/5qXXC/fvguj11MKEQC++forgUqucbX+5hE030RRYJIrNOqnF0wveTbXZCp+eHLR/yVJQkQMZ4zTDGa515oNtDsdQJBY7hUEEcNQ7dBEQ0K8pfRA+365kGQBiqIgHlX67xPi3IORy3XhmzEC+22lcUEQBEiC544IHanTC0YuOmOkRRNe28pJqEiB9f6KRCKIx+N48/an0KifQvjIZZqmj1yTdKQKgoBoNApVVRGPxyf2PSFOD4xct29cFUzT9BWqjotbwbWr6TMll6qqePnqTSi9pgw+V7xhGF3pNbnrHFykKhaLIZ1Oh9JrCuEjl67rPtU4bpOLEovOLCVJQjQaRSqVCsk1hfCRi3rpeZ/XJAjGB8glSUI8Hkc0GsX6m9Cwnyb4yGXbNjRNQ6fTgSgCkiTAdY92vXmfV79eXnxPClEUEI1GIIpiKL2mED5yrd68zoz6k6xXjcViiMfjiMfjofSaIuzLrdF1HZ1OB6bpzRpFcfKVq7IsQ1VVJJNJ34ppIc439pGr0+mg1WrBMAwAk1u1zHOmev8TQqAoClKplG/FtBDnG30lF7W7bHt8i6MPAo0EKIrCVkwLVeN0YB+57txeFTRNg6ZpY1184KDAtpf2LEJVVWSzWSSTSTxeWw8Jds7RNxW01WpB0zQYhoFYLIZJm100qzoSkZHNZtFut5laDnF+0TdZfvXmdUHXdebzIhBAqH00AaLRdR1FQpBIxJDPZJFMJrD2/FUovc4xBlZi1LUWqo0mDNuCTQgIBLhEgOUQGtWG43Z7bUFAL2Nr/4NXibz/i35CFAABLkSBIB6NIJdNYyaXQSIezhzPMwaSi67e2ukYLMfL7RrfLgBq6o8rc4IFtAEoSgSZVBqplIrn6y9C6XVOMZBcq9e+FBqNBhqNBlcV5G2jV9vLyxrPifAklWUZuVwOs7OzyGQyePR4LSTYOcSBtV2tVgvNZhMzMznEYoqnxibk+OK7PIuiiHg8jnw+D8uxoXfCluLnEQfKnetffi5omoZWqwXb9jIlggWz4wgT8YFs3j5LJpOYn59HPp/H81dvQ+l1znCoUtM0DdVq9URXc6UrmkUinu01O5tHPp/Ho2eh/XWeMBS5SqUSms0mTGt/XeN4mj33Krxp1gSVYJFIBLOzs7hQWEBhbhbP1kKCnRccSq6vb98U6DrUpml2G5b0to/LBAs2QgF66jKVUjEzM4PZ2Vkkk0k8fPQkJNg5wFDNGizLQq1WQy6XQzwehyAAlu1AggBZFg+VXoMmAf3WbaTvUduOEM+vpqoqFhYWwgWpzhGGciR8tXpTaLVaqNfraLfbcBwXsixBlk+uMaEoCojH48jlcpifnw/L0c4BhmaHpmmoVCqo1WqwbRtUFp1EUiFxXYgCEI9FMTuTw4WlAgoLc3j7NpxBnmUMTa5b168J9XodjUYDuq6z9x1n/I1LgqCzR8DLWqUO1mw2i1evwvjjWcWRGmR1Oh1omoZ2uw1VVaHIJ7NGI509UgeroijIZDIwTRORSAQ///wz+fzzcDnjo+Dps+cknU5DVVWIosjCfVevfDG2cTzygX7+j7+RCxcuoFAoIJNMQRR7qnHwwUYTLtS5SsklCAJs20ar1YKu6/jw4QM0TUO9Xsfq6mpIskPw6PFTks/nsbCwgFwuB1mW0Wq1UC6XUSqVcOXLP45lDI8sdjqdDmq1Gmq1GjqdzjjOYSjQHhN8zWMymUQ+n8f8/DwWFhYwNzeH169fh2ryADx/8ZLMz89jcXERCwsLyOfzbAzpe2/f/TyWMTwWQ3/+j7+Rubk5LC0UkM1mIcvSIQcbV/vLXtoObWYCAM1mE51OB5VKBbu7u6hUKrh161YowTj8eO8BicViyOfzKBQKmJubQyKRgCRJ7MY1TROVSgU7OzvY3d0dWUUee+e//O3/kOXlZSwvL0NRvDZIMnc012VpXyNPKfv1ved9ZKZpghCCdruNUqmE3d1dNBoNXLt2LSQYgO9/uEfmZvNYXl7GwsICUqkUIpEIuzkdx4EkSSCEoNPpoF6vY29vD5ubm7hy5cqxx/DY1nin00Gz2US1WmW9JQjpPXqVPcf9huEhyzKi0SiSyaQXKurahO/ehf1W//X7H8jHH32ECxcuYGZmBqqqskbH9AbluztGIhGk02mmLkfJpxvpzv7pf/1vks/ncfnyZcRiMcQiImsDIEneoR2HQBpxQjmou3TQmw94VeOmaaLRaKBYLKJUKUNr6li9efUXJ8Werb8m6XQSv/v1PyEeV5BIJBCNRgHAFyPmZ+OUaLquY2dnB8W9XWxuFHHn9o0jj9/IA/7ur38jn3zyCfL5PLKpBIBuPrzo1SWOg1yHgZLPcRxGOMdx0Gw2UW82sLNdQrPdQqPRwDd3pn82+f39RySTyeDixYsoFOaRTaYgy6KvNTtdZpofO5qJQlGv11Fr1PH+H1totDRc++IPRxq7kRvBa5qGYrEISZKgxhREIhJEUWDq0KvYnqx24u9COmiRSATZbBaJpIpoJIFmu4VqtYr1Nz8RTdPwp6/vTB3J/nzvIUmlUigUClhaWkI2m4WiRCDDnzFMxyvYN41KMDorj8fjkKMROLaAWK2KV+/+Qo5CsLEM8Pqbn0ihUMDK8gXk83lIksDsMFEUIIxIrmC2BAV9bds2uytpdgX1h7muC8O0YdgOWq0WKpUKyuUyarUabl0/vrF6lvD9/UckmUxiZmYG8/PzmJubQzqtesUv2H+RB40nv533KWotA9VGHcVi0ZtF/vGzocZtbIP7+qe/kotLi7h06RLS6SRcF10dLo6NXIC/MyEFHQj+s3zaNIF3RzqOg06ng0ajgVKphEqlAk3TcGv16PbEWcGTp2vMIbq0tIRkMsl+O5NWXWl0FDiOw8hFAOi6jVqthmKxiGKxiC/++C+HHnBs66N4M8cYZmdnkUolWZm+607e5qLEomsYCYLAJJko0nbnAiRJRjSagqqqSCQSSCQSaDQaeLb2glDyfX337KvLf/v370kikcDc3Bzy+TyWlpYQj8ehKAprHEPtXcuyEJFFRpR+bh0q4QH/5IhwpIzFvIJl0zTRarWw9vwVubV6sKtnrAO59nydzM/P46OPPsLCwgJE0fuBAlzfSfOzP9M02QxmUiAQ4Dguuxs9xyHguh6hdnZ20Gw2UalU0Gg0YBgGvrpztpyw9+4/JLIs+9KO5ubmkEqlfJ+j3PEJqhH9QQS9pjGm6aJWq2F7exubm5u4dnVwqGjsA/j23c9kaWkJi4uLyGQyiEQkuLyIDYhoesEnCQKBEckjl9glF1iLThq4bbVaaLfbaDabaDab0HX9VNXms7UXhHa8zmazyOVyrBsQ9a7zmAS5IAg+H6auGyiXy9ja2kKpVMKN61/2HZ+JDNq7n/5ClpaWcOHCBeRyGS8fi1NdAPbZSJMEFft0JskT3XEc32TAtm1GNJoc2dS8FG/TNHHtav+BHBfWnq8T2p9fVVUoioKF+XlEozJrkBe8OfvZofzrUcdYgNC1oQFJ8ojbbpvY3d1FuVzG5uYmbq7u9yNOZE26er0OWZYRi8W8hQxiUZ904qfCdGZ3EMZBQD4WyV8EURR9+fuSJEFVVcRiMWQyGdi2jUbTy75ot9v4v//v/xOaak27MEqShM//cLiBC4AFhfnVculsl3ZYpPYg7RWbVHvtPPncNvpbhkkjHxWe1CKg8iiRiGJ2dhaxWAy2beMvP/+N1Go13P26Z05M7C588nSNULvg4vISFEVhEoK/24DDFw8d+c7rs043f2x+ZtnvnAgAy3JAm7PQKIDXgdH0OW/7nSuVlPz38+SKRqOQZRmKoiAajSISiXSXDPRsQ8e2IcmFSVIAAAgESURBVIriwHGatPSnkqvnu6QTBs9upTPv7e1t/OHzf548uQAvIS2VSuE3//QpUqkUksnkvgU8gzZYP5yE6gQO8Pt0nyn3qDo1TZO1OqDvB8+VtzODBKNldLFYrG8VFX3P7d6Mhy0PPSg8NnKVPBG6s3901SPpzsi9zY4D1OsNbG5uYnNzE19e8RytEzdUHzx8TC5dvIDZ2VnMzc2xwOlRfvCo5AoSOCjFLMtikqGfLUgzuXu2Da8mwOKo3n7+7xYEwLZdjhxccqWAvqTitwO9i0RVIv09/Qz6fhJ0VHIRt+fh99pdef9T+wsALItgb28PHz58QLFYxM3Vq8LEc5S//eauUNwtoVQpo9nSYFgmbNeB25UHJyGT+kkU/jVVSzyx+H0kSYAkCUwdUGKJovd+74727mr+4Tg096y3f5BUpmn7Vi2h2xzH258uskoXno9EIke+QUcC9zWC4JHKH07qVWfRSQgwIYM+iFurN4THa89Jx7CwtGRgfn7ek2CCAFfw8sDoNJf+gHGOW9BWGeRMDH6G+0Dv/e75eQNOAMK9Rz/QF4TdSULg7WhE6vs9PeezNPA8B8Gngke4g0n3Wjj8tRF7v4EAECTAMm0Ylg7TNmC73U7gx//ao+HurVWhVCmjuLeLWq0GXddhE9c7cXgPoGcsUkxgVeQQRwTNzwteG9oR0nG8RM1arYZms8ncNSdX1Qrgm1u3hN3dXXz48AFbW1toNptwHNd/54c4k+A1C4Wn+j2P/e7uLorFIqrVKtt+Kpf0x4e9fCMvNSTDIvj8j+ADryGOj1HVIiDAdlyuUUzPU28YBt6/f49arYZyuYw7t3v5cqcmL76//4AsLCxgYWEBy8vLngMx6iWqeeLW7c7eEJJrRIxucwlsxkxveF03USqVUKvVsLW1hS/+uD/P60TVIo//+d23QrPZxMbGBjY2NlAqlWAYniHozUjozO20zjAEBYFHKkosw7BY2Ocf//gHNE3ru9+pWzr3Hj0lmUwG2WwWi/ML3SKCOBO9hADiKLdeiJFBsyJs20Wz2USpVEKxWES5XD4wqH/q5KJ4/uotmct7mZReHy4VrCiFsD8hTgEu8QL/mqZhZ2cHGxsbKJfL+O7br08un2tUPHq8RjKZDBYWFlAoeAW30ajo81DTGju+5o5HMI4HnFz46Cyj35gEmxwDvfHky80M08b2bhHb29uoVqvQNA3f3Ll9KHfOFLko1l++JUtLS1heXkY+n4UAsF5gtEqln4e6X2fCYWKXvwQEncZ8BIK/IWlaEuAVG3cMHRtbOyiXy95s8ObwuW1ndtTXnr8i+XwemUwKF5aWkEwm2HJ5NMYWzBQYtHjVL51cLrqB8wGX21sfRfC97nQ6rJBlY2sHjUYD39396kgDeeZH/emzdfKrj1eQz2cxNzfHlioeRCT+PT4p8CCclayMiYFKclZN4CcS/9pxHbTbbZZpWqlUcOPa9WPx5MyTCwBevXpDMpkUM/ZpZgW1C3ibgb4G/J1xDsIvhVwucX2/hXXMliNwXIe1aKhUKixH686tw22rgV87+pmfDB4/fkxSqRRmZmaQy+WQTqdZLnmQXLytFZILgCAwYomiuE9y0QVcK5UKe2iahu+++XYkfpwbclE8f+4lIKbTaVasEI/HWTMSvoc9X0V8EKadXA7xZ9gKEOC4XmataZooFotoNBqo1WpotVojSSse545cFOvr6ySTySGVUjE3twBFiSAeVxGJSBAEL/4lSTKrnzwI00wuIvRsLJd4rhzDMNBoNFCtVr1+GvU6Wq0Wvro93prNc0suiidP10ihsIREIoZMJodMJsVIxif/+Rds956pJvWS3fzH5VN9Ri3qpb6jYJpz77v4TFW/G4UQApHzOQXPke8oRKvcg8dwXRcOvAJZalfR5smdTgfXvxxfH1Qe555cFOsv3zJ1mclkkEp5ldVelqn/s8E0YpotGhRgfJrxQdKrXwnXQWnGwWMdVqAyqGF2L8WYLlkodN0zlGwesRotDbquo9FoMFK1223cvnG8WeCwmBpyUbxYf0NUVUU6nUY6nUY8HkcqpQ5MD+avOy/ZgkWlxymMoAhONoKf6VdIIfQ5MboLf3g+a5dKLsuyYBgGs6mqjTrrkdFsNnH31sm0kZo6clGsv3xLaP+ETCYFRVGgqionzWSfKqL9xID9Kdcg/pZDozhlj+PkdQOSNniOougFlWm5G10nU9M8idVst3DjymSLefthasnF46ef/8qqmGmxKX3Q3qCSJHXrBfdLCUkcrPKAw0kXLGINfjYozYKfMUybqTy+UpwWblSrVVYprus6Op0OOp0OdF3H9Wun1ybqF0EuHk+fPSeKoiCZTDI3RjqdRiQSYUWptBKIarPgIPHRgWEk0WFqr7fM84DLIUjMMLcsixFI13XYto3d3V3wVeA3b5yNRsNn4iROCy/W3xBFUbrtznsVz/Th2WiiT4VS6cG3JBokcSj86tZPSkIIIhGJbacNU2zbZkF62/Z6WBiGwdReu92GYRjMvjqsndFp4Myd0Gnh6bN1Qo3+aDSKWCzGyBaPK76aQb7kni4XQ8FmmH1GlpKHSiEqAal6cxzHZ4wbhgHHcdBu66yFACXUWSRTEGf+BE8bD56skXg0wiqcI5EIe1D1GYvFWIYGjXn2VGuvuw/tomNZFus54boudF1n0op/n5LvrKi5o+JcnvRZwg8/3ie0rJ5vCUAfvNqkBHMchz3+x59Gi9+FCPGLxH8BdWmWQfBLHXsAAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":554,"y":203,"width":173,"height":206},"scaled_width":22.61,"scaled_height":26.93,"actual_filled_area":445.73,"bounding_box_area":608,"exact_perimeter":96.95,"approximate_perimeter":90.06,"convex_hull_perimeter":84.74,"perimeter_pixels":741.6467529817264,"original_contour_points":199,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.19,"compactness":0.5959,"perimeter_to_area_ratio":0.2175},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":371,"y":38,"width":215,"height":371},"scaled_width":28.1,"scaled_height":48.5,"actual_filled_area":531.93,"bounding_box_area":1362,"exact_perimeter":144.22,"approximate_perimeter":133.86,"convex_hull_perimeter":124.16,"perimeter_pixels":1103.2691193458134,"original_contour_points":298,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.73,"compactness":0.3214,"perimeter_to_area_ratio":0.2711},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":332,"y":37,"width":173,"height":171},"scaled_width":22.61,"scaled_height":22.35,"actual_filled_area":202.83,"bounding_box_area":505,"exact_perimeter":120.02,"approximate_perimeter":112.89,"convex_hull_perimeter":83.85,"perimeter_pixels":918.1320343559654,"original_contour_points":193,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.01,"compactness":0.1769,"perimeter_to_area_ratio":0.5917},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":156,"y":37,"width":173,"height":171},"scaled_width":22.61,"scaled_height":22.35,"actual_filled_area":393.37,"bounding_box_area":505,"exact_perimeter":74.1,"approximate_perimeter":68.89,"convex_hull_perimeter":70.59,"perimeter_pixels":566.8427124746199,"original_contour_points":236,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.01,"compactness":0.9003,"perimeter_to_area_ratio":0.1884},"image_base64":"data:image/png;base64,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"},{"id":"7ec2442a-caff-4a72-83a0-45973fd2a04d","height":22.48,"width":22.61,"perimeter":87.98,"area":429.69,"image":"data:image/png;base64,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"},{"id":"d8df4b02-0c23-4833-aca4-02c1aee6b95d","height":22.48,"width":19.22,"perimeter":100.91,"area":158.69,"image":"data:image/png;base64,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"},{"id":"148683e8-8fb7-49a7-8a66-23de65bfc331","height":26.93,"width":22.61,"perimeter":96.95,"area":445.73,"image":"data:image/png;base64,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"},{"id":"bf2c0d5d-4657-4f11-b193-adfb14bab0ec","height":48.5,"width":28.1,"perimeter":144.22,"area":531.93,"image":"data:image/png;base64,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"},{"id":"689bb1dc-1027-4f9a-b336-14088b014f5f","height":22.35,"width":22.61,"perimeter":120.02,"area":202.83,"image":"data:image/png;base64,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"},{"id":"9c4abb67-aabb-4775-a56e-f2fbecbf2682","height":22.35,"width":22.61,"perimeter":74.1,"area":393.37,"image":"data:image/png;base64,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"},{"id":"85ff57da-1b84-4237-9d18-f8d65b330263","height":26.27,"width":8.24,"perimeter":71.29,"area":113.74,"image":"data:image/png;base64,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"}],"no_of_letters":8,"perimeter_of_sign":72.9,"nested_area":33.77,"occupied_area":17.92,"avg_char_height":27.923750000000002,"widthOfSign":"120","otherDimensionOfSign":68.24,"width_of_smaller_line":20},"timestamp":"2026-04-14 11:29:53"} 
[2026-04-14 11:29:54] 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":1448,"no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":53.43,"width_of_line_2":113.75,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":26.78,"height_of_line_2":57.72,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":72.9,"nested_area":33.77,"occupied_area":17.92,"avg_char_height":"Greater than 24 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\"},{\"id\":\"d8df4b02-0c23-4833-aca4-02c1aee6b95d\",\"height\":22.48,\"width\":19.22,\"perimeter\":100.91,\"area\":158.69,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"bf2c0d5d-4657-4f11-b193-adfb14bab0ec\",\"height\":48.5,\"width\":28.1,\"perimeter\":144.22,\"area\":531.93,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"9c4abb67-aabb-4775-a56e-f2fbecbf2682\",\"height\":22.35,\"width\":22.61,\"perimeter\":74.1,\"area\":393.37,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"85ff57da-1b84-4237-9d18-f8d65b330263\",\"height\":26.27,\"width\":8.24,\"perimeter\":71.29,\"area\":113.74,\"image\":\"data:image\\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEMAAADNCAYAAADjcM3bAAAABmJLR0QA\\/wD\\/AP+gvaeTAAARdklEQVR4nO1d+2\\/bxpb+ZkhK1MuyrNiN8yiK\\/hkL7A+Li22b+BU7bW+x\\/94Cu8DubRs3cZ7tbXFxgcUu9j9o722QrGs5shyJoh4UyZn9YTTU6GHLtiiKSfkZgiyZ5pAfzzlz5sw5M0CCAET98PTZC86pNsPpGDQu3kfBQUWDRDT5yT\\/\\/gYwdtGAQAHj2\\/HteLBaRyWQATZ\\/hdAw6CM4jAwB6vR4adgv\\/9I\\/\\/ECtCdAAwTRPXrl1DqVSClkrPcLrpZDDG0G63wY\\/fYP\\/gKd\\/Z+Cw2hOgAQClFKpVCJpOBlkrNcDp+ITJ834euzyKB80FAhnyRGZ4T5QSEcIyYouFjKIWmaSCEgHN+9cbmAB0ADMOApmmglEKfRWgJQM4hQkISHzdQAMFT8jxv7g16ng\\/f92MnFUCfDMaEjlNKwTnOfc0KwxioiKbN0o2Hj\\/jJ6gIxZtIJzn\\/8F7EJ7you3b9N03UyS3e0YCRqoiAhQ0GiJgoSyVAQSAbn\\/FKO0KgEvMsSIZFIhoKEDAUJGQoSMhQkZChIyFCQkKHg0h6o6k+8D76FikQyFCRkKEjIUJCQoSAhQ0FChoKFkUE5w6RpyEXiypGu0enBaT6H\\/CtjDJx5APdBuH\\/Z5ueKyCVDnVrkfrwkYyFqIqUobh7swmxGKpVCPp\\/H\\/v5+5JOujw6e8ecvfuQP9g+G2iYA8N\\/\\/87\\/81q1bWFlZQTp1vhlRbcbQiS74lBljcBwHjUYD9XpdJK5w3k+HIGB8fP71MrHZaddHKQVjDKZpotFogHOOo6MjfH5\\/hywkY8QwDBSLRaTTabiuC845CCF9MghUgR0lYpagNSAkstvtIpfLIZ\\/Pw\\/M8nJ6eArhCbxIGKKUwTROpVAq+74MxBkJI37D2jesVSZh0lEpKKqWj2aQoFLIwDA29Xg+aJv4eORmMsUAlZAaPJGM0RWHS\\/U\\/jZPTPk7RX9mamme6nYYj\\/mimeMXyRk3V1FPKG1eOHv5vir0wxTRcxXZlMBoyJYx3HuToZ7wMkYaNSFjsyyAzpQZwA0ySr34j8D3D4IFR8fu8Gahfp4En\\/Z1S13zsypoHj7F4qdDWJYxafCunTyN\\/Vz787yVAx+uB+12RISMmIXW\\/CZxzIciVGovo8Mnedkn4OOwCqGyCaAdd\\/T3uTWZCQoSAhQ0FChoKEDAUJGQoSMhRE7mfMPyJ+\\/vk5+vmuhIJAxFdkPCV+TteUsc30dO3Jf+f97wn6sVaIqJjvi8ooYAFkTIuITZ2ZmypZZ01Mqd4oBwfpV1fNcdQ6DTLeqY4Wo5xMGqgJASEIChWBBdmM8\\/LCZg8BnK8mo22qVZSRkzGthHN2KTnr\\/0dIl++cBwWLCzGg6tMfrWaYd0WjVBMGMUXguu7iyJCWW1wQBxgBgw\\/CKTj3p9bWXqz4h0G4UPJ9EBqglIqJqz4Z8nqACeXf03DVudbgFojWXxygg9NGHW7XBTSAcgrfd8NRI8IATgfvCiQZ0og3Gg1oUII7UcYtPc+D4zg4eVvH8fExbNsW10+IuEg23wQWaSOks+U4DjY37hBgQQZULhtxenqKrTufxCZJgwIDIxaFhOj6QB2l4YoLAoWKigzGBiTEMnMnSsmQGKQgxAeRXw0hCFISYisZ6vs8IQdHjLHY2QwduFz23az1JjEThiHES2kXjIQMBQkZChIyFCRkKEjIUJCQoSAgIyr3mJD4jUkkEslQkJChICFDQUKGgoQMBQkZChIyFAwFd6LA6Mx3nJBIhoKEDAUJGQoSMhQkZChIyFCQkKFgaN5EnWI8K\\/\\/iwpXHo8fFNIahIpEMBQkZChIyFCRkKEjIUJCQoSAhQ8FQ6uN52TSXjUGM5YRf5eoiRiIZChIyFAylPv7eEXmCW5yRqImCRE0UJJKhINhHLSrJkM3EMUcjkQwFC8kdjysWujhq3LAwNYltVUGUiNn9DyFREwUL7U3iRsrQfq1R7J\\/quv3lGXQ9nmREiTgaTonIqxeHN9eOFymRpzHJgr1YkxGVZMjc8TjuAB65mgCDveFjueF11JEuKRmxJAOIjgh1CB9Lm9Hpuei63lh+xmhOxqT1cUZf08DYYMmGTCYT6s3MisDp8jwPLvMxb9eDUhIsvK7rOh49fRGbeCMFxNIvnufB87y5G1KxHJSwF6lUCoZhzK2ty4ICwM7GZ0SuZCZDgJMICZMkSUYqlQrtnLMiWFllmIjhg+Zh6DRNg2EY8ZMMAHBdN9hrZFKiW1hSIU9DKQ0kY\\/\\/gaSzsRkBGt9tFt9s996bDVhPDMJBKpaDr8VhvMbiKXq+HXq83UU3ChNQ4SsUwXtf12DhfgWTIvYocx0EqlRraBEWuaXURybiIz9FfZxCmaSKbzcZGMgIytu58QqR0uK4LYHy1pLANKSEEhmHANE18vf9o4XZjyMPqdDrodDro9XpDXexFd7W5KEQ1knDATNNEPp9HNpsN5dyzYIgMaUSl83XV7cGmQZ6GECCdTiOfz8fCNR8iw3Vd9Ho9eJ4XjCzn4WOop9R1HdlsFplMBt89frZQVRkiY2fjLnEcZ0wy5uGiEyJVRWwjlsvlFq4qY6MyaTN83x8iYF7DbUoR2I18Pr9Q6Rgjo+s46HkufJ\\/D5yz00kt5qv5mYdAJYBgUOTODbDa7UJ9jrIPv+QzdngcQDYSKCyNUE2INgPfXziRnrdU74ptIDNYCUxqnYjFbDYCZNrBSXEK9lgvhtq6GMcnwPA\\/dbg+tbgeMAz4Aj4sFCsPAEEEy6gWxGqSZNpDNZvH8xY8LUZUxMu5t3iG2baPZbKLXE0vYhqkqapaQaodk5KtYLCKfz4fS1mUxMazVarXQbDbhum5\\/CfvwGhyNfcp1\\/iilSKfTWFpaQi6Xw+Mn0UfAJpLR7XbRarXQ7XYBCDGmlIQygJs0VyIlhVKKTCazsG52Ihn3dzZJq9VCo9FApyvGKdIvCBujCycahoZ8Po9SqYQX3\\/8UqXScGf21bRu1Wk3sdtv\\/Lky7oQ4CR21HPp\\/FtWsrKJdLePL0eWSEnEnG7tZdYlkWbNuG54U7ycQYG1rvW3X7haqYKBaLKBaLyGQy+PqbB5EQcm4god1uo16vo1wuI71cgKYNuFNddfmUzxvLTFp1ftQPkUMAxjgMw0C5XIbjOGi321e8vcvh3EmS+zubRBrT4W52vIsMc0RLKQlipMvLy1hbW8PDJ\\/OPk06dMbJtG\\/V6HZ1OR9n0lQeiLnfuDnNGnRCAUA7doCitFHHr9g2srpbx9f581WXqHbTbbTQajUBUKQU0bfLSd2HYFHULUUII0qk0VlZWUC6XsbS0hD89+HZuhEwl48u9HWLbNmzbhuO4g3+cYB\\/CICOwP0TZd0TTA3XJ5eY3drmQbEvpqNfr8LxBl6gGjYHwZ\\/IJIYGk5HI5XL9+HeVyGQfPnvJ\\/\\/fd\\/C11CLkTGF7vbpNFooFarodPpDA3aVJ8hDCM6qn6MMXCI3mVpaQk3btzAzZs3US6XZ25rrO2LHthqtWBZFmQkDBifFgilR2Fi+ybIc\\/vCUFMAhm5g7do1rK2toVwu48Gjh6FKx6Wufv\\/gKf\\/4449x\\/foaystFAIM5kOD3kCpYCRcbtMh3oP\\/OOFzfQ71ex+HhIY6OjrB5dyOUfv1SszeMMViWhWw2i5yZgWEYgaMknSZtxh5W3QYtiHcoxBBKkaYpFIvFYH7nxQ\\/fc8uycH93byZSLnXpu1t3iW3bsCwr6Go1jQZ2Q9OiS0uSXe6NGzfwwQcfoFAozHzOK139T3\\/9L377xjrW19dhmikwJuyHps0+tD1jg7xAVVxXbBVEtMEGT5ZloVKpoFqtom7Z+GL33pXu60pCbVkWTk5OUK\\/Xg1xwYD5D\\/FEYhhF06YQQmGkzkJCPPvoI5XL5yq77lcjYvvspsSwL9Xod7Xa775KTSGpJ1MktzkXPo2s6lpaWsLq6ips3b2J1dRXfPX5yaUKuPP3d6XTQaDSQy+WQSqWQyaSveqorgRIKn\\/tByFDTNJimidXVVZimCcMw8OyHP3PbtnF\\/Z\\/tCj2mmZ\\/ns+ff8+vXrWF9fR7FYhGFoc7cZvu9D1\\/WJHTjjDD1PZC7K4FS1WkW9Xsfe9tbUe51ZsH\\/480\\/85s2bWF9fR6GQA8FgeC\\/jFvLzRUa208g467OE57J+TETkm1iWhWq1ipOTUzSbTdzfO1tKZs4SkQ3m83kYhoGMmQq2B5NGTpLg+\\/7ck+cNQwvmcCml0HUd6XQauVwBtm3j4PFz7vs+trfujJESisl78vQ5X18XXe1KqRhk4nieNxTrcF13apbOrJJBQOD7vC+ZNAhkt9siYlar1WDbNiqVyhghodn\\/H3\\/6C19fX8f1D1ZRKBSCbf183w9yPaMggzMypJbSEfQ8BNkFtm3jt99+Q7fbRb3ewJ3P\\/kCAEHOjW60WTk9P0Wg04DgOAAzZDPXzPCES5ygMQ4Omkf6+bWIizDR1ZDIGyuUSbt++jQ8\\/\\/BCrq6v4j\\/8UEbTQyNjcuEPevn2LWq3Wj3uIka0qCVEU20yaExa2a\\/CZUqBQKGB1dRUrKyswTVN8H+aFbNz9jFSrVVQqFdRqtYHrTAgWsRKDWs4hf5eSQgiBrgOZTCbIUg79UX366afk5LSG0\\/pbdJyuSGMgoidx\\/fP3Yg0DlA5m\\/0SkffAdY+J3Gd0HItjj+eS0Do8BRDNw61YKGTMNTTfAlLgHY8MufJABeJYFHcHZh\\/UDTRA9i\\/qtJELTAKJReByghgbH6wGYU3HJv3z5BWl3O6i8Ocbx8TG6Ti+w\\/gwAI8OiCwye4iIxt+Y\\/394mx8fHODw8xNu3b+F6\\/kCH+8eI+Zd5XcHlMddn8dXeHqnVajg6OkKtVkO32wULqgoQGFaVEBk1O+s1T8xdMPe2t8jh4SFevXqFarU6RojobcTnRS8IFYmW7m5tkqOjIxweHgbusJQGaenjgMhM1v2dbVKpvMGrV\\/+H4+Mqms0WHMeHkpkAxhYrGpHa7y\\/3dsjR0RFOTk5gWRa63S5c1+vHUBe\\/53PkndlXn++SarWKn3\\/+Ga9fv0an0wlUhRACz2NjFQ2jeRwXfU3CpPq7IFFmbnd9Dva2N4hMhKlUKnjz5hSdjtuPPwxWUFBfo9k+YUElemFuzvbWHXJ6eorDw0O8fPkS1Wq1XzA4mL8dutAIaucXWg91b0dMCz7YPxBDaEpxrVyCpomKaDXlOuxaF2BcZWKxgMW9nQ1SqRzj119\\/xcnJCVqtFoCBPvu+D9d1g7BAmFBtUizIAIB7O3fJ0dERfvnlF7x+\\/ToIAQAIKhzl5NF5r2kYlQz1f+JRNtjHV3+8TwDg4cOHvN1uY21tDaVSKQg2A\\/Nd2iI2kqFia2uLVCoVvHr1CpVKBY1GA71eL\\/R2OJe9Uz91KvQWQsLu7i55U63hb39\\/ib\\/9\\/SUqx1U07baodxFOCRgncD0Gn4k6GA4Cn7PgJepjBmueM87A+ODGNcJBOQPtkxErNRnFH7\\/8nADA\\/nePuOM4qFaruHXrVlDgJ7IOZdBZRL+NlBaoEuNiQkkGeSihARkByOBzrMmQ2NneJADw9TcPuO\\/7KBaLWFlZQaFQQDrdj19SEcIjUFaEAR+Kdk1DbNVkEu7v3QtGv4eHhzg+Psbbtw04jtsP543U4UJkC6o\\/5+GdkAwV93bEBPKjgye8Xq+jUChgeXkZpVIJuVwOjHtiwQFN3BoBEbZiZP53Et45MiQ2N8TU4LcPvuONRgPNZhPFYlGojinq6yUhlFDQfrLZmM1Q8M6SIbF7T8yqHzx+zi3LQqlUCupk5ZyIXJqCUgCcKkFYOnjhPSBDYuPuJ+TB\\/gG3bRuZTAaFQiEgxDRNmKY5dY2f94YMYDDwA4CHjx5zwzCChQeWlpaQzWaxvLyMbreLcrmETqcD3\\/cDh+69IkPF1ubdgJhHB0+4ZVkwTRPNZjPIE3EcJ0iDAt5jMlRIY\\/vNtw+5ZdnwfT+okEilUvB90eX+LsiQ2Nsdzuv69sEjns1mg5LVBAr+H1v+41MuHpm9AAAAAElFTkSuQmCC\"}]","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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":53.43,"width_of_line_2":113.75,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":26.78,"height_of_line_2":57.72,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":72.9,"nested_area":33.77,"occupied_area":17.92,"avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":53.43,"other_dimension_of_sign":68.24,"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":1448}},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"11.27168"},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"149.2134204"},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2.29635"},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"16.168491"},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":15.680000000000001},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":131.41527960000002},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2.7016"},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"129.03517"},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":0.007951226989200002},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":7.951226989200001},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":0.0006315124075000001},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":0.6315124075},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":0.006023656810000001},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":6.023656810000001},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"0.01238007628"},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"12.38007628"},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"0.00600844398"},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"6.00844398"},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"0.0080450436"},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"8.0450436"},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"0.00064191424"},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"0.64191424"},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":8.336374861340001},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":25.3275},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"25.6652"},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"5.8111960903071"},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"7.6676410416667"},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"160.0439217"},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] 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":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":717.4340318680399,"totalDenseWeight_before_formula":73.6933490062805},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":789.177435054844},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":8,"totalDenseWeight":0},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] local.INFO: Processing standard raceway 6x2 mounting {"data":{"sign_depth":"1","raceway_depth":"2"},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] local.INFO: Box added for line 1 in standard raceway 6x2 {"data":{"line":1,"width":53.43,"height":26.78,"length":5,"denseWeight":0},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:54] local.INFO: Box added for line 2 in standard raceway 6x2 {"data":{"line":2,"width":113.75,"height":57.72,"length":5,"denseWeight":0},"timestamp":"2026-04-14 11:29:54"} 
[2026-04-14 11:29:56] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":5,"width":55.43,"height":28.78},"quantity":1,"denseWeight":1},{"size":{"length":5,"width":115.75,"height":59.72},"quantity":1,"denseWeight":1}],"cheapestShippingCost":1521.647,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5,"width":55.43,"height":28.78},"denseWeight":1,"volumetricWeight":26.5,"higherWeight":26.5,"quantity":1},{"size":{"length":5,"width":115.75,"height":59.72},"denseWeight":1,"volumetricWeight":113.5,"higherWeight":113.5,"quantity":1}],"totalHigherWeight":140,"DS":0,"rate":1832.84,"tariffAndDS":1832.84,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":3341.2018239999998,"totalShipmentCostFormula":"(tariffAndDS (1832.84) + overlengthSurcharge (25) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 3341.2","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":5,"width":55.43,"height":28.78},"denseWeight":1,"volumetricWeight":26.5,"higherWeight":26.5,"quantity":1},{"size":{"length":5,"width":115.75,"height":59.72},"denseWeight":1,"volumetricWeight":113.5,"higherWeight":113.5,"quantity":1}],"totalHigherWeight":140,"DS":0,"rate":1024.91,"tariffAndDS":1024.91,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1972.891576,"totalShipmentCostFormula":"(tariffAndDS (1024.91) + overlengthSurcharge (25) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1972.89","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":5,"width":55.43,"height":28.78},"denseWeight":1,"volumetricWeight":26.5,"higherWeight":26.5,"quantity":1},{"size":{"length":5,"width":115.75,"height":59.72},"denseWeight":1,"volumetricWeight":113.5,"higherWeight":113.5,"quantity":1}],"totalHigherWeight":140,"DS":35,"rate":957.6800000000001,"tariffAndDS":992.6800000000001,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":1521.647,"totalShipmentCostFormula":"((tariffAndDS (992.68) + overlengthSurcharge (30) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 1521.647","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","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":5,"width":55.43,"height":28.78},"denseWeight":1,"volumetricWeight":26.5,"higherWeight":26.5,"quantity":1},{"size":{"length":5,"width":115.75,"height":59.72},"denseWeight":1,"volumetricWeight":113.5,"higherWeight":113.5,"quantity":1}],"totalHigherWeight":140,"DS":0,"rate":910,"tariffAndDS":910,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1778.28,"totalShipmentCostFormula":"(tariffAndDS (910) + overlengthSurcharge (25) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1778.28","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":5,"width":55.43,"height":28.78},"denseWeight":1,"volumetricWeight":26.5,"higherWeight":26.5,"quantity":1},{"size":{"length":5,"width":115.75,"height":59.72},"denseWeight":1,"volumetricWeight":113.5,"higherWeight":113.5,"quantity":1}],"totalHigherWeight":140,"DS":0,"rate":1425.2,"tariffAndDS":1425.2,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2446.7833599999994,"totalShipmentCostFormula":"((tariffAndDS (1425.2) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 2446.78336","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","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":55.43,"height":28.78},"denseWeight":1,"volumetricWeight":26.5,"higherWeight":26.5,"quantity":1},{"size":{"length":5,"width":115.75,"height":59.72},"denseWeight":1,"volumetricWeight":113.5,"higherWeight":113.5,"quantity":1}],"totalHigherWeight":140,"DS":0,"rate":1640,"tariffAndDS":1640,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1640,"totalShipmentCostFormula":"((tariffAndDS (1640) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 1640","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":"2026-04-14 11:29:56"} 
[2026-04-14 11:29:56] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 11:29:56"} 
[2026-04-14 11:29:56] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 11:29:56"} 
[2026-04-14 11:29:56] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":68.24,"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":790.0,"total_production_cost":1320.0,"totalDenseWeight":0,"totalVolumetricWeight":140.0,"bin_packing_result":[],"shipping_rates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5,"width":55.43,"height":28.78},"denseWeight":1,"volumetricWeight":26.5,"higherWeight":26.5,"quantity":1},{"size":{"length":5,"width":115.75,"height":59.72},"denseWeight":1,"volumetricWeight":113.5,"higherWeight":113.5,"quantity":1}],"totalHigherWeight":140,"DS":0,"rate":1832.84,"tariffAndDS":1832.84,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":3341.2018239999998,"totalShipmentCostFormula":"(tariffAndDS (1832.84) + overlengthSurcharge (25) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 3341.2","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":5,"width":55.43,"height":28.78},"denseWeight":1,"volumetricWeight":26.5,"higherWeight":26.5,"quantity":1},{"size":{"length":5,"width":115.75,"height":59.72},"denseWeight":1,"volumetricWeight":113.5,"higherWeight":113.5,"quantity":1}],"totalHigherWeight":140,"DS":0,"rate":1024.91,"tariffAndDS":1024.91,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1972.891576,"totalShipmentCostFormula":"(tariffAndDS (1024.91) + overlengthSurcharge (25) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1972.89","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":5,"width":55.43,"height":28.78},"denseWeight":1,"volumetricWeight":26.5,"higherWeight":26.5,"quantity":1},{"size":{"length":5,"width":115.75,"height":59.72},"denseWeight":1,"volumetricWeight":113.5,"higherWeight":113.5,"quantity":1}],"totalHigherWeight":140,"DS":35,"rate":957.6800000000001,"tariffAndDS":992.6800000000001,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":30,"isRemotePrice":0,"totalShipmentCost":1521.647,"totalShipmentCostFormula":"((tariffAndDS (992.68) + overlengthSurcharge (30) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 1521.647","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","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":5,"width":55.43,"height":28.78},"denseWeight":1,"volumetricWeight":26.5,"higherWeight":26.5,"quantity":1},{"size":{"length":5,"width":115.75,"height":59.72},"denseWeight":1,"volumetricWeight":113.5,"higherWeight":113.5,"quantity":1}],"totalHigherWeight":140,"DS":0,"rate":910,"tariffAndDS":910,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":25,"isRemotePrice":0,"totalShipmentCost":1778.28,"totalShipmentCostFormula":"(tariffAndDS (910) + overlengthSurcharge (25) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1778.28","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":5,"width":55.43,"height":28.78},"denseWeight":1,"volumetricWeight":26.5,"higherWeight":26.5,"quantity":1},{"size":{"length":5,"width":115.75,"height":59.72},"denseWeight":1,"volumetricWeight":113.5,"higherWeight":113.5,"quantity":1}],"totalHigherWeight":140,"DS":0,"rate":1425.2,"tariffAndDS":1425.2,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2446.7833599999994,"totalShipmentCostFormula":"((tariffAndDS (1425.2) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 2446.78336","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","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":55.43,"height":28.78},"denseWeight":1,"volumetricWeight":26.5,"higherWeight":26.5,"quantity":1},{"size":{"length":5,"width":115.75,"height":59.72},"denseWeight":1,"volumetricWeight":113.5,"higherWeight":113.5,"quantity":1}],"totalHigherWeight":140,"DS":0,"rate":1640,"tariffAndDS":1640,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1640,"totalShipmentCostFormula":"((tariffAndDS (1640) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 1640","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":1530.0,"totalCost":2850.0,"productionResults":[{"material_id":1,"dense_weight_expression":11.27168,"result":"149.2134204","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":2.29635,"result":"16.168491","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":15.680000000000001,"result":131.41527960000002,"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":2.7016,"result":"129.03517","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":1.08,"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":0.007951226989200002,"result":7.951226989200001,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.0006315124075000001,"result":0.6315124075,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.006023656810000001,"result":6.023656810000001,"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":0.01238007628,"result":"12.38007628","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00600844398,"result":"6.00844398","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":0.0080450436,"result":"8.0450436","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00064191424,"result":"0.64191424","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":8.336374861340001,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":25.3275,"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":25.6652,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":5.8111960903071,"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":7.6676410416667,"result":"160.0439217","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":81.06268390690856,"result":789.177435054844,"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":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":53.43,"width_of_line_2":113.75,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":26.78,"height_of_line_2":57.72,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":8,"perimeter_of_sign":72.9,"nested_area":33.77,"occupied_area":17.92,"avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":53.43,"other_dimension_of_sign":68.24,"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":1448},"TATDays":14,"testDenseWeight":81.06268390690856,"vendorName":"EpicCraftings Pakistan","quotationId":1448},"timestamp":"2026-04-14 11:29:56"} 
[2026-04-14 11:29:56] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-14 11:29:56"} 
[2026-04-14 11:29:58] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-14 11:29:58"} 
[2026-04-14 11:29:58] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":68.24,"sign_width":"120","dimensions":[{"id":"33dd425b-3d32-45dd-a354-d3c02f21c5ba","height":32.03,"width":22.61},{"id":"7ec2442a-caff-4a72-83a0-45973fd2a04d","height":22.48,"width":22.61},{"id":"d8df4b02-0c23-4833-aca4-02c1aee6b95d","height":22.48,"width":19.22},{"id":"148683e8-8fb7-49a7-8a66-23de65bfc331","height":26.93,"width":22.61},{"id":"bf2c0d5d-4657-4f11-b193-adfb14bab0ec","height":48.5,"width":28.1},{"id":"689bb1dc-1027-4f9a-b336-14088b014f5f","height":22.35,"width":22.61},{"id":"9c4abb67-aabb-4775-a56e-f2fbecbf2682","height":22.35,"width":22.61},{"id":"85ff57da-1b84-4237-9d18-f8d65b330263","height":26.27,"width":8.24}]},"timestamp":"2026-04-14 11:29:58"} 
[2026-04-14 11:29:58] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-14 11:29:58"} 
[2026-04-14 11:29:58] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":68.24,"sign_width":"120","dimensions":[{"id":"33dd425b-3d32-45dd-a354-d3c02f21c5ba","height":32.03,"width":22.61},{"id":"7ec2442a-caff-4a72-83a0-45973fd2a04d","height":22.48,"width":22.61},{"id":"d8df4b02-0c23-4833-aca4-02c1aee6b95d","height":22.48,"width":19.22},{"id":"148683e8-8fb7-49a7-8a66-23de65bfc331","height":26.93,"width":22.61},{"id":"bf2c0d5d-4657-4f11-b193-adfb14bab0ec","height":48.5,"width":28.1},{"id":"689bb1dc-1027-4f9a-b336-14088b014f5f","height":22.35,"width":22.61},{"id":"9c4abb67-aabb-4775-a56e-f2fbecbf2682","height":22.35,"width":22.61},{"id":"85ff57da-1b84-4237-9d18-f8d65b330263","height":26.27,"width":8.24}]}},"timestamp":"2026-04-14 11:29:58"} 
[2026-04-14 11:29:58] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:29:58"} 
[2026-04-14 11:29:58] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-14 11:29:58"} 
[2026-04-14 11:29:58] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-04-14 11:29:58"} 
[2026-04-14 11:29:58] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":68.24,"sign_width":"120","shipping_weight":140,"shape":"rectangular","dimensions":[{"id":"33dd425b-3d32-45dd-a354-d3c02f21c5ba","height":32.03,"width":22.61},{"id":"7ec2442a-caff-4a72-83a0-45973fd2a04d","height":22.48,"width":22.61},{"id":"d8df4b02-0c23-4833-aca4-02c1aee6b95d","height":22.48,"width":19.22},{"id":"148683e8-8fb7-49a7-8a66-23de65bfc331","height":26.93,"width":22.61},{"id":"bf2c0d5d-4657-4f11-b193-adfb14bab0ec","height":48.5,"width":28.1},{"id":"689bb1dc-1027-4f9a-b336-14088b014f5f","height":22.35,"width":22.61},{"id":"9c4abb67-aabb-4775-a56e-f2fbecbf2682","height":22.35,"width":22.61},{"id":"85ff57da-1b84-4237-9d18-f8d65b330263","height":26.27,"width":8.24}]}},"timestamp":"2026-04-14 11:29:58"} 
[2026-04-14 11:29:58] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-14 11:29:58"} 
[2026-04-14 11:29:58] local.INFO: Input Parameters {"data":{"dimensions_count":8,"shape":"rectangular"},"timestamp":"2026-04-14 11:29:58"} 
[2026-04-14 11:29:58] 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":"2026-04-14 11:29:58"} 
[2026-04-14 11:29:58] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-14 11:29:58"} 
[2026-04-14 11:29:58] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-04-14 11:29:58"} 
[2026-04-14 11:32:59] 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\\phpCBF1.tmp"}},"file_present":true},"timestamp":"2026-04-14 11:32:59"} 
[2026-04-14 11:32:59] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-14 11:32:59"} 
[2026-04-14 11:33:01] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":13},"timestamp":"2026-04-14 11:33:01"} 
[2026-04-14 11:33:01] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":25},"timestamp":"2026-04-14 11:33:01"} 
[2026-04-14 11:33:01] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":19},"timestamp":"2026-04-14 11:33:01"} 
[2026-04-14 11:33:01] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":25},"timestamp":"2026-04-14 11:33:01"} 
[2026-04-14 11:33:01] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-14 11:33:01"} 
[2026-04-14 11:33:01] local.INFO: Calling Image-to-Text API {"data":{"file_name":"22.png","query_param":"width","query_value":"120","file_size":47738},"timestamp":"2026-04-14 11:33:01"} 
[2026-04-14 11:33:01] local.INFO: Detected Objects from Image-to-Text API 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qaHyRj2p8je/u8O8Bcr/wspGsdEsO32rwAAAABJRU5ErkJggg==","detection_approach":"light_color_detection"}]},"timestamp":"2026-04-14 11:33:01"} 
[2026-04-14 11:33:01] local.INFO: Nested area calculated {"data":{"nestedArea":2490.0950000000003},"timestamp":"2026-04-14 11:33:01"} 
[2026-04-14 11:33:01] local.INFO: Mapped objects from Image-to-Text API 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Du8F50pqtQZJYtDa0mjUWFxcpN1u02g0aDRiG7Sf40vw/9Mb/PirhyuXZCIbczXbh+6b+K8DX9r5H1YQb3TX+6HNAAAAAElFTkSuQmCC"},{"id":"832bf2b6-3fd9-49cc-88b2-dec56e654348","height":5.34,"width":5.34,"perimeter":16.6,"area":18.66,"image":"data:image/png;base64,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"},{"id":"127e7deb-505c-4835-8a8b-247a65de95fa","height":30,"width":12.74,"perimeter":75.17,"area":231.88,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACMAAABNCAYAAAAsJ91zAAAABmJLR0QA/wD/AP+gvaeTAAAM7klEQVRogc2a2ZIbx3JAT1b1gsYyOyWKlExZ8tX18u43/4P/wg/+W4fta18zJGojRZGaGQyW3qoy/VANDIazy5LjZgRiAkCj61RW7j3wFyTy/7WQtQsjGnSSlq1KcA7WNbI/FYDsd4fQlbFew7t38PYM+/o1P776gW9/+YWfQss//+u/bK/9XWDsrDO0g9jQ/fkly5/e0n/9Pfb6Z9y7BbqsORbwswnd+Tndu1MrnhzJbwZj9cqwHFqB0wv49hWrt99xMX/L4vWPxB9+orxYM+ugxNBxTlEo2neYGfAbaMbC2lCgjvD2LXz9I+0337N685p2cc7Z2Rtcu+RJhJPpHvgMYmSZKe24pCgyXJH/32Bsfm40NXz7GpZL4ttTzl9+z/K/v8N+PmOsgVkuHI9HxNhRxh7WS+gic+tYH0+R8TF5NYKi+HUwdrow2gben8N6RfzTn3j/6htev/yOcLrgqYw4yUcUpvTLNdob3jqceBAPohiCL0eMDw4gz8C7x8PYT2fG2Rx+esf7//wPVj98Bz98y1SNF+LJJmPK3vChBiKuBCvAzIFkYB4CTKoZP1/UnFQzGE+Qsnica9vZ2vjmFe1/veT01SvmP76mXC2YLS8YEZG8JCOjsAwyB97jvafVGnEOQoQIuJyoApRM9o9SrBnkQTC27Iyf39O//Ia3//bvrH98TVE3zDKlyiB3oC6CGRYiEh1YiqfOjNx76COogc9og9DmQnn8MeTF42AIHXzzNW9f/g/x/JRDi+yXOSN6NMtRcRhg0TAzJAZAIBpODJwkrZhA5mliT0sG+/uQ5Y+E6Rvev/6es7c/sN/VVDEwwiC0tASCF8x5MhNyN4R7ceDBdw1EAwPEYxiNKE0hMC4g84/VTM9qcU5Yr8gtIqFOC2ogCwKSoThEXMp2TrZ/owNvJDsS6CwimacYl8mT5DI93gtji3Pj9JTF/JwQO8oiJ/eAKZgnjzk5OWSCIpgYvSlGQDG6KscRqHyGmNG2HflozMF0MsDodi13O8YWB5qa9fwcmjWV9xRO0vn3PQSDAETBIYh4LHNo7oheEO8wE8w5ojhqi2iZM5rOkvEOqeCBMAIXF4zansN8RP3+AudHkJXgMiiAPA47VEQMkbSAj0bZRGb5FF20ZBTUkrHKM2affQYOZFRtz+l+mwk9rGpc31NEyBDYaDbz4D8siQYoAxEhN4E+kpNhBr4oaMVj1QjK8sovHwATqS8WaIx4cWQOiBEwyDLuqs+ckQJe3yPe05vih6RYTcYwqq5efy9MVFaLJV7Bi8N7j6ommCGnbD3CUpxx5nAbSOcgBHCOGCPiHNFBUY3SMT8KRo12taRwnlwcufND/eGGxLejGTNEL9+LCIik6wUUI5iSFwW+GvOhVu+EsWZpdC3duiYXj4uGGHhkgLDLmMKlV2xgBQ9qCUoVAzoNVHtTqEag8RGaUYWmpl+tKDAIPRI1qd6naGpXNnf9dhYjuIwQI3hHH43Z4SFMqisbuB8Gg7ZFmwanQIhY1KQV77gaIRw22IyYS8YL6XrviKaId/SmlJMxjApkb3LPVnYlRMIvZ6zP58T1mqook8pjBPF0UemDEjT5uohcuaWI4JxDQ0BcRqdGFEPKHMbja8vd7dqmxLZBouKj4UNMmlWD4YhMBDG5ovGNR5kagsN5ATWyPAcCxaQCsWvL3WMzRrtc40LAR4Wg20VtMEgRGYxYgMsMrKqDF0kqqDCyskCynHL/4NfABJrlAqdGhuDUSJYgRAxzMhjw4OaDiCbbUR3sK/NE03StdzCb3hgr74bpI+1qTWZG4QRnmuqUTanoBMNhG82IXAY7QMzStWZohLaPuDyDcXXjyrfC2PIXo29p1iu8pejLRu2QdjpkXLMPVZ68aSuqOOdo+45RVaUY466r5nbNxAgh0DYNqOEkGSGWXiEEgl4CbUHFDV7F9nMLgawsUFXGsykU+ZVjvR+mV+iUbN2TB8NFu8xJpqgqTgXR9B0AoqgzVBQkZW56xaLi8pzWO2Q2gbJAJgfXVHM7jK/gzTnyfsWBlUgAX4ySBoqScV5R4RlphjcPKGqBzrfErMd7w3mg6XFkLGNgngny9ATKmyPK7XEmKKx68k7Jo6VY4nzCl5R5tqayOSlRoqQCCwPicLR4gng6EbKDvcts/2DNhAjLC2KMl3Yhl15zRW5wU91+7kAEFYgIB0fHty55O4xFFvMLNMTBgElu+iHI5dI3c/mUVBVDnZDv76cE/CiYoCzPz3AakyGKXEZNucmdbxABvAeB3pRiPIIb6pg7YaxvjBBZzS+SiYhdgphht+xMSKXmlRjjUt3TmzE92L/WK90LgwJRqRcLvIDf2opuy4RttXefGASNRDEOTp6Ac8hk70aa22GCEuo25SRs22xdguzIzq3Fdt4KoJEO6B2M92c3Rt57YBTevKHKPFWeJ5gYgTiUvXIJtLm5WToikSECD41enqUWtyiZHhxcmTo8DKaPsF5jXYfYEEnt0k5MUrY2YFt/22V5caU68I5OI+ZdalNuiTG3w9Rr+sUFxECGIbuuOxifcD23wAfGK4DP6NWQskzVnb89zt4M03SsLxZkSKpedgLdbgG+TYjb5j1p8UNv6iymQeK4epxmrF4bXUu7WlF6hzNNmhG9Eegu2RxhUKWcTmE8SfXQQ2EwoO1pFiu8uFQ6bERSDyRbI71fginqYDQeQ3m78d4MowZNy3q1Su2GGR/2N1s2kWTEt9zcSDEGht46z5CiuHUX12FigL5D6xoXh44vGc5WxSk97CK44RgTwsabVKAX6L3HRuWdxnszDMDFHF/XFGiKI5kDL6hGLMRkR2JEialRs9QPRQxxaaiY5kmOJvfMxdI85h65DhMCdD0+RnxMhxAFdFcrN9zGANv9Ug01IzqPjIe6d2ey+TCYvqWtV8im1diRtODOj7drX7caY8hhAtV4nAZD2c2x6XaYtmO9XCVDjnrrKCgpQa/kqa2HDZ9FjC4GquksDYbc3Yn1yrfWr4y6SW5tRjZ40QPDyg5kyg5RoetjavSL/N4bXUVVYN3QLFdkJjiRO49iuwnZyVGDRJJBdxapZpNh6jC7E+cqjEWoa8J6jUfIcchOgtxdUEha0BtKCjPBTFATzPs0Zh2N7uK4AWaYwWjXkyEpApMM9dYUILtJ1G1vmYw9zXGycQXl3Z50HaZpaOZz6vmcvdGIvq5BjRgjMcbLaYMl4978OBJTsx9TGSGkQXQ0IYqj+uQZNO29MFdDokGzWlOYQIjkg2bMOaIfqjjnhuwgiEuNvmGp7tntap0nOlJsKbL0ehRMDCzOzvAmWB/SozxniKTGPa2yKRvSkYgYTjZjM93MpMEciMMVZXLrOyq8jWyPyeoLow8sTs/JBazvUpuxaVM+FJUrc38Y2hdNfXg0RTGKUQmjMqWUB2vGItRrVvNzpggSND1is5gW2PAMvf+mzExKGIbRmtoY1ZSXFJcCXlHesPSdMBCXK0LTksHlCMRtOoLL3YumSYQJaXq1074kmJRYRYT9gwPIMqQc3Rs7d0eT1Os1GmIaJ4vbtqGbuiWlzatHE4dB42bS6cxtiy/nPHuHhyn6PkozKlB3OI2kMYNC7LYdobgU4NQnNYqF4QaCqOA3D74yoRNPnWfUlUcOxlDenSCvw5w1+Is1lShGpPFrJmUORJAEqM7ohmePGUamkPU2PMAALTLCKOMXDSyngvvsGL56BrZ4EMzlMQVF2o7cjEwiJhFcILQ1sQ94g9JllHlOkWVDAk7VXewj0Tn8bEZblryLHfW04viPf4DpCDl58aBcu2PAHU3TpN0q5OohClk5HupHwzrDLKSYIw58TmOKO9yjVeNsvmaZC5OPnnPyt3/HkxdfQjl7kFa2MKad8edXtPMLyghV7/AmoD4VRJs4Z6QJVkwaacTxRgNlOaI34yLzTD/5mOf/8PcUX30JTz9KMeYxMFiEdU04mzNujTIIhNQvt22D8yW53zyDdgSNNBo4wzjd38MmY/aPj/ji88+ZfPHXcLgPswoODpDqfpe+ChM7WNfE0wV7nSER1DwRR5zMWKkROyN2HeIybJRj04p2MuL4j19SPX/O0ckx+dEhHB2laeZ0/JiabAemj1C3cL6i7JIrB3GsxREnYxamdK0SxVFMp8yenlA9f8L45IDqD39D8elz8J6wWpIfXx+pPlIzCl0kdH2q51zG2sE8d/zc1ITJmMnBEXsnTzh5/pTpi2fw6UdwfADlCMkffhT3w4xK+tWK89BRRmWvmnHqlNXeBPfkgI8+f8EXX36FPHsGB1MoHWQBqX69Fm6HwTglcFY4xKB8esTJZx/zyV99jDx7SnZ0iOwfQ1Uhh5PfFOAaTCdK/uIZn/7TPzJpI0fPnuI+/xSefQzTGZQlUpW/G8RGtgvYfPgXpqaHyRj2p8je/u8O8Bcr/wspGsdEsO32rwAAAABJRU5ErkJggg=="}]},"timestamp":"2026-04-14 11:33:01"} 
[2026-04-14 11:33:01] local.INFO: Number of letters detected {"data":{"noOfLetters":25},"timestamp":"2026-04-14 11:33:01"} 
[2026-04-14 11:33:01] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":739.8799999999999,"perimeter_in_feet":61.66},"timestamp":"2026-04-14 11:33:01"} 
[2026-04-14 11:33:01] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[11.06,7.35,14.86,12.5,14.52,14.36,6.16,13.09,5.07,6.59,5.15,5.32,6.25,5.83,13.09,150.65,56.91,132.15,192.45,153.6,211.45,86.3,210.43,18.66,231.88],"actualFilledAreaSum":1585.6799999999998},"timestamp":"2026-04-14 11:33:01"} 
[2026-04-14 11:33:01] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":11.01},"timestamp":"2026-04-14 11:33:01"} 
[2026-04-14 11:33:01] local.INFO: Average character height calculated {"data":{"avgCharHeight":9.8132},"timestamp":"2026-04-14 11:33:01"} 
[2026-04-14 11:33:01] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":292.0,"originalHeight":104.0,"ratio":2.8076923076923075},"timestamp":"2026-04-14 11:33:01"} 
[2026-04-14 11:33:01] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":42.74},"timestamp":"2026-04-14 11:33:01"} 
[2026-04-14 11:33:02] 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=\"4103.013698630137\" viewBox=\"0 0 292 104\">
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"}],"no_of_letters":25,"perimeter_of_sign":61.66,"nested_area":17.29,"occupied_area":11.01,"avg_char_height":9.8132,"widthOfSign":"120","otherDimensionOfSign":42.74,"width_of_smaller_line":20},"timestamp":"2026-04-14 11:33:02"} 
[2026-04-14 11:33:03] 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":1449,"no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":4.92,"width_of_line_2":117.67,"width_of_line_3":93.48,"width_of_line_4":null,"height_of_line_1":5.33,"height_of_line_2":29.52,"height_of_line_3":11.89,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":25,"perimeter_of_sign":61.66,"nested_area":17.29,"occupied_area":11.01,"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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":4.92,"width_of_line_2":117.67,"width_of_line_3":93.48,"width_of_line_4":null,"height_of_line_1":5.33,"height_of_line_2":29.52,"height_of_line_3":11.89,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":25,"perimeter_of_sign":61.66,"nested_area":17.29,"occupied_area":11.01,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":4.92,"other_dimension_of_sign":42.74,"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":1449}},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"0"},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"0"},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"5.53803"},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"50.0172036"},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"1.94229"},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"13.6755714"},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":9.63375},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":67.2836892},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"1.3832"},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"66.06509"},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"1.118"},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"40.6093"},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"0"},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"0"},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"3.375"},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"17.4125"},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":0.005351075800400001},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":5.351075800400001},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":0.00042499991083333347},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":0.42499991083333344},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":0.0040538453033333345},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":4.053845303333334},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"0.0083316356933333"},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"8.3316356933333"},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"0.00404360726"},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"4.04360726"},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"0.0054142132"},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"5.4142132"},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"0.00043200021333333"},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"0.43200021333333"},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":5.61027547624666},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":12.9675},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"13.1404"},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"4.1581245772584"},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"9.9099605208333"},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"206.84705205"},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] 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":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":508.5395591074799,"totalDenseWeight_before_formula":50.226806475472934},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":559.393515018228},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":25,"totalDenseWeight":0},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] local.INFO: Processing standard raceway 6x2 mounting {"data":{"sign_depth":"1","raceway_depth":"2"},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] local.INFO: Box added for line 1 in standard raceway 6x2 {"data":{"line":1,"width":4.92,"height":5.33,"length":5,"denseWeight":0},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] local.INFO: Box added for line 2 in standard raceway 6x2 {"data":{"line":2,"width":117.67,"height":29.52,"length":5,"denseWeight":0},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:03] local.INFO: Box added for line 3 in standard raceway 6x2 {"data":{"line":3,"width":93.48,"height":11.89,"length":5,"denseWeight":0},"timestamp":"2026-04-14 11:33:03"} 
[2026-04-14 11:33:05] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":5,"width":6.92,"height":7.33},"quantity":1,"denseWeight":1},{"size":{"length":5,"width":119.67,"height":31.52},"quantity":1,"denseWeight":1},{"size":{"length":5,"width":95.48,"height":13.89},"quantity":1,"denseWeight":1}],"cheapestShippingCost":886.4013749999999,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5,"width":6.92,"height":7.33},"denseWeight":1,"volumetricWeight":1,"higherWeight":1,"quantity":1},{"size":{"length":5,"width":119.67,"height":31.52},"denseWeight":1,"volumetricWeight":62,"higherWeight":62,"quantity":1},{"size":{"length":5,"width":95.48,"height":13.89},"denseWeight":1,"volumetricWeight":22,"higherWeight":22,"quantity":1}],"totalHigherWeight":85,"DS":0,"rate":1107.3899999999999,"tariffAndDS":1107.3899999999999,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":50,"isRemotePrice":0,"totalShipmentCost":1960.1557039999996,"totalShipmentCostFormula":"(tariffAndDS (1107.39) + overlengthSurcharge (50) + overweightSurcharge (0) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1960.16","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":6.92,"height":7.33},"denseWeight":1,"volumetricWeight":1,"higherWeight":1,"quantity":1},{"size":{"length":5,"width":119.67,"height":31.52},"denseWeight":1,"volumetricWeight":62,"higherWeight":62,"quantity":1},{"size":{"length":5,"width":95.48,"height":13.89},"denseWeight":1,"volumetricWeight":22,"higherWeight":22,"quantity":1}],"totalHigherWeight":85,"DS":0,"rate":642.6600000000001,"tariffAndDS":642.6600000000001,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":50,"isRemotePrice":0,"totalShipmentCost":1173.088976,"totalShipmentCostFormula":"(tariffAndDS (642.66) + overlengthSurcharge (50) + overweightSurcharge (0) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1173.09","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":6.92,"height":7.33},"denseWeight":1,"volumetricWeight":1,"higherWeight":1,"quantity":1},{"size":{"length":5,"width":119.67,"height":31.52},"denseWeight":1,"volumetricWeight":62,"higherWeight":62,"quantity":1},{"size":{"length":5,"width":95.48,"height":13.89},"denseWeight":1,"volumetricWeight":22,"higherWeight":22,"quantity":1}],"totalHigherWeight":85,"DS":21.25,"rate":581.48,"tariffAndDS":602.73,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":60,"isRemotePrice":0,"totalShipmentCost":886.4013749999999,"totalShipmentCostFormula":"((tariffAndDS (602.73) + overlengthSurcharge (60) + overweightSurcharge (0) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 886.401375","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":6.92,"height":7.33},"denseWeight":1,"volumetricWeight":1,"higherWeight":1,"quantity":1},{"size":{"length":5,"width":119.67,"height":31.52},"denseWeight":1,"volumetricWeight":62,"higherWeight":62,"quantity":1},{"size":{"length":5,"width":95.48,"height":13.89},"denseWeight":1,"volumetricWeight":22,"higherWeight":22,"quantity":1}],"totalHigherWeight":85,"DS":0,"rate":552.5,"tariffAndDS":552.5,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":50,"isRemotePrice":0,"totalShipmentCost":1020.3939999999999,"totalShipmentCostFormula":"(tariffAndDS (552.5) + overlengthSurcharge (50) + overweightSurcharge (0) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1020.39","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":6.92,"height":7.33},"denseWeight":1,"volumetricWeight":1,"higherWeight":1,"quantity":1},{"size":{"length":5,"width":119.67,"height":31.52},"denseWeight":1,"volumetricWeight":62,"higherWeight":62,"quantity":1},{"size":{"length":5,"width":95.48,"height":13.89},"denseWeight":1,"volumetricWeight":22,"higherWeight":22,"quantity":1}],"totalHigherWeight":85,"DS":0,"rate":865.3,"tariffAndDS":865.3,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1485.54704,"totalShipmentCostFormula":"((tariffAndDS (865.3) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 1485.54704","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","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":6.92,"height":7.33},"denseWeight":1,"volumetricWeight":1,"higherWeight":1,"quantity":1},{"size":{"length":5,"width":119.67,"height":31.52},"denseWeight":1,"volumetricWeight":62,"higherWeight":62,"quantity":1},{"size":{"length":5,"width":95.48,"height":13.89},"denseWeight":1,"volumetricWeight":22,"higherWeight":22,"quantity":1}],"totalHigherWeight":85,"DS":0,"rate":1300,"tariffAndDS":1300,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1300,"totalShipmentCostFormula":"((tariffAndDS (1300) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 1300","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":"2026-04-14 11:33:05"} 
[2026-04-14 11:33:05] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 11:33:05"} 
[2026-04-14 11:33:05] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 11:33:05"} 
[2026-04-14 11:33:05] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":42.74,"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":560.0,"total_production_cost":930.0,"totalDenseWeight":0,"totalVolumetricWeight":85,"bin_packing_result":[],"shipping_rates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5,"width":6.92,"height":7.33},"denseWeight":1,"volumetricWeight":1,"higherWeight":1,"quantity":1},{"size":{"length":5,"width":119.67,"height":31.52},"denseWeight":1,"volumetricWeight":62,"higherWeight":62,"quantity":1},{"size":{"length":5,"width":95.48,"height":13.89},"denseWeight":1,"volumetricWeight":22,"higherWeight":22,"quantity":1}],"totalHigherWeight":85,"DS":0,"rate":1107.3899999999999,"tariffAndDS":1107.3899999999999,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":50,"isRemotePrice":0,"totalShipmentCost":1960.1557039999996,"totalShipmentCostFormula":"(tariffAndDS (1107.39) + overlengthSurcharge (50) + overweightSurcharge (0) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1960.16","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":6.92,"height":7.33},"denseWeight":1,"volumetricWeight":1,"higherWeight":1,"quantity":1},{"size":{"length":5,"width":119.67,"height":31.52},"denseWeight":1,"volumetricWeight":62,"higherWeight":62,"quantity":1},{"size":{"length":5,"width":95.48,"height":13.89},"denseWeight":1,"volumetricWeight":22,"higherWeight":22,"quantity":1}],"totalHigherWeight":85,"DS":0,"rate":642.6600000000001,"tariffAndDS":642.6600000000001,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":50,"isRemotePrice":0,"totalShipmentCost":1173.088976,"totalShipmentCostFormula":"(tariffAndDS (642.66) + overlengthSurcharge (50) + overweightSurcharge (0) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1173.09","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":6.92,"height":7.33},"denseWeight":1,"volumetricWeight":1,"higherWeight":1,"quantity":1},{"size":{"length":5,"width":119.67,"height":31.52},"denseWeight":1,"volumetricWeight":62,"higherWeight":62,"quantity":1},{"size":{"length":5,"width":95.48,"height":13.89},"denseWeight":1,"volumetricWeight":22,"higherWeight":22,"quantity":1}],"totalHigherWeight":85,"DS":21.25,"rate":581.48,"tariffAndDS":602.73,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":60,"isRemotePrice":0,"totalShipmentCost":886.4013749999999,"totalShipmentCostFormula":"((tariffAndDS (602.73) + overlengthSurcharge (60) + overweightSurcharge (0) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 886.401375","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":6.92,"height":7.33},"denseWeight":1,"volumetricWeight":1,"higherWeight":1,"quantity":1},{"size":{"length":5,"width":119.67,"height":31.52},"denseWeight":1,"volumetricWeight":62,"higherWeight":62,"quantity":1},{"size":{"length":5,"width":95.48,"height":13.89},"denseWeight":1,"volumetricWeight":22,"higherWeight":22,"quantity":1}],"totalHigherWeight":85,"DS":0,"rate":552.5,"tariffAndDS":552.5,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":50,"isRemotePrice":0,"totalShipmentCost":1020.3939999999999,"totalShipmentCostFormula":"(tariffAndDS (552.5) + overlengthSurcharge (50) + overweightSurcharge (0) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1020.39","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":6.92,"height":7.33},"denseWeight":1,"volumetricWeight":1,"higherWeight":1,"quantity":1},{"size":{"length":5,"width":119.67,"height":31.52},"denseWeight":1,"volumetricWeight":62,"higherWeight":62,"quantity":1},{"size":{"length":5,"width":95.48,"height":13.89},"denseWeight":1,"volumetricWeight":22,"higherWeight":22,"quantity":1}],"totalHigherWeight":85,"DS":0,"rate":865.3,"tariffAndDS":865.3,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1485.54704,"totalShipmentCostFormula":"((tariffAndDS (865.3) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 1485.54704","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","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":6.92,"height":7.33},"denseWeight":1,"volumetricWeight":1,"higherWeight":1,"quantity":1},{"size":{"length":5,"width":119.67,"height":31.52},"denseWeight":1,"volumetricWeight":62,"higherWeight":62,"quantity":1},{"size":{"length":5,"width":95.48,"height":13.89},"denseWeight":1,"volumetricWeight":22,"higherWeight":22,"quantity":1}],"totalHigherWeight":85,"DS":0,"rate":1300,"tariffAndDS":1300,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1300,"totalShipmentCostFormula":"((tariffAndDS (1300) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 1300","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":890.0,"totalCost":1820.0,"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":5.53803,"result":"50.0172036","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":1.94229,"result":"13.6755714","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":9.63375,"result":67.2836892,"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":1.3832,"result":"66.06509","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":3.375,"result":"17.4125","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":0.005351075800400001,"result":5.351075800400001,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.00042499991083333347,"result":0.42499991083333344,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.0040538453033333345,"result":4.053845303333334,"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":0.0083316356933333,"result":"8.3316356933333","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00404360726,"result":"4.04360726","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":0.0054142132,"result":"5.4142132","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00043200021333333,"result":"0.43200021333333","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":5.61027547624666,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":12.9675,"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":13.1404,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":4.1581245772584,"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":9.9099605208333,"result":"206.84705205","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":55.24948712302023,"result":559.393515018228,"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":4.92,"width_of_line_2":117.67,"width_of_line_3":93.48,"width_of_line_4":null,"height_of_line_1":5.33,"height_of_line_2":29.52,"height_of_line_3":11.89,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":25,"perimeter_of_sign":61.66,"nested_area":17.29,"occupied_area":11.01,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":4.92,"other_dimension_of_sign":42.74,"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":1449},"TATDays":14,"testDenseWeight":55.24948712302023,"vendorName":"EpicCraftings Pakistan","quotationId":1449},"timestamp":"2026-04-14 11:33:05"} 
[2026-04-14 11:33:05] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-14 11:33:05"} 
[2026-04-14 11:33:06] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-14 11:33:06"} 
[2026-04-14 11:33:06] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":42.74,"sign_width":"120","dimensions":[{"id":"33548efd-242e-4bf3-a8a0-908087d1d1fe","height":3.7,"width":5.34},{"id":"8907e446-28fc-473e-9f0d-3a2536472311","height":4.52,"width":2.88},{"id":"3037dac9-de85-4f9d-9465-f270722f993a","height":4.52,"width":4.52},{"id":"e5dc227c-7cb4-4e58-b69c-3a2c3ab4745b","height":4.52,"width":4.11},{"id":"c01eac9c-aabe-4ab0-af8a-bd3bbdbf18ef","height":4.52,"width":4.52},{"id":"b7a0e6ea-5199-481c-9dc1-e214c2697fb3","height":4.52,"width":4.52},{"id":"8a36acbb-1691-4888-98b3-b47db351f900","height":4.93,"width":2.05},{"id":"4547966e-12b2-4b15-817f-97ac843d9a57","height":4.93,"width":4.11},{"id":"a12fc5d5-89bb-4077-b64a-c24ac46e7381","height":4.52,"width":1.64},{"id":"a48a3c23-6c3c-45ee-b127-ae74944ff81e","height":5.34,"width":2.05},{"id":"540fe8fd-e69a-4606-a2fb-d5ea1286490b","height":4.93,"width":1.64},{"id":"a11412ba-fe0b-49f7-bc04-3cf8411b8bdd","height":4.93,"width":1.64},{"id":"8b15d700-62c3-44b9-bb01-a6017d8b1e69","height":5.34,"width":2.05},{"id":"582966e9-2898-4954-a8a2-51fee0ee4f3e","height":5.34,"width":1.64},{"id":"8c91b9ca-4fe1-4fbf-a220-09c83110acac","height":5.75,"width":3.29},{"id":"4a712f85-fbf6-4124-a9cd-983d1802cc45","height":12.33,"width":22.6},{"id":"619ee834-96d1-443a-ae0d-cd918100b58b","height":14.38,"width":4.52},{"id":"b83549cf-6823-4aa5-9313-a7a38e76f021","height":14.79,"width":14.79},{"id":"3c3cab4a-8769-4df7-8a50-71b0ffe3e999","height":15.21,"width":16.03},{"id":"c037ecb7-c22a-4858-9303-125e6d575c59","height":19.73,"width":15.21},{"id":"e4699c5e-6edc-4528-a106-72bba7c7e619","height":20.55,"width":14.79},{"id":"0042fb89-6ac2-4793-9fdb-8c897b322fbd","height":20.14,"width":7.4},{"id":"83f29022-1ba9-4de4-89b9-c1565281faf2","height":20.55,"width":14.79},{"id":"832bf2b6-3fd9-49cc-88b2-dec56e654348","height":5.34,"width":5.34},{"id":"127e7deb-505c-4835-8a8b-247a65de95fa","height":30,"width":12.74}]},"timestamp":"2026-04-14 11:33:06"} 
[2026-04-14 11:33:06] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-14 11:33:06"} 
[2026-04-14 11:33:06] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":42.74,"sign_width":"120","dimensions":[{"id":"33548efd-242e-4bf3-a8a0-908087d1d1fe","height":3.7,"width":5.34},{"id":"8907e446-28fc-473e-9f0d-3a2536472311","height":4.52,"width":2.88},{"id":"3037dac9-de85-4f9d-9465-f270722f993a","height":4.52,"width":4.52},{"id":"e5dc227c-7cb4-4e58-b69c-3a2c3ab4745b","height":4.52,"width":4.11},{"id":"c01eac9c-aabe-4ab0-af8a-bd3bbdbf18ef","height":4.52,"width":4.52},{"id":"b7a0e6ea-5199-481c-9dc1-e214c2697fb3","height":4.52,"width":4.52},{"id":"8a36acbb-1691-4888-98b3-b47db351f900","height":4.93,"width":2.05},{"id":"4547966e-12b2-4b15-817f-97ac843d9a57","height":4.93,"width":4.11},{"id":"a12fc5d5-89bb-4077-b64a-c24ac46e7381","height":4.52,"width":1.64},{"id":"a48a3c23-6c3c-45ee-b127-ae74944ff81e","height":5.34,"width":2.05},{"id":"540fe8fd-e69a-4606-a2fb-d5ea1286490b","height":4.93,"width":1.64},{"id":"a11412ba-fe0b-49f7-bc04-3cf8411b8bdd","height":4.93,"width":1.64},{"id":"8b15d700-62c3-44b9-bb01-a6017d8b1e69","height":5.34,"width":2.05},{"id":"582966e9-2898-4954-a8a2-51fee0ee4f3e","height":5.34,"width":1.64},{"id":"8c91b9ca-4fe1-4fbf-a220-09c83110acac","height":5.75,"width":3.29},{"id":"4a712f85-fbf6-4124-a9cd-983d1802cc45","height":12.33,"width":22.6},{"id":"619ee834-96d1-443a-ae0d-cd918100b58b","height":14.38,"width":4.52},{"id":"b83549cf-6823-4aa5-9313-a7a38e76f021","height":14.79,"width":14.79},{"id":"3c3cab4a-8769-4df7-8a50-71b0ffe3e999","height":15.21,"width":16.03},{"id":"c037ecb7-c22a-4858-9303-125e6d575c59","height":19.73,"width":15.21},{"id":"e4699c5e-6edc-4528-a106-72bba7c7e619","height":20.55,"width":14.79},{"id":"0042fb89-6ac2-4793-9fdb-8c897b322fbd","height":20.14,"width":7.4},{"id":"83f29022-1ba9-4de4-89b9-c1565281faf2","height":20.55,"width":14.79},{"id":"832bf2b6-3fd9-49cc-88b2-dec56e654348","height":5.34,"width":5.34},{"id":"127e7deb-505c-4835-8a8b-247a65de95fa","height":30,"width":12.74}]}},"timestamp":"2026-04-14 11:33:06"} 
[2026-04-14 11:33:06] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:33:06"} 
[2026-04-14 11:33:06] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-14 11:33:06"} 
[2026-04-14 11:33:06] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-04-14 11:33:06"} 
[2026-04-14 11:33:07] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":42.74,"sign_width":"120","shipping_weight":85,"shape":"rectangular","dimensions":[{"id":"33548efd-242e-4bf3-a8a0-908087d1d1fe","height":3.7,"width":5.34},{"id":"8907e446-28fc-473e-9f0d-3a2536472311","height":4.52,"width":2.88},{"id":"3037dac9-de85-4f9d-9465-f270722f993a","height":4.52,"width":4.52},{"id":"e5dc227c-7cb4-4e58-b69c-3a2c3ab4745b","height":4.52,"width":4.11},{"id":"c01eac9c-aabe-4ab0-af8a-bd3bbdbf18ef","height":4.52,"width":4.52},{"id":"b7a0e6ea-5199-481c-9dc1-e214c2697fb3","height":4.52,"width":4.52},{"id":"8a36acbb-1691-4888-98b3-b47db351f900","height":4.93,"width":2.05},{"id":"4547966e-12b2-4b15-817f-97ac843d9a57","height":4.93,"width":4.11},{"id":"a12fc5d5-89bb-4077-b64a-c24ac46e7381","height":4.52,"width":1.64},{"id":"a48a3c23-6c3c-45ee-b127-ae74944ff81e","height":5.34,"width":2.05},{"id":"540fe8fd-e69a-4606-a2fb-d5ea1286490b","height":4.93,"width":1.64},{"id":"a11412ba-fe0b-49f7-bc04-3cf8411b8bdd","height":4.93,"width":1.64},{"id":"8b15d700-62c3-44b9-bb01-a6017d8b1e69","height":5.34,"width":2.05},{"id":"582966e9-2898-4954-a8a2-51fee0ee4f3e","height":5.34,"width":1.64},{"id":"8c91b9ca-4fe1-4fbf-a220-09c83110acac","height":5.75,"width":3.29},{"id":"4a712f85-fbf6-4124-a9cd-983d1802cc45","height":12.33,"width":22.6},{"id":"619ee834-96d1-443a-ae0d-cd918100b58b","height":14.38,"width":4.52},{"id":"b83549cf-6823-4aa5-9313-a7a38e76f021","height":14.79,"width":14.79},{"id":"3c3cab4a-8769-4df7-8a50-71b0ffe3e999","height":15.21,"width":16.03},{"id":"c037ecb7-c22a-4858-9303-125e6d575c59","height":19.73,"width":15.21},{"id":"e4699c5e-6edc-4528-a106-72bba7c7e619","height":20.55,"width":14.79},{"id":"0042fb89-6ac2-4793-9fdb-8c897b322fbd","height":20.14,"width":7.4},{"id":"83f29022-1ba9-4de4-89b9-c1565281faf2","height":20.55,"width":14.79},{"id":"832bf2b6-3fd9-49cc-88b2-dec56e654348","height":5.34,"width":5.34},{"id":"127e7deb-505c-4835-8a8b-247a65de95fa","height":30,"width":12.74}]}},"timestamp":"2026-04-14 11:33:07"} 
[2026-04-14 11:33:07] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-14 11:33:07"} 
[2026-04-14 11:33:07] local.INFO: Input Parameters {"data":{"dimensions_count":25,"shape":"rectangular"},"timestamp":"2026-04-14 11:33:07"} 
[2026-04-14 11:33:07] 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":"2026-04-14 11:33:07"} 
[2026-04-14 11:33:07] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-14 11:33:07"} 
[2026-04-14 11:33:07] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-04-14 11:33:07"} 
[2026-04-14 11:34:13] 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":"Flat Backer","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\\phpEBFA.tmp"}},"file_present":true},"timestamp":"2026-04-14 11:34:13"} 
[2026-04-14 11:34:13] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-14 11:34:13"} 
[2026-04-14 11:34:14] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":6},"timestamp":"2026-04-14 11:34:14"} 
[2026-04-14 11:34:14] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":6},"timestamp":"2026-04-14 11:34:14"} 
[2026-04-14 11:34:14] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":4},"timestamp":"2026-04-14 11:34:14"} 
[2026-04-14 11:34:14] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":6},"timestamp":"2026-04-14 11:34:14"} 
[2026-04-14 11:34:14] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-14 11:34:14"} 
[2026-04-14 11:34:14] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2025-09-18 125240.png","query_param":"width","query_value":"120","file_size":7784},"timestamp":"2026-04-14 11:34:14"} 
[2026-04-14 11:34:14] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":36,"y":61,"width":29,"height":29},"scaled_width":21.35,"scaled_height":21.35,"actual_filled_area":332.24,"bounding_box_area":455,"exact_perimeter":68.65,"approximate_perimeter":64.36,"convex_hull_perimeter":65.75,"perimeter_pixels":93.25483399593901,"original_contour_points":45,"approximation_points":8,"shape_analysis":{"aspect_ratio":1,"compactness":0.8859,"perimeter_to_area_ratio":0.2066},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":63,"y":3,"width":40,"height":47},"scaled_width":29.45,"scaled_height":34.6,"actual_filled_area":264.76,"bounding_box_area":1018,"exact_perimeter":247.52,"approximate_perimeter":217.75,"convex_hull_perimeter":97.19,"perimeter_pixels":336.2081528017135,"original_contour_points":144,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.18,"compactness":0.0543,"perimeter_to_area_ratio":0.9349},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-14 11:34:14"} 
[2026-04-14 11:34:14] local.INFO: Nested area calculated {"data":{"nestedArea":3172.5445},"timestamp":"2026-04-14 11:34:14"} 
[2026-04-14 11:34:14] local.INFO: Mapped objects from Image-to-Text API 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11:34:14"} 
[2026-04-14 11:34:14] local.INFO: Number of letters detected {"data":{"noOfLetters":6},"timestamp":"2026-04-14 11:34:14"} 
[2026-04-14 11:34:14] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":810.57,"perimeter_in_feet":67.55},"timestamp":"2026-04-14 11:34:14"} 
[2026-04-14 11:34:14] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[130.62,130.35,96.74,225.74,332.24,264.76],"actualFilledAreaSum":1180.45},"timestamp":"2026-04-14 11:34:14"} 
[2026-04-14 11:34:14] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":8.2},"timestamp":"2026-04-14 11:34:14"} 
[2026-04-14 11:34:14] local.INFO: Average character height calculated {"data":{"avgCharHeight":22.578333333333333},"timestamp":"2026-04-14 11:34:14"} 
[2026-04-14 11:34:14] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":163.0,"originalHeight":92.0,"ratio":1.7717391304347827},"timestamp":"2026-04-14 11:34:14"} 
[2026-04-14 11:34:14] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":67.73},"timestamp":"2026-04-14 11:34:14"} 
[2026-04-14 11:34:15] 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=\"11520\" height=\"6502.085889570552\" viewBox=\"0 0 163 92\">
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"}],"no_of_letters":6,"perimeter_of_sign":67.55,"nested_area":22.03,"occupied_area":8.2,"avg_char_height":22.578333333333333,"widthOfSign":"120","otherDimensionOfSign":67.73,"width_of_smaller_line":20},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"Flat Backer","profit_factor":"1.00","quotationId":1450,"no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":29.6,"width_of_line_2":116.18,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":34.78,"height_of_line_2":21.46,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":6,"perimeter_of_sign":67.55,"nested_area":22.03,"occupied_area":8.2,"avg_char_height":"Less than 24 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1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"Flat Backer","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":29.6,"width_of_line_2":116.18,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":34.78,"height_of_line_2":21.46,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":6,"perimeter_of_sign":67.55,"nested_area":22.03,"occupied_area":8.2,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":29.6,"other_dimension_of_sign":67.73,"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":1450}},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"4.1246"},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"63.7292652"},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2.127825"},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"14.9819145"},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":7.174999999999999},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":85.7293044},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"1.7624"},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"84.17663"},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":0.004582573170999999},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":4.582573171},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":0.0003639629229166667},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":0.3639629229166667},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":0.003471646341666667},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":3.4716463416666667},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"0.0071350755666667"},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"7.1350755666667"},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"0.00346287865"},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"3.46287865"},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"0.004636643"},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"4.636643"},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"0.00036995786666667"},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"0.36995786666667"},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":4.804547503783341},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":16.5225},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"16.7428"},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"4.6936126810805"},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"38.8517575"},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"473.0476341"},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] 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":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":821.8335332226999,"totalDenseWeight_before_formula":77.79001791859942},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":904.0168865449699},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":6,"totalDenseWeight":0},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:15] local.INFO: Box added for flat backer 2.5mm mounting {"data":{"length":3.5,"width":124,"height":71.73,"denseWeight":0},"timestamp":"2026-04-14 11:34:15"} 
[2026-04-14 11:34:16] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":3.5,"width":124,"height":71.73},"quantity":1,"denseWeight":1}],"cheapestShippingCost":1125.9141874999998,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":3.5,"width":124,"height":71.73},"denseWeight":1,"volumetricWeight":102.5,"higherWeight":102.5,"quantity":1}],"totalHigherWeight":102.5,"DS":0,"rate":1338.215,"tariffAndDS":1338.215,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2461.1649239999997,"totalShipmentCostFormula":"(tariffAndDS (1338.215) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 2461.16","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":3.5,"width":124,"height":71.73},"denseWeight":1,"volumetricWeight":102.5,"higherWeight":102.5,"quantity":1}],"totalHigherWeight":102.5,"DS":0,"rate":750.4100000000001,"tariffAndDS":750.4100000000001,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1465.658376,"totalShipmentCostFormula":"(tariffAndDS (750.41) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1465.66","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":3.5,"width":124,"height":71.73},"denseWeight":1,"volumetricWeight":102.5,"higherWeight":102.5,"quantity":1}],"totalHigherWeight":102.5,"DS":25.625,"rate":701.18,"tariffAndDS":726.805,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1125.9141874999998,"totalShipmentCostFormula":"((tariffAndDS (726.805) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 1125.9141875","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","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":3.5,"width":124,"height":71.73},"denseWeight":1,"volumetricWeight":102.5,"higherWeight":102.5,"quantity":1}],"totalHigherWeight":102.5,"DS":0,"rate":666.25,"tariffAndDS":666.25,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1323.125,"totalShipmentCostFormula":"(tariffAndDS (666.25) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1323.13","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":3.5,"width":124,"height":71.73},"denseWeight":1,"volumetricWeight":102.5,"higherWeight":102.5,"quantity":1}],"totalHigherWeight":102.5,"DS":0,"rate":1043.45,"tariffAndDS":1043.45,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1791.3949599999999,"totalShipmentCostFormula":"((tariffAndDS (1043.45) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 1791.39496","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Height exceeds 68.9 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":3.5,"width":124,"height":71.73},"denseWeight":1,"volumetricWeight":102.5,"higherWeight":102.5,"quantity":1}],"totalHigherWeight":102.5,"DS":0,"rate":1321.25,"tariffAndDS":1321.25,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1321.25,"totalShipmentCostFormula":"((tariffAndDS (1321.25) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 1321.25","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":"2026-04-14 11:34:16"} 
[2026-04-14 11:34:16] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 11:34:16"} 
[2026-04-14 11:34:16] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 11:34:16"} 
[2026-04-14 11:34:16] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":67.73,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flat-aluminum-backer/halo-Lit-channel-letters-with-flat-aluminum-backer.png","mounting_type":"Flat Backer","combined_production_cost_usd":910.0,"total_production_cost":1510.0,"totalDenseWeight":0,"totalVolumetricWeight":102.5,"bin_packing_result":[],"shipping_rates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":3.5,"width":124,"height":71.73},"denseWeight":1,"volumetricWeight":102.5,"higherWeight":102.5,"quantity":1}],"totalHigherWeight":102.5,"DS":0,"rate":1338.215,"tariffAndDS":1338.215,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2461.1649239999997,"totalShipmentCostFormula":"(tariffAndDS (1338.215) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 2461.16","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":3.5,"width":124,"height":71.73},"denseWeight":1,"volumetricWeight":102.5,"higherWeight":102.5,"quantity":1}],"totalHigherWeight":102.5,"DS":0,"rate":750.4100000000001,"tariffAndDS":750.4100000000001,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1465.658376,"totalShipmentCostFormula":"(tariffAndDS (750.41) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1465.66","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":3.5,"width":124,"height":71.73},"denseWeight":1,"volumetricWeight":102.5,"higherWeight":102.5,"quantity":1}],"totalHigherWeight":102.5,"DS":25.625,"rate":701.18,"tariffAndDS":726.805,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1125.9141874999998,"totalShipmentCostFormula":"((tariffAndDS (726.805) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 1125.9141875","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","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":3.5,"width":124,"height":71.73},"denseWeight":1,"volumetricWeight":102.5,"higherWeight":102.5,"quantity":1}],"totalHigherWeight":102.5,"DS":0,"rate":666.25,"tariffAndDS":666.25,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1323.125,"totalShipmentCostFormula":"(tariffAndDS (666.25) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1323.13","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":3.5,"width":124,"height":71.73},"denseWeight":1,"volumetricWeight":102.5,"higherWeight":102.5,"quantity":1}],"totalHigherWeight":102.5,"DS":0,"rate":1043.45,"tariffAndDS":1043.45,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1791.3949599999999,"totalShipmentCostFormula":"((tariffAndDS (1043.45) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 1791.39496","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Height exceeds 68.9 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":3.5,"width":124,"height":71.73},"denseWeight":1,"volumetricWeight":102.5,"higherWeight":102.5,"quantity":1}],"totalHigherWeight":102.5,"DS":0,"rate":1321.25,"tariffAndDS":1321.25,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1321.25,"totalShipmentCostFormula":"((tariffAndDS (1321.25) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 1321.25","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":1130.0,"totalCost":2640.0,"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":4.1246,"result":"63.7292652","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":2.127825,"result":"14.9819145","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":7.174999999999999,"result":85.7293044,"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":1.7624,"result":"84.17663","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":0.81,"result":"4.179","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":0.004582573170999999,"result":4.582573171,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.0003639629229166667,"result":0.3639629229166667,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.003471646341666667,"result":3.4716463416666667,"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":0.0071350755666667,"result":"7.1350755666667","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00346287865,"result":"3.46287865","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":0.004636643,"result":"4.636643","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00036995786666667,"result":"0.36995786666667","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":4.804547503783341,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":16.5225,"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":16.7428,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":4.6936126810805,"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":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":38.8517575,"result":"473.0476341","sign_material":"Flat Backer (2mm)","description":"Sign to be Mounted onto 2mm Aluminum Backer","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":85.56901971045937,"result":904.0168865449699,"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":"Flat Backer","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":29.6,"width_of_line_2":116.18,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":34.78,"height_of_line_2":21.46,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":6,"perimeter_of_sign":67.55,"nested_area":22.03,"occupied_area":8.2,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":29.6,"other_dimension_of_sign":67.73,"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":1450},"TATDays":14,"testDenseWeight":85.56901971045937,"vendorName":"EpicCraftings Pakistan","quotationId":1450},"timestamp":"2026-04-14 11:34:16"} 
[2026-04-14 11:34:16] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-14 11:34:16"} 
[2026-04-14 11:34:17] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-14 11:34:17"} 
[2026-04-14 11:34:17] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flat Backer","sign_height":67.73,"sign_width":"120","dimensions":[{"id":"2cce8a47-42df-440d-a136-f7c387aea643","height":19.88,"width":22.82},{"id":"14a23a52-fade-4c6a-b624-c60eea4b8beb","height":19.88,"width":19.88},{"id":"4a85efef-913b-4837-a8ab-fd3cf765a77f","height":19.88,"width":19.14},{"id":"d4477f09-6980-4dd5-853a-d6a6120d5632","height":19.88,"width":23.56},{"id":"e42fcf62-cabb-4c62-82eb-51af3c15e9e4","height":21.35,"width":21.35},{"id":"0e1e652b-ed0e-4f91-bdab-d585d92a354d","height":34.6,"width":29.45}]},"timestamp":"2026-04-14 11:34:17"} 
[2026-04-14 11:34:17] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-14 11:34:17"} 
[2026-04-14 11:34:17] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flat Backer","sign_height":67.73,"sign_width":"120","dimensions":[{"id":"2cce8a47-42df-440d-a136-f7c387aea643","height":19.88,"width":22.82},{"id":"14a23a52-fade-4c6a-b624-c60eea4b8beb","height":19.88,"width":19.88},{"id":"4a85efef-913b-4837-a8ab-fd3cf765a77f","height":19.88,"width":19.14},{"id":"d4477f09-6980-4dd5-853a-d6a6120d5632","height":19.88,"width":23.56},{"id":"e42fcf62-cabb-4c62-82eb-51af3c15e9e4","height":21.35,"width":21.35},{"id":"0e1e652b-ed0e-4f91-bdab-d585d92a354d","height":34.6,"width":29.45}]}},"timestamp":"2026-04-14 11:34:17"} 
[2026-04-14 11:34:17] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:34:17"} 
[2026-04-14 11:34:17] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-14 11:34:17"} 
[2026-04-14 11:34:17] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Flat Backer"},"timestamp":"2026-04-14 11:34:17"} 
[2026-04-14 11:34:18] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flat Backer","sign_height":67.73,"sign_width":"120","shipping_weight":102.5,"shape":"rectangular","dimensions":[{"id":"2cce8a47-42df-440d-a136-f7c387aea643","height":19.88,"width":22.82},{"id":"14a23a52-fade-4c6a-b624-c60eea4b8beb","height":19.88,"width":19.88},{"id":"4a85efef-913b-4837-a8ab-fd3cf765a77f","height":19.88,"width":19.14},{"id":"d4477f09-6980-4dd5-853a-d6a6120d5632","height":19.88,"width":23.56},{"id":"e42fcf62-cabb-4c62-82eb-51af3c15e9e4","height":21.35,"width":21.35},{"id":"0e1e652b-ed0e-4f91-bdab-d585d92a354d","height":34.6,"width":29.45}]}},"timestamp":"2026-04-14 11:34:18"} 
[2026-04-14 11:34:18] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-14 11:34:18"} 
[2026-04-14 11:34:18] local.INFO: Input Parameters {"data":{"dimensions_count":6,"shape":"rectangular"},"timestamp":"2026-04-14 11:34:18"} 
[2026-04-14 11:34:18] 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":"2026-04-14 11:34:18"} 
[2026-04-14 11:34:18] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-14 11:34:18"} 
[2026-04-14 11:34:18] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Flat Backer"},"timestamp":"2026-04-14 11:34:18"} 
[2026-04-14 11:34:46] 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\\php6AFF.tmp"}},"file_present":true},"timestamp":"2026-04-14 11:34:46"} 
[2026-04-14 11:34:46] local.INFO: Validation Passed {"data":{"sign_width_or_height":"164","user_input_dimension":"width"},"timestamp":"2026-04-14 11:34:46"} 
[2026-04-14 11:34:50] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":21},"timestamp":"2026-04-14 11:34:50"} 
[2026-04-14 11:34:50] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":21},"timestamp":"2026-04-14 11:34:50"} 
[2026-04-14 11:34:50] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":21},"timestamp":"2026-04-14 11:34:50"} 
[2026-04-14 11:34:50] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":21},"timestamp":"2026-04-14 11:34:50"} 
[2026-04-14 11:34:50] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"164"},"timestamp":"2026-04-14 11:34:50"} 
[2026-04-14 11:34:50] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"164","file_size":68960},"timestamp":"2026-04-14 11:34:50"} 
[2026-04-14 11:34:50] 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":334.24,"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,iVBORw0KGgoAAAANSUhEUgAAAKQAAACwCAYAAACB8sXMAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1de5AU9Z3/dE93z2NfLMtudF2IT9SAxigcD0+SIB7gAyyJMUaDMZVLXV2qcl55d1WWuTKpqzNXqbqyorm6CiEqkYAa4EBBDagg8YFGTcSQCKIIuLjAPtjH7Mz063N/LL8f3bML27PTuzuz25+qX+3sbs9v+vGd7/sBRIhQQlBG+wRKCa7rUlH6bolt29A0DSTP+B5x/OmQyWSQTCYBAJZlgSTi8Xh0308DbbRPoFRAkqtWrcKGDRvw1ltvobu7G+eccw5s2z7j+wb7f0VFBY4ePYq6ujocOHAA27Ztg+u6VFU1IsoIp0d3dzfnzZtHAIzH44zH4wQw6FIU5YxL13Xquk4ATCaTvP7668nB2G6E8Q2SfOaZZ6hpGhOJBAFQ0zQqihKIKM+0FEXxEfeUKVP47rvvsr29PSLKAaCO9gmUAizLwrp162DbNizLAtCnG4bByEgil8tB0/q0o9bWVqxfvx7V1dVF7x1hjOLPf/4zKysrJRdTVZWaphXNHcVeAGgYhtzz0ksvpWmaEYccAOOeQzqOw61bt6Knp0dawyQHNVaCQtd1AIBpmpLjHjhwAK+99hoiXTJCP7S1tXHevHmMx+OSg4XFHU+3dF3nbbfdxu7u7oggI5yCZVnctm0bk8kkq6qqJMEIwyasJYhdiG9d15lIJLhjx47I4s7DuBbZJPHkk08ik8mgp6dH/t11XQCAqoZze0giFosB6BPhlmUhm81i3bp1yGQyoXxGhDGAXC7H+vp6JpNJ6SeMxWI+zoYQuKP391QqRQCsrq7mhRdeyOPHj0ccMgJgmiZXrlzJWCzGWCxGVVWpqmoovsdC1i9+8YtIbEfos67/9m//dtQJcvHixRFBRuizrgH4iHE0CNIwDH700UfM5XIRUWKcGjWWZXHz5s0A4IvGiNeDZfCECdM08b//+78wDGPEPjNCiWH//v2cOXOmdMUIzjjQwjBzSF3XWV9fzwMHDkQcEuOQQ5LkO++8gz/84Q/i91Bi1kWcD44fP46NGzdGkZvxCMuy+LWvfY3AmVPHBOfECOiRmqZx9uzZbG5ujghyvOFk2pdMpjgTMY4UQcbjcSqKwtWrV9OyrIgoxwtI8uGHH5bWNQIQi/e4WCzmS7YF+ocZVVWlYRiS2AfbX8TNq6uruXTp0sgFNJ6QyWS4YMECH2fCIAQjOKYgLi/XnDlzJmOxmIy+iGMKIUicNGwMw+DFF1/MQ4cOjWuCHDdGDUn+6U9/wiuvvCLdOkGYEUkoiiITbEkikUgglUrhG9/4Bmpra+X/xE/XdaGqaqD9FUWBoiiwLAt79+7F5s2bEeVKjgOQ5L/927/5OBIK0PPE8UIkz5s3j/v27eOSJUsG5LhBVQJRKiE47+zZs9nV1RUR5FhHc3Mzv/CFL8gEiqAEKXQ8wzB8vsmf/OQntG2bjz32mE/0CsIKahCJ/cRPXdf5/PPPR7rkWEYul+MjjzzSL/E2SCKut+hLHJ9Kpfjqq6+SJA8ePMjGxkbJFYeS3Cu+HOIzbr/99qjEYSyjp6eHc+fO7ceVhMV8piWOUVVViuHp06fz6NGjdByHjuPwO9/5jvzfUKI7uq5TURRqmkZd19nQ0MCXX36ZjuOMO6IcF0ZNb28vdu3ahVgshng8jkQiAU3TZIXhmWBZVr8KxPPPPx+1tbVQVRWqqmLevHkymZekrKMJAsMwYFkWDMOA4ziwLAutra147rnnQksQLieM+SsmyccffxyxWAyO48jirUKKuBRFQSKRgOM40HUdU6dOheM4APqSIxYvXiyJe8KECbAsC6qqBkrSME0TiqLANE2ZYOG6LjZu3FjopUYoB/T29nLGjBn9rOAg4hoDWMuxWIxPPPEESdKyLJKk4zi8+OKL++mPhTrfvWK/traWGzZsoG3b405sj1m4rss333zTZzwI6zdoIVcsFpN6YUVFBSdOnMg///nPJMlMJkPHcUiSP/jBDyRBCcIMSpDiXMTniPctXLhw3FnbY1pk53I5PPXUUwCAVCoF0zSl/pjL5QKJVMdxfOL3qquuQkNDA4C+gi3btuE4DpYtW4bKykoYhgHbthGPx6VYPxMURZG6oqZp0rkOAL///e9x4MCBgq+7nDGmCXL//v3YsGEDksmkNEosy4LruoHTzhRFkbpjOp3G0qVLkUql4DgOYrEYDMNALBbD3/zN3+Dyyy+XhCsqF4PsL/RZQZiCkHt7e7F69Wq4rjuuuOSYhGVZXLlypU/senXIoCI7Xy/ct2+fT38UsG2bDzzwgHQRYQguIK96IJz306ZN41/+8pdxI7rHLIfs6OjAM888AwCSG6qqKl0yIoY8GLzHnH322Zg8eTKAPm7mui4sy0Iul4Prupg/fz4qKyuhaRpUVZW12EEgOLGInbuuC0VRsG/fPjz99NOFXHqEUkMmk+Hbb78tKworKiokF6qpqennID/TUlWViUSChmFw1qxZTKfT0rK2bZsk2dvbS5Jsb2/ntGnTqOt6QTXd4jPE7/lhzalTp0ZFYOUMkly+fHlg185gSyRArFixgqZpMpvNSrFtmiZJ0jRN5nI5rlu3zvfewWp0Bmt4qqoqq6qq+NZbb40bsT3mcPDgQTY1NYVCjCI+XVNTw/fff9+nMwpkMhmSZC6X46effiq/CCIkWAxBiuPuueeeKL5djiDJJ554oiA/YJA1Y8YMKaq9ROg1cATnFI74IFWMgxGkMKoaGxv52WefjXmCHHNGTTabhai5LsSoGAxf/epXAUA2pRLGkeM40DQNrusiFovBtm3cfffdMAwjlGrGWCwGRVFw5MgRvPrqq1FlYjmBJHfu3MmJEyeGyh1TqRS3bt1Ky7IkF3Rd18cpBZfs6elha2srzz333AHrvfP3DqJDiub5S5Ys4YkTJ8Y0QY45DvnSSy+hvb09tP1UVcWFF16IadOmwXEcxONxWJYl2+glEglYliUjLIlEAnV1dfjCF74Q2Dl+JggnfiwWw7Zt27Bz584xzSXHFEF2d3fjpZdekmlh8Xi86D1J4vrrr8ekSZN86WDCbwhAZvpYloVYLAbXdbFo0aJQ2qMItSOXyyGTyeCxxx6LekqWA0jy+eefD6Wno3fFYjFu375dGjRCZAurWrh8hD9SGD0fffQRp06dGorIFla7qCU/cOAA0+n0mOSSY4ZDmqaJ1atXS26VSqUCv7eyslJyP0VRpCEB9HGoefPmyWNFXqWAbdvQdR2O4yCZTMr/nXXWWbjjjjtkHJ0kNE3zRX5E4u+ZFnCKA4uY92OPPVbQ9UUYBRw4cEBGZEQPbwTggN7SBOBUzqTgSosWLZJ+R9d16bqu9EEKw8bLJb0x7q1bt/o+x1uXU0jtjbeMQtd1zpw5c1yWN5QNbNvmr371Kx9BAf1DcAOtfGtcvD+ZTFJVVa5ataqf39FxnH7JFYIgvaK8q6uLU6ZMkQToLXctRLUQDnbgVLhz165dHIvGzZgQ2aZpYv369UilUj7fY9B8R8MwpF8xl8shHo/DNE1ceOGFuPbaa3178WSSRr5B4/0sYV1XVVXhtttuQywWkyJY/I8nkyiCwLIs6Loumw9omobHH3880HsjjDC6urq4c+dOTpo0SYpp78yZIMswDB83FcbD9773PSmahbEiOKNlWXRdV3JGbyhRcFDHcfjee++xvr5eilx4xHXQ9DRN03ycvLq6mmeffTbffffdKOmi1ECS3//+930EJXrtBFne93nFoqqq3LBhQz+90CuaTdOUemS+Be4l0kWLFvl0wULn4Hhn6Hizle69994xKbbLGp2dnbzgggskB/Fm+ATRIUUXM0GEYp/58+fz8OHD/YjQS5z5eqRlWT5OKYh15cqVPu5daBRJnCPyvmznnXcejxw5EhFkqcBxHD722GPyAXvbl3hzIM+0xHvEQxd7Pfjgg1JM27YtX3utbMdxfL/ni24h0g8fPsy6ujofdww64NNLvIIYvRx27dq17OzsjIiyFECSM2fO5MSJE336liCyoJxIEGMqlZJi++OPP5ZEWCwymQzvu+8+SYgDfYGGuubMmUMyEtslgc8++4wNDQ0+TuN1kQRZA/V+nD59Oru7u31+xqFCiPudO3fKOplCz/FMq6qqiocPHx4zBFm2bh/TNPn888/j2LFjvqo9UZcCBHP7CFeKt9T1rrvuQmVlZSjnKSJAM2bMQGNjI0zTlJ0twkB3dzeefPLJMZ1wURY4evQov/zlL/v0MS/X8TqhB1vCSW0YBqurq/npp5+SZCgckjzlKL/nnnt87frC4JKGYfCSSy4ZU1yy7ECSv/3tb2Vj+nw/IgrUz7xWrOgW4Y3MFAOvMbRv3z5+7nOfo6IoBTdMPd0SRD1WZiaWrcheu3YtXNeF67qye0QsFpOrkFxE0cVCVVXcfPPNAMIbTSwiOY7j4KKLLsLkyZN944rDwi9/+ctQ94tQAHbv3s3a2lpfYT1wqiCrEO7oTXaYO3cuP/74Y2az2dDEteCQopfkf/zHfzAWi/m4cjErHo/L63355ZfHBJcsK5Dkf/7nfxInLWox4wVAv5zDQvx8sViM999/v4+YwiLKjo4O+frYsWOcPHlyaAQplq7r/MY3vjFm8yRLFiQ5bdq0wA80SJmp2OvYsWMy/OeNzhSDnp6efq/vvfden3NbNDTwnnNQo8cbjqyvr48Gwo809u/fLx9CEA4YhCBVVeXFF19Mkj5xLazjYjBQqtq7775L4FQj/XwV43TZ5QMtbwtAVVVl78qReyLhoqyMGpJcu3atTMcqpAvu6SB69Cxfvtz3e1hQVdV3npZl4Utf+hKamppg2/aAxlPQtDTvseK8n376aeRyueJPPMLgOHDgAKdOncpkMhm4TcpgHNIwDFZWVrKlpYWmaUrjIyz90buPcCU5jsMHHnigX3aR+FnIMHnBIYUKMHHiRG7durWsuWRZIJfLcf369fIBAsFi1UFE9rJlyyTBiNzHsOLYQhd1XVcSZE9PDw8ePMiGhgYfYXnn3AS9Pm/cXhy/fPnyiCCHGyT53e9+tx9XQQgEuWnTJtnBjPT3Dg8DIiNIcEtRmzN//nzfeea7sYJwSBFl8jrbzznnHH744YdlSZRloUOS5HvvvYetW7dC13Xouo5EIhGKrnf11VfjmmuuGVAfDVOXtG1bTlsgCdu2sXTpUlRVVUHXdZDs1wI6CD2JuYpCV9V1HUePHsXKlStDO/cIeSDJ+++/X+pK+VMLzrQG45A/+tGPJOdqbW2VnDEs7ijcSF73T2dnJ0ny8OHDbGpqkiUT4pryRfdgyyuuRUy/sbGRvb29ZcchywIkWVtbKxV9ocAHiQd7kxmEISRKAhRF4e7du3nixAlJLF4XTX5JwnDgxz/+sTxXkcQrri3IF+50x6RSKW7ZsqXsBsKXvMgmyV27diGbzSIej/sq94K4fVzXleLdsizE43F0d3cDOJUSVlFRAaAv3uwV04VM5BoqFixYIAcztbW1QVVVGIYB0zQDTXEQxwj3j+gx1Nvbi+eff74gF1IpoOQJEgBWrlyJbDYrCUS0vguq43kTGbxjN7797W+jrq4OmqbJMlXvsSMx2u2yyy7D5ZdfLpMwRH/yQiDOHzjVeQMAnn322XE3VmTY0dzcLFO2RE3JUCauet+TSqV41llnsb29XUZS8qMpYfkhB0M2m+VDDz0kLWZviUPQEgyvTzbff/nf//3f0TSwsECSa9eu7acviteFJLjquu4jyjvuuIPkqd7g+YVaYRk1QdDc3OyrKxfnGdStNdAYEuEOmjVrFltbW8uGIEtaZLuuiy1btgAoLJw2ECzL8oXqvv71ryOXy0HXdTn8iCfdMY7jjKjuVV9fj4ULFyKbzQLo6zEJBFMZeFKnFmNIxHvEWJF33nkHr776KiIuWSRIcvv27WxqaurHAQodlO4VfYZh8Morr2Rrayu7urp8nMqyLOZyuX7iezghIjjr16+X7p+hqCaCIw40t3vJkiVlU79dshwym81iy5Yt+PTTT33daYE+y1K8DgJhiQrr9eabb0ZdXR2qqqrk0CN6hiuJzwsjeWMw2LaNRCKBq6++GldddRVUVUVvb6/sVz4YxLl653V7C9ZisRieeeYZtLS0RIVgxSCXyzGZTAYK/Z1pebuMCc66e/fuEdURzwRvr/IHH3xwwPMudHmbneKkVLj33nujFn5DhW3b/N3vfifzBYshSJx8IMJguPLKK6VIDisJtxgIYyqTyfCNN97wGW9D8SYgjyCFCP/85z/Pnp6ekifIkhTZruviqaeekr65YiDix2LM8He+8x1omgbTNEfE8R0UjuNg5syZmDFjhvxbGIVgQr05ePAgduzYgUwmU/JEWXL46KOPeO655/q+7UPlkN5Sh4kTJ7KtrU1ypFJBNpuVYcoVK1bI7O+h1m3ni2xRe3TrrbdGfYAKheu6/PnPf+6zrIsV2UIfu+aaa0j6KwFLAaJUwrZttrS08KKLLiqq74+XIIXTPB6P83Of+xx37txZ0kkXJSeys9ksnnrqKelbCwsVFRW4/fbbAfSJMSHCRxuWZfnGhzQ0NGDu3Lmhpb6Jti25XA7Hjx/Ho48+imQyGcreYx62bXPz5s3SHxeGUSOMhGuvvZafffYZSTKdTpeEQUOyX5VjLpfjU089Fbid4EArX2SLvRRFYU1NDZubmyMOGQSO42Djxo1yMFCY0ZLFixfjrLPOksaMrutIp9Oh7T9UiAwmAU3TMHfuXDQ1NfkSQYaKWCyGdDqNWCwGwzDQ2dmJF198Ea7rlixRlgxc15W9HgvpMus1XAR3EOUAgkscPHiQJH3NRktBh8xvES30yZ/85CfyekTCrmEYBbuChBTxdriYMWMGu7u7S5IgS4ZDOo7Dp59+Gj09PXJsW1AdT8SARSyXJ8sBeDLOe9NNN6GmpkYeI3oClYIOqeu6lAhiABMA/N3f/R2AU1LCdV1Z/qAoilyDgSSqq6uRy+VkBGffvn145513SjJyM/pP5CQymQxWrFgB0zSlkh+EYLy5gCJBQkC8/+6770ZlZaX8n0igKEWIaWBXXnkl5s2b5yNAAHIsCBBcpRH3wXEc6LqOrq4urFu3bnguYCyA7OswK0SvtxE9BhFJ3pYk4ngRodA0jZWVlWxubibpz3H0VhmOJrxTwYRvVPhK161bJ9UX4b4RIlz8fbD7k1+3Ld4/ZcoU7t27t+RKHEqGQ27atAmZTAaKosj2eAwgUQSn83JHMY/QdV0sXrwYkyZNAtDHUUT0pxTEtReu6/ZLArnxxhtRU1Mj/y6qE0XSRRAOKaI9IipFEqlUCocOHcJvfvObUAynMYfDhw/z8ssv9ynshTqG85s3AX2Rmeeee87HkdLptORIpQLBGU3T7Jf6tnDhQnk9+QkXQbp3eLtgiOOFK+zCCy9kNpuNOKQXJPnss89i//79vnQrkWBawD4A/NNahR7mRTwelwm4LBGd3svlvQ5xy7LwrW99C+ecc47veMHdg6Sn8WSdED2j7EzThKIo2L9/P1544YWSMm5GnSDT6TRefPFFaWlqmiaNmkJEkng44t6mUilcddVVqKiogOM4UlTHYjHZjGkk8h2DQERObNuGYRjIZrOyqO3GG29EU1OT73hN0/oZcKeDqqqy2lJ8EQ3DAEkYhoEnn3wSx48fH5brKkt0dHRw0qRJPlErREoikQgUqdE0TdZai0L5RCLBP/7xj7RtW9bIiBYm5QTTNLlmzRqfCB5oatlQVyqV4uuvvx5xSKBPXD/99NPo6OiQ7UC8XFH4FweDqqqy1lpkfy9atAiTJ08GEG7EZ6Sh6zpmzpwJVVUxYcIEafxomhYKh+/t7cX27dtLSmyPGjo7Ozlnzhz5bfe6MwrJ9smvmQHAjRs3kjwVkSlXDkn21frMnz/fF5MOgzuKNWfOnCgtjSSfffZZX+mn17L2+s2CJFd4xdjZZ5/Nrq4uX2u9ciVI13XZ29srfZIAQu1Prus6KyoquGbNGpKjzyVHVWRv3LgR2WwWiUSiKPEjLGahwC9YsABVVVXSmswPs/FkQVcJ3P9BwZORmcWLF6O+vl7+DQjPl5pOp0umW9qoEeShQ4fw6quvAjh1g71tRAohUE3T4Lou4vE4AODWW2+Vela5Q7SvjsfjuOGGGwD06daFzuI5HcR927lzJ/bv34/RLgQbFYI0TZPr16/H4cOHAZzyw4k+2YX0+fZGX0ji6quvlgmuYQ8nGg14fYd33nmnNNTC4u7CCLRtG48++mioPTGHglEhSMuy8Nxzz/XLexQ3uZCbLThqTU0Nstksrr32WtTV1cmm+GeysMtBZBuGAcuykEwm8ZWvfAWXXnqp/KKFIbJJwjRNaJqGX//61+jq6ip6z2Iw4gSZy+XY3t6OV155RRKE4HDCYU1Py73BEIvFoCgKOjs7UVlZiVtuuUX+bzA9Ueiepb50XUdnZycURcF1110nJUgY7iyh1hiGgebmZvzmN78ZVRfQiBOkruv41a9+JaMHxUIYLpMmTcJ1112HKVOmAICvfV85w3VdtLS0oKamBqqqYtmyZbAsKzT9WOjqgutu2rQplH2HihHX+ltbW/Hoo4+Gtl9NTQ06OzvR2toKy7LQ0dGBqqoqnDhxArlcruwNm5qaGpBEW1sbent78eGHH2LChAnIZDKhzKMRsX8RWPjDH/6AN954A93d3ayqqirfiEIQkOT//d//Sb8jAvjJgvghk8lkQSUP5bZE86lJkybJ+xamY1zcR13XmUgkeOedd46aT3LE2cfGjRtD51r5+mZVVRVs24ZpmqNuNRYLkQMJAG1tbT6DJqypY4lEApZlwbIsOI6Dl19+eXxMA9u/fz/PPffc0GcVIu+bPpaXKNYSSSTF7jdQt17DMLhq1aqSiNwMGxzH4X/913/5LjyI2BmMIBOJhG8cmwg5itfe/5XrElWH4t4VU7Odv7x7ecO1M2fO5NGjR8cuQeZyOc6ePdv3LUSAGxaUQ4o4uDdlLcj+pb7El1YQpdAngcJKhc+0xOwfkVku7uXmzZvHZgs/knzzzTd9GT1BCTJaw7+8pRHeQruvfe1r7OjoGFGCHBE/pG3b+OUvfwnLsnylBmMhtDcWMJBhlMlksGfPHrS0tIzCGQ0z2traWFNT4xML3qKsaI3u8uafeg1NRVH48MMPl1whWFEgya1bt/rEgaZpofrRojX0NZCu7e1NOWvWrLGlR7a2tvKOO+6QF4rT3IRojc7y6vLeBGkvp9y+ffvYcAGR5CuvvMLa2toBb0Aktkd/eQkv39AUjOPGG28cOwT5/e9/3/ftG2giV7RGb+W7zvIbNIiOa7t27Sr/EXUkWV1d3W+sWySyS2vl6/NCh/QOqLrvvvvKm0uSfZO4vBGHoB1w8zvAAmB1dbXvGxwZRaeWt+jLW58ext5in/PPP5+HDx8edoIctuQKkvif//mfovcRcwh7e3ulvyyRSPh6Qo5nOI4jm3Qlk0mZRsaTrVOKZWrinh89ehQvvPACXNelqqrll5bW3Nwsw13FcEgvJzQMgxMmTJCRhTDLQct1iX7sYokUsrD213WdiqJQ0zQuXrx42F1Aw8IhHcfhmjVr5ASAYiDqYlKpFNLpNEzTlP/LZrMl11ZvpCE6DldWVqK7uxupVEpyycrKSvT09BS1v+CyyWQS77zzDvbu3QvHcRiLxcqHSx45coTXXXedjAAUwyHFMYZhSG7g7ekz0PvH0xKeivxEi2Lm3OQ/C+BUkvC//uu/DqtxEzqVk+SLL76Im2++Gel02sfBBrqOgf4mipcURZEJqqZporq6Gl1dXZg1axa6u7tlAdR4hmEYaG1tRSKRQGNjI3bs2AHXdUPhjgJenf2ss87Cvn37UF1dPSwcMnSRbZomNm7cGNrIjVwuh7q6OnR0dKCrqwt33303HnroIdTU1KC9vb3sa2aKRS6XQzweRyKRQDqdxooVK/DDH/4Qvb29oewvhggItLS0YN26deUjttvb29nY2OgTHcWIbG8C6ZQpU/jXv/61vP1hwwySvOKKK0Iz+Lx1S0Cf+23u3Llsb28flmcQqkVwMpECR44cQW1tLQDIERzeIemF9NbJZrOygemCBQtwwQUXQCnn/nojgJtuukk2YRAqk6IostGpQCHqjiiXTafTeP/99/G73/1uWOq3QzdR165dCwDo6OgIbbyuuO4vf/nL415nHAy2bWPJkiWoqqqSPY+EpZzfLylIgZiiKFBVVba7cRxHdj0ulQ7Ep8UHH3zga6vnTbcvZOVHalRV5QUXXDC2azxCBEkuXrx4wPwBTdMKKn0QIUTAn6117rnnsqWlpXQ5JNnXDVf0yQYQimJdUVEB13Vxww03oKGhoej9xgv+/u//XkoTb1e5/C7FQeD1lBiGAUVR8Mknn+DFF18s3c67bW1tnDZtmvTqF+Mj9HJIEZXZsWNHZMwUgGw2y+nTpxPoi7Z4G7qK10GSXPKTqb3c9pprrqFpmqX3TEhy48aN8sS9FjVCENkXXHABu7q6Su/CSxgk+c///M8+8ewNNAyUajbQyn+OgiDFs37ttddCZRShiWwxdB04NVUrjGZSAHDbbbehsrIylL3GCyzLwi233ILGxkb5N+8oEWHwDAbhDREGqghGCHXgiSeeGPUWfv1w/Phx1tfX9ytxDYNDTpw4kW+++ebYKjQaIbiuy9mzZ8tkC2/SRf5UsNMtwWG9/ZO8XLaxsbG0ZiaS5I9//GMmEgmpNxaiQ+aLefFa/Fy6dGnpXGyZgSQfeeQReY9FkMEwjMDMYrBGDZqm8Xvf+17p6PfNzc2cO3duv4sQqWcIcMEAfMTs7dDw4IMPls7FliE++OADnn322fJeG4YxoDvodCtI55CLLrqodMobXn/9dd+3TRBW0G+g6Fkj3ifEQiqVYk1NDd9+++3SuNAyBUn+0z/9k0/6GIYROOM+aCubbdu2jT7jME2TP/3pT6WOoShKwTFUwU3zOaWiKFy2bF3Xw5EAAAjUSURBVBlzuVxEkEXAdV3u2bOH8Xhc6o2KoshSh8FWEJGt63ppVCZ++OGHvOKKK3yczasTIiBRenVGIeoNw+DmzZtH/yLHAFzX5dSpU/vp9mGJbJGnevDgwaKf1ZDdPiT58ssv409/+pOcuArA5/oJEhHwxrtJwrIsuK6LxsZGzJkzJ0qkCAEkceutt8K2bZ87LqxmriLvcsuWLaM356anp4cLFy4k0FfpJr4thTQjFccN5ERfvnx5aUYByhCO43DPnj2cOHEigT5rOywr22sgzZs3j3/9619H/pn19vby6NGjrKys7EdQwtdVaO9C4YqIxWJMJpP89a9/HYnrEJHL5Xj77bf7jMcwGsbquu7zOz/++OMjr/ebpsl77rknlM4TQtGuqamRhHnJJZewtbU1IsYQQZIbNmyQ99vbkbfY5Z1zft555408IyHJ8847L7SL8aY4AeD9998fccdhwN69e/nFL37RZ20jhGcoGJOqqqytreVbb701bBnl/eC6rrCmQlvCVRSLxVhVVcU//vGPEUEOA1zX5QMPPBDqs8uvndd1nT/4wQ9GTv8nyfvuu49AeGWo3gySJUuWsKenJyLGYQBJvv/++wTCa5zv5bJCDfj85z8/MgyFJN977z3W19cHDs4HuSAR0gLAVatW0XXdiCCHCa7r8rLLLguVSwqi9Hbi/f3vfz/8xg1J/uhHP5IfHsbFeCMzqqpy7969ETEOI0jy4YcfDpUgvYYSTkq8hQsXDn9STDab5cyZMyUhhdGBzBvRWbBgAXt7eyOCHGZ88sknnDZtWmgE6Z1vI35XVXVIY0UCR2pyuRw/+eQT7NmzB0BfhEWMFS4G3lqPW265Bclksug9I5wZjY2NWLBgQSh7qarq67cEnCpdfvzxx0P5jAGRyWR4//33y29DftetoS4hsqdMmRJVFY4QTNPka6+95rv/yWRSvi4kXxLoX+agKArj8TirqqoKfqaBOaSiKNiwYQOy2Sw0TQuFOwKnitUbGhqiMoURgmEYSkNDA2bNmiXLEzKZDGzbRjweh2masr9kECiK4juWJBzHgWVZWLFiRfiViY7jcMeOHdKYEQZNWG6fRCLBn/3sZ5HvcQSRTqf5yCOPEPDXzwufcCGRHHFsPleNxWK89NJLw3+u2WyWd9xxh2+4JRCep3/69Ons7OyMiHGEsW/fPimi8xsIFGKwCg/JQPRgGAbffffd8IjSNE2+9dZbrK+v93UuCEuH1HWd//7v/x5xx1GAaZqcP3++fA7ewVZDceudjkH9wz/8Q3jPlyT/5V/+pV/FWVjcUdd1vv/++1FV4SjAdV2uWbPGZ9gA/tg0hkCU+bTR1NTEDz74IByiPHHiBKdPny4TILwiO4xe1tOmTSudAqFxiGPHjvGqq66SnNH7cygrP5tc0zQmEonAUvCMVvZJYwaHDx+WllM2m0VFRQUAyK6qxeCmm24quNdMhPBQV1eHL33pS0gmkzLrv5CuZvmVAYLmxE+x1+rVq9HR0VHcyVqWxcWLF0t90avoeq3tMy1vEF+Igurqavm/48ePR9GZUYRlWdy2bRuBUyHAsCesiUz1VatWFSe2W1paeP7558uNvQkVhbB1b0axt7vF0qVLI2IsAbS0tHDRokXy+eaXJBezvPrk0qVLh06QlmXxiSee8OkCXmW3kGwfwRGRx2V/8YtfRNZ1CYAk16xZIxlFWBMcgFM+TmHFf/zxx0N73t3d3Zw3b56PO3ot7UIIUhCy+DlhwgRWVlaK3LwIJYBDhw4xmUxKQzWsHuWCwAXtPPTQQ4Uzoa6uLr7xxhtyQ6Ev5s9TDsLSvQ5TcZEVFRX89re/PbYGg5c5stksb7755n6qVRhLqACqqnL27NlMp9OFPXeS/OEPfyg7E8BDXN6ePUF8kd5uFt79ogakpQXXdfnCCy/41KqwQsMikiN6Nv32t78t7NkfO3aMV1xxhbSQ8xtWFvrtSaVSvt4yEyZMiEKFJYhsNsvLLrssVGs7v0Wjpmm84YYbgj9/13W5adMm36bxeLxfu5NCIzWifhsAb7311sgZXoIgye9+97uhGjZecY2TtBSPx7lnz55gopskr7zySgLhmP3eqQxiENLu3bsjcV2CIMk333xTziYPY1alV13z2hDLly8PVjv1ySefsK6uLlTTv6KiQn5TmpqaCldqI4wY2traeNddd/lcfMUQJOBPaRN/q6urGzB51xc6tG2bW7ZsQVtbW2iD0XVdRzqdhm3b0DQNixYtQiqVCmXvCOFj4sSJ+OY3vwnHcUKjAQHXdRGLxRCLxdDW1oZdu3adOXm3s7OTV199taTiMKwsr2E0efJkbt++Per5WOJoa2tjQ0OD1CWL4ZBej4xQAUXbnGXLlp0+UkeSL730ks8yClNsG4bBZcuWsbu7OyLGEgdJ3nXXXaGIbOFo9zI3TdOYSqWYSCT4yiuv+OwJKbIdx8GmTZsAnMrQCKt/oGEYcBwnGu9RRrjzzjtDycLKZrPQdV1mElVWVsK2bWQyGWSzWTzzzDMDv/Htt9/mJZdcIik5Ho+HkoQr3D11dXVsa2uLuGOZIJPJcM6cOaEYNV6Xn7DgcVKdu/jii7l7924/h/zLX/7CN954A3v37pV5bGKccLGwbRuqqmLq1KkRdywjJBIJLFy4sOh94vE4bNuWBlJXVxeqq6sB9I063rt3L15//XX47Ir9+/ezoaGBQF9UReiQQTLCB2toKTju6tWrI99jGSGdTvPgwYNsamqSdIGTz1w0qkVAKXmmFYvFWFtbK12BGgAcOnRI6gsiI1zI/WLHw+VyOVx//fX46le/GvULLyNUVFQonZ2d/Md//Ef89Kc/xYkTJ1BdXY2Kigr09vbCtm3U1dXJ/uKng+CM4tF7M8pJIpvNIh6P49ChQ33HAcCRI0eo6zomTZqEnp4euK6L6upq5HK5QU98MKan67r3pCKCLDOQZHt7O2pra5HJZNDb24sJEybANE04jiNHUZ8OwkAeiCCBPiOnp6cHlZWVEX1EKD38P1wCjk6rSJhjAAAAAElFTkSuQmCC","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":"2026-04-14 11:34:50"} 
[2026-04-14 11:34:50] local.INFO: Nested area calculated {"data":{"nestedArea":11825.197500000002},"timestamp":"2026-04-14 11:34:50"} 
[2026-04-14 11:34:50] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"c9412d3d-63fa-487b-b2f0-0d051aa2b5c3","height":22.78,"width":19.97,"perimeter":108,"area":283.67,"image":"data:image/png;base64,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"},{"id":"7b0d2e4a-78dd-4ba5-90e2-40682ccea8fa","height":30.66,"width":18.92,"perimeter":98.57,"area":397.81,"image":"data:image/png;base64,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"},{"id":"aec4e575-e6e1-4c11-b9b2-604d0aa1d7fc","height":30.14,"width":28.03,"perimeter":115.8,"area":334.17,"image":"data:image/png;base64,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"},{"id":"9270e3e9-1cc3-40ea-8ead-c4078235877a","height":21.9,"width":20.15,"perimeter":113.54,"area":167.67,"image":"data:image/png;base64,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"},{"id":"4a6ba945-b1f8-4160-9b51-293b9308d0ca","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/dAqSTpRbgCWnasjzhoUAKyfBmaZJiqLQwMAA9ff3l2RR1ywVTzpRLh3SMAwBQrFTaewoOY4TmHs9fvz4GbH+dSqSTpSzkaZpirQKouKy8+V8KV6Ipes6tbW1zQL7FZFOlHOXR0ooK0Ryefk958pms1lyXZe+/PLLM2K+dSqSSpQDpqysbNiXhapkx3EEqLyCzDRNOnny5IxPVJuqpBLlDsxraGgQalOe4S9GJcuJapzP09nZWeo6z1IBpBLlFuRefPHFuQvSGpt8mXWjkdwJPM8jx3Foz549w3Y0maXJJ5UoB8L5558fWKDLNreQ4EK+tFOinIretm1bSSs8S4WRSkRk27ayaNEiIqJAmmShJCetEVFgf4Vt27bNjmW/Sjp69GjgRI5ijgcNbwcnHwRUU1ODI0eOzKri00xCLOfMmSO2FCA6lZJaiOSGs/zlfaJOnDhBBw8eLGmlZ2lsEqgZhkHV1dUiilSMv8NOltwJeK8/AHT06FHKZrOzUnsaSSDhOA594xvfoHQ6TYlEghRFKWq1eXgtLa/+IiJ68803ZwMVp5kEsNFolBobG6myspJOnjwp9sMtRUjwww8/pJaWlgk/Z6YQcOrYUpkymUzJer+IIyqKonz22Wc466yzhu3LN1FqaWmhl156idLpNGzbPqOn8ADg2WefpSeffJKy2SwtWrSI5s+fT7W1tbRkyRJqbm7GOeecQ+Xl5SKjJR6PE1EOo0LfE7jR8zxcd911tH37dspms6QoSslCgpdddhnt2LGjqMrNRAKACy+8kA4cOECpVIpM0xQbZhqGQYlEgmpqamjevHk0d+5cKi8vJwA0d+5cWrhwIdXV1VFZWRmVl5dTTU0NVVZW8mK3kfkKAA8++GBRx1AXWsrLy/H555/n3b/+TCEA2LJlC4gIiUSiYB7zgRnygUx1dXW4+uqr8cMf/hDr16/Hc889N/LpWb7v46WXXgqMQ8d78G++yt1zzz04k8OLqVQKN910kzinjujUka18WgcfuswnWfKhG/L3fKoKF9M00dDQgDfffHNk3h47dgxLly4VLy7mDNSRCve0RCKBgwcPnrHAtrS0IB6Pi8ORmLcySJSHf3zoI9/LJ47JgaGmpiZ89tlngrfDog91dXVis+RIJFKScKDneRSPx2lwcJBee+21M3JSoKenB88//7zI4LRtW0xxckqSnGfG8Xp5czS+13XdwIZplmXRBRdcQE1NTSNXwPd9fPDBB8MO/smnAkbrZUqew4BUVcWKFSvQ2dl5RqlkANi3bx8WLFgAIkIsFhPn1BUaumX1zPzm8C///oUXXkB/f//oPO3s7BSVoKFY8ESB5YpomoabbroJZ1IkynVdPPjgg8IkMU9kh2i0wieWEQUPVeYjWmKxGHbt2jU2PwFg3bp1IModbTlRYKuqqsT1aDQK27bR3Nw84oF7M4my2Sz+9a9/oaamJiAoVIT/Ih97xkeoE506LPjGG28sLLgBAHv27MGcOXMQiURKIrHyUZu2beOaa645I9QxAPzgBz8QHjCN0yGVjyXlZ0QiERiGgZdffrlwXgLAnXfeWRJVzH/lU4uJCBs3bpzR4KZSqYC/ItvTkfg2UmH+8295DHzllVfmPSlrREomk3jllVdGHT8VCmxFRYXosbZtQ1VVWJaFmpoabN68eUaCCwCtra246qqrAkDKnTsWixUEajiQEYlExPP++Mc/Fs+/3t5e3HrrrSVRxXPnzhXg8ljMtm1Eo1GcOHFixoHb0dGBX/7ylwIIVsNyMkOhKlm+T9d14XRddNFF2Lt3b/F8A4BXX311wsCyfZUNP6slTdPwzW9+E4cPH54x4ALAhg0boGmaADQWiwkHSI7sFXooJB90yHxLJBK4//77x88zALj88stF5cKHBI/3tEoZeE3TcMstt6C1tXV8B8pPIerq6kJLSwvmz58/Lr6MVGT1S5Qb9rz//vsTA3bz5s2BMRcPlsPOUDElrKqJCKtXr0Ymk0FXV9e0BBfInfB81llniTaxtppIkeP1pmnCMAzcfffdE5+/9X0f3/nOd0CSITcMQ7jg4ylhYG3bhmmaWL16Ndra2ko66Xw6yHVddHV14cYbbwRRzqeQ7elEimmaQlp1XcfZZ5+N3bt3T9x0AcDbb7+NFStWCDD5RcW67VxkYPmZ3GmuvvpqtLe3T5spPj78d+XKlbBtO+DFFur5jlVUVRVRp4ceeqh0/ojjONiwYYPQ90TD3fBiSngqiq9bloWysjKcc8452L59O44fPz6lw48AsHfvXiQSCSGh3J5SzWmz8CQSCVxyySVobW0traM5MDAgxmXcgFJILBGhoqJC2HB27w3DwG9+8xv09fVNOekFgJaWFqxfv160h4HksToRlUQdyx1/69atpR89AMDWrVuxfPnyouOd4RIGlrUAFw5qVFZWYs2aNXjllVdE0ldJG1UkAcDAwADef/993HXXXcI3CAcg5GsTLYqioLKyEnfcccfktV8eo01kEl4GlpnB//NYjW2KqqqIRCK4+eab8c4773wlAHueBwBob2/Hr371KzEm57rKHZOvyZkSEymmaeLss89GZ2fn5Goux3Hw05/+dJiqsW1bqFNuaCHj3HxBD7kYhiFcfl3XsXr1avz1r39FT0/PpAPsOA4A4MMPP8R9990nZqo0TRumZcbbPlVVhZDYti2GSDwBU1lZiddee23yO7Prushms1i1atUwcImCUaVSNJzvY8/QsizEYjFce+21+N3vfof9+/fj+PHjyGQyJWk8APi+j9bWVjQ3N+Pee+/FBRdcMKx9VKApKqTjEhHq6+vFb+RO88wzz4ycqFZqSiaT+Oyzz7Bo0aJAA6qqqkRj5TnIiTRcHjIYhhHoMPF4HIqioKmpCevWrcOWLVtw9OhRpNNpobJd1wUPSWTyfR+u66K/v198f/jwYWzcuBE333wzamtrxTvluhazYK2Q9smOF0mgVlZW4u6770YqlSoa1Anl+ALAW2+9Rd///vcJgDgeRFVVcb5dQZUYI9UYQ+uAiEhsgBKPx8W5efLZNfzuaDRK1dX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"},{"id":"ad209a24-d526-4947-ada7-a61e6a76e6dd","height":30.66,"width":18.92,"perimeter":98.57,"area":397.72,"image":"data:image/png;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"},{"id":"4ec0e8e8-0069-4f59-ba27-9d47d6b45c09","height":30.14,"width":28.03,"perimeter":115.7,"area":334.24,"image":"data:image/png;base64,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"},{"id":"15eed74c-dbe7-401d-b468-bfd5ac3767ac","height":21.9,"width":20.15,"perimeter":113.79,"area":167.81,"image":"data:image/png;base64,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"},{"id":"80082b2a-fc21-4c3e-a87f-c8b574338b01","height":22.78,"width":19.97,"perimeter":108,"area":283.64,"image":"data:image/png;base64,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"},{"id":"bd6f2ab5-29f7-488b-a414-9f41160d99f1","height":30.66,"width":18.92,"perimeter":98.57,"area":397.81,"image":"data:image/png;base64,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"},{"id":"48c25338-ed68-444b-b9f9-8c3b421a5dd9","height":30.14,"width":28.03,"perimeter":115.8,"area":334.17,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-14 11:34:50"} 
[2026-04-14 11:34:50] local.INFO: Number of letters detected {"data":{"noOfLetters":21},"timestamp":"2026-04-14 11:34:50"} 
[2026-04-14 11:34:50] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":2176.46,"perimeter_in_feet":181.37},"timestamp":"2026-04-14 11:34:50"} 
[2026-04-14 11:34:50] 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":"2026-04-14 11:34:50"} 
[2026-04-14 11:34:50] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":39.32},"timestamp":"2026-04-14 11:34:50"} 
[2026-04-14 11:34:50] local.INFO: Average character height calculated {"data":{"avgCharHeight":27.99285714285714},"timestamp":"2026-04-14 11:34:50"} 
[2026-04-14 11:34:50] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":936.0,"originalHeight":779.0,"ratio":1.2015404364569962},"timestamp":"2026-04-14 11:34:50"} 
[2026-04-14 11:34:50] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"164","otherDimensionOfSign":136.49},"timestamp":"2026-04-14 11:34:50"} 
[2026-04-14 11:34:51] 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=\"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":562.5929291125638,"original_contour_points":122,"approximation_points":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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+u6HfsQ1etcLtd1e163oo4JgqBjT4Nt27pOtm133fWitvqsVNSx27dvl99++627ZomIvPPOO3o3qWpMo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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":"c9412d3d-63fa-487b-b2f0-0d051aa2b5c3","height":22.78,"width":19.97,"perimeter":108,"area":283.67,"image":"data:image/png;base64,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"},{"id":"7b0d2e4a-78dd-4ba5-90e2-40682ccea8fa","height"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FIgI3//+98+YdulTha5evbosR30g+L6PaDQqnPLbbrtNWLBhXH8kgJeAW5YFVVUxb948zJkz54xknZUk8Pjx4/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":"aec4e575-e6e1-4c11-b9b2-604d0aa1d7fc","height":30.14,"width":28.03,"perimeter":115.8,"area":334.17,"image":"data:image/png;base64,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"},{"id":"9270e3e9-1cc3-40ea-8ead-c4078235877a","height":21.9,"width":20.15,"perimeter":113.54,"area":167.67,"image":"data:image/png;base64,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"},{"id":"4a6ba945-b1f8-4160-9b51-293b9308d0ca","height":22.78,"width":19.97,"perimeter":108.35,"area":283.57,"image":"data:image/png;base64,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"},{"id":"4ec0e8e8-0069-4f59-ba27-9d47d6b45c09","height":30.14,"width":28.03,"perimeter":115.7,"area":334.24,"image":"data:image/png;base64,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"},{"id":"15eed74c-dbe7-401d-b468-bfd5ac3767ac","height":21.9,"width":20.15,"perimeter":113.79,"area":167.81,"image":"data:image/png;base64,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"},{"id":"80082b2a-fc21-4c3e-a87f-c8b574338b01","height":22.78,"width":19.97,"perimeter":108,"area":283.64,"image":"data:image/png;base64,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"},{"id":"bdd755db-6ec7-4190-8d96-16fe68247009","height":29.61,"width":10.69,"perimeter":83.73,"area":127.07,"image":"data:image/png;base64,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"},{"id":"bd6f2ab5-29f7-488b-a414-9f41160d99f1","height":30.66,"width":18.92,"perimeter":98.57,"area":397.81,"image":"data:image/png;base64,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"},{"id":"48c25338-ed68-444b-b9f9-8c3b421a5dd9","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":"2026-04-14 11:34:51"} 
[2026-04-14 11:34:52] 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":1451,"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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FRcVrPnmjEbR3quuu6pOs63XTTTeS6LhmGIQQmd5OxoYg1G88iHMehbDZLAwMD9NxzzxHgN699wGazWTp8+DDpuk62bYveMVqKRqO0YMEC8VyiU+MSJuhapHKSvNXfxz72MSEs5eLv1q1bRcI6k+\\/J7e3tdODAAfHCcr24qamJLrnkEiIa7KHc+wCMbB42BeiSSy4h13XJ87whJX2k9Nprr+X5AwRyjuNgx44ddOjQIcH4cjH9vPPOo0WLFhGRX215nle2zjPRiXl52WWXic88No+W0uk09fX1+a4JrmqaRtu3b6d0Oi2ALddUZOHChRSLxYho0BhjMLnXTnXCye36iIiWL19O9fX1Ze3QhmHQe++9R\\/IyTN\\/T9+7dK8a9QCBQtvHv\\/PPPJ6LBjsJGA1uRZwOxIUpENG\\/ePGpubi5r2x3Hoddff90nJOLprutSR0cHua4rLNly0bx58wZfJkkqgLLNkScLeZ5HkUiE5syZI+a65dBYAOiNN96gZDIprglgU6kUffTRR4MXVVUsEyzHixsaGsR46rouWZYlnjuVHBTFiJdmVlZWllVwTNOkzs5OOnHihLgmgH3zzTfJsiyx\\/+9Iog\\/yC4hIuMsAUEtLC4VCId+ewrk7fU91SqfTRHTKMVNbWyt4VY7hzvM86ujooHfffVdcE26lrq4uIVEjfWHugmR54fO8efPINE3RKNYGrIZc15304BbjVSgUIqJT2mnRokWUzWYpEolQNpst2UkxFNm2TalUio4ePSquqScrhra2NiFlXNlSwR1KrYZCIaqtrRXxR6JBYFmi2ajgKdBkLbILsVBh5nN758yZQ0RUFlCZLMuigwcPCg+Uzi\\/Ys2dPXsC4VJIBlbcPYE9WPB4n0zSFemcDjd8z1ac8PMtIJpMUi8XoyJEjVFdXV9B5fzrEfJR9xjoRUW9vL+3fv18AxFZxqeDKhoBs7XqeR++88w6tWbOGdF0nTdOEJiiX12UiULF2ZDIZCoVCpCgKxWIx2rFjhzBUQ6GQGINPlxgnuaMIYI8fPy4AGinDWR2xq4wtatd1qauri7q6uvI8Trm\\/n8xUrP5skIbDYeH6CwaDlMlkyhLzZv4nEolT7yQiSiaTwmrlcZZ7QSlqOVedsmHEkp87Gc995lQPBDBv2bgMh8M+\\/oyWeFjjUCDRSWB5zOOb5JfJlvJwxL+R1ThLqfy83N492aW1VDIMgyzLEn8Z5EAgMOrjZRifZDIpNIJORNTf3y\\/0PEvYSHsS3y\\/\\/rtAzcqVzqksrE0tSrhVcjjODWAOmUikhKCrR4OA+lGo828JqU4VUokERZkmVY6TyvHaaJhflAUuUn18zTZOPVKJTLkDZkJlK88yzkVQifziNqVzR\\/Wk6M6QSnYo6sNnMkjoN7OQllSg\\/d1gGdlodT07SiYaXzKG+kwMGcr6wYRiUSqXI8zzfXr\\/yb4o9e5r8VEy45Igc+yNGn+ZPgxkBiUSCstmsz\\/eZu5ZlKCCnre\\/hqZgvgTfprqiooJqamsFr5Xgxn75sGIaIOeq6Tq7r+g7yHUpip50gw1OxRAROcjh+\\/LjwZJUFWEVRyDRNchzntALHkz2DYqypmK8+Go0SAKqsrKRAIEBEZQTWsiwheZFIhGzbpmw2K2KwfJ9MfP1sSmg7HSrW8W3bpkwmQ0eOHBEJbWUDlo0oRVEomUwSAIpGo3TxxReLsBLfS+Qf8LmXTVNhKpa439XVRY2NjXTRRRdRZWUlEZUJWDnsRzQIXn19PX3lK1+hn\\/zkJ7782ULATlvHw1MxibUsS5wwwid\\/lAVYXdcFOIZhkG3b1N\\/fT\\/39\\/Vyx6cnwOJNKRDRjxgzRKwAIh8Vwi6ZY0jgVhtd9FgomT9P4k0o0OA9VVbXg6vVS1ORQLsiurq7pqcwZIpVo0IqV3YcyQKW4FHNXz\\/Hfk3muY1HvaSpCwlcsrzYfzUo4zilWVZWOHz8+PUc9Q6QSDaZCzpw5U1yUgS1FlfI9uSvUU6nUtMSeIVKJiKqrq+mCCy7wZVCMNqoDgDKZDHV2do6+ltM0YlKJiGKxGC1ZsoQURSFd10\\/L4JFzhTnLMZ1O0+7du8tb42kqiVSiwQnw7Nmz8zIoiEqLvMieJSJ\\/4P7AgQNUaEu4aRon2r59u9inj\\/f7yz0waagib9yoSHv+VVVVYdmyZejv758GdpxJiOOsWbMoEAiQoihiz6BSIzWyy5B3IyMiisfj1NnZOepFR9M0CuKtbHnXa\\/5b6nHX8obK8ubViqJg586d0xI7ziQkVlVVam5uFuOs7FYsRrzAiInnsfzdrl278raEm6axJZ9ldMEFF4h9\\/0bi5x0qQsNuyq1bt46+ptM0IvIBu3z5crGBJW9pW6oHKjc0x9vd2LZNu3bt8m18cbYTMHjokvyXqVzvEF5\\/RVGUd999F83NzXTgwAEiIiG9I\\/E+EZHYuvVkI6izs5OeeeYZ8jwPqqqe1SG8eDyOJ598kjZs2ECNjY3U0NBAM2fOpIaGBpo3bx5t27YNTU1NYu8O3qz65P7GJfPOd6PjOLj22mvp5ZdfHtEGlrlbB\\/Hu15wdYVkWXX755bRlyxZSzvJEZcuysHLlStq+fbvQcsw30zQpGo1SbW0t1dfXU21tLVVUVNCsWbOorq6O5s6dS\\/X19VRVVUVVVVVUU1ND0WiUF1IPzddsNosf\\/\\/jHwhIu9SSsYoXnw+3t7WVVN5ON0uk0tm7dKs4BKHS40lBFvi8QCKC5uRlr1qzBHXfcgY0bN+KZZ57BwMDA0Lx9\\/vnnR3VGbKHCwK5fv\\/6sBhYArr\\/+ehANnuRR6lRSURRomgbDMPJ+w9ebm5vx0ksvDc3bzs5ONDQ0jHgeW6xomgZd19HZ2XlWAmvbNt555x3EYjEBVu6JHsWKcvLIUdM0EQgEfNi0tLTgwIEDgrd5Jm9VVRVdeeWVowoIFCLOO37xxRcpm82edeDquk6PP\\/44JZNJsbMsp+eW8lsei23bJtu2RdqSpmkUiUToqquuosbGxqEfkk6nsWXLljxv0mgKjynhcBjLli1DW1sbbNs+a8Dt6+vDsWPHMHfuXBAN+uJHcrQcH3bIByoVGpcfffRR9Pb2Ds9Tz\\/MwY8YMHyijLbIhtm7durNqrAWADRs2+IY2+RTnUgsPZ7qui6Nfw+EwNE3zqeFhK3LPPfeICozk5UMVPuOdz53973\\/\\/e1aACwBvvvmm6Nh1dXWCJ6Wecc9n0Bb6TtM0XH311aXxEgD27dsnwBhtkRvAB9teeumlZw2wt956q48PfP4unYbgsBUsH4v2xz\\/+sXReWpaFG2+8EaFQSKjSQvNbpYSjqLnygUBAjC0zZszAL3\\/5yykNLgD8+9\\/\\/HvLEZy5UBEy+h0GVI3DLli2DfBZASZV6+umnoes6gsGg79xSfhmDXgxYXdfFvUSE2bNng4jQ0NCAp556akqCCwye+Lxy5cpRA8tAsj\\/ANE1xivTPfvazkQFLRJRMJrFy5Urfw1niVFUVLyoGLNFgNgVLunysdWNjI\\/r6+qZclkVXVxfuvPNOoelGAyxJWpJxME0Tzc3NOHjw4Mj5BgDPPfecAJQtZJZCfmkpEsuV46OsDcMQk\\/XVq1ejv78fqVRqSoALAH\\/4wx9Exy8HsMwrWfN95zvfOX1tB0BILQ\\/+bADRSekrBqw8ZdI0zVc57olXXHEF4vH4pJfc\\/v5+7NixAy0tLT7tNlpgSVLFPOXZt29fwbNjSyIA+POf\\/yzGWBkkebwtpopra2t9RpcMLneYFStWIJvNIpPJTEpw0+k0XNfFJz7xCdG2SCQyamCZ5zLP7r77bqTT6dHxaWBgALfcckue9MmqebjCnUJRFB+4gUDAd6S1oii4+OKLcfTo0UnnmXIcB0eOHMG6detE+yorK8sisfKUyDAMzJ8\\/H\\/v37x\\/90AUAW7duxYwZM4Thw0ZBKdMduaflqnH+y9Kvqiquv\\/56vP\\/++5PGWnYcB5Zl4bOf\\/ayvA5dLFfPv+Hnf\\/va3y8cby7LwyCOPgIhQXV0tXsgNyT0YXtf1YX3N3Cj+Te558B\\/\\/+Mfxl7\\/8pewpI+Um27bx6quv4vzzz\\/fZDBy9KaXj8++4M8iajE4KA2vHT37yk+jt7R29GpYJABYvXiz0vfxy7pHcKJ5ID9UjZWDlxPRYLCZUT1NTE+655x50d3dPOHAB4P3338evfvUrNDQ05A1PMm+KATuc94n5x7OJbdu2jXzeWowsy8Ibb7yB1tZW0QgGT1Y1qqrCMIySJZbvr6+v942\\/dLLDXHXVVdi0aRMAlL9RI6RsNotsNotXX30Vt9xyi89xI7tO+TrzZ7giz+\\/Z+aCqqvARM7jr1q0bu\\/azR4obwxWSnQ6y9A5VZGB57JA7QigU8hlemqZh7dq1ePPNN8+Iej5x4gQAIB6P47vf\\/a4AkdsqZ0SEQqERuV1J6gyFEu9VVcXixYvxwQcfjO100HEcrF+\\/XoyNPJflRpSSyyMDK6uicDjsG291XRfWJX9\\/+eWX48knn0Q8Hh9zCY7H43BdF3v37sVXv\\/pV0Zk5ZJYb1jRNM89oKmXWkGujyIGCmpoa\\/OlPfxr7zuw4DhKJBFavXp0nadyg3KlObsk1nniey1ELRVFQVVXlU83cAdjSXrNmDR5\\/\\/HHs27cP3d3dcF23LI0HgGQyiQ8++ABvvPEGvvGNb6ClpcU3RJAkUdFoFKFQKG\\/44Q5ZyhjLKtgwDITDYV\\/c9oEHHhg\\/DcWhvYaGBoTDYQFIrhE1VKaADOxwBlYgEBAWJl+vqKjwzX91XcfSpUvxrW99C3\\/\\/+9\\/R3t6OgYEBAbRt2+J\\/mVzXhW3b4vPAwAD279+PJ598ErfddpsIVjDDC0lWTU1NXqdmw7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\"},{\"id\":\"4a6ba945-b1f8-4160-9b51-293b9308d0ca\",\"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\\/jJT34ColwkJhKJlEwiotFoQG1bloV4PA7LshCJRALg67oO27aFEzO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\"},{\"id\":\"ad209a24-d526-4947-ada7-a61e6a76e6dd\",\"height\":30.66,\"width\":18.92,\"perimeter\":98.57,\"area\":397.72,\"image\":\"data:image\\/png;base64,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QS5z5eqRlWT5OKYh15cqVPu5daBRJnCPyvmznnXcejxw5EhFkqcBxHD722GPyAXvbl3hzIM+0xHvEQxd7Pfjgg1JM27YtX3utbMdxfL\\/ni24h0g8fPsy6ujofdww64NNLvIIYvRx27dq17OzsjIiyFECSM2fO5MSJE336liCyoJxIEGMqlZJi++OPP5ZEWCwymQzvu+8+SYgDfYGGuubMmUMyEtslgc8++4wNDQ0+TuN1kQRZA\\/V+nD59Oru7u31+xqFCiPudO3fKOplCz\\/FMq6qqiocPHx4zBFm2bh\\/TNPn888\\/j2LFjvqo9UZcCBHP7CFeKt9T1rrvuQmVlZSjnKSJAM2bMQGNjI0zTlJ0twkB3dzeefPLJMZ1wURY4evQov\\/zlL\\/v0MS\\/X8TqhB1vCSW0YBqurq\\/npp5+SZCgckjzlKL\\/nnnt87frC4JKGYfCSSy4ZU1yy7ECSv\\/3tb2Vj+nw\\/IgrUz7xWrOgW4Y3MFAOvMbRv3z5+7nOfo6IoBTdMPd0SRD1WZiaWrcheu3YtXNeF67qye0QsFpOrkFxE0cVCVVXcfPPNAMIbTSwiOY7j4KKLLsLkyZN944rDwi9\\/+ctQ94tQAHbv3s3a2lpfYT1wqiCrEO7oTXaYO3cuP\\/74Y2az2dDEteCQopfkf\\/zHfzAWi\\/m4cjErHo\\/L63355ZfHBJcsK5Dkf\\/7nfxInLWox4wVAv5zDQvx8sViM999\\/v4+YwiLKjo4O+frYsWOcPHlyaAQplq7r\\/MY3vjFm8yRLFiQ5bdq0wA80SJmp2OvYsWMy\\/OeNzhSDnp6efq\\/vvfden3NbNDTwnnNQo8cbjqyvr48Gwo809u\\/fLx9CEA4YhCBVVeXFF19Mkj5xLazjYjBQqtq7775L4FQj\\/XwV43TZ5QMtbwtAVVVl78qReyLhoqyMGpJcu3atTMcqpAvu6SB69Cxfvtz3e1hQVdV3npZl4Utf+hKamppg2\\/aAxlPQtDTvseK8n376aeRyueJPPMLgOHDgAKdOncpkMhm4TcpgHNIwDFZWVrKlpYWmaUrjIyz90buPcCU5jsMHHnigX3aR+FnIMHnBIYUKMHHiRG7durWsuWRZIJfLcf369fIBAsFi1UFE9rJlyyTBiNzHsOLYQhd1XVcSZE9PDw8ePMiGhgYfYXnn3AS9Pm\\/cXhy\\/fPnyiCCHGyT53e9+tx9XQQgEuWnTJtnBjPT3Dg8DIiNIcEtRmzN\\/\\/nzfeea7sYJwSBFl8jrbzznnHH744YdlSZRloUOS5HvvvYetW7dC13Xouo5EIhGKrnf11VfjmmuuGVAfDVOXtG1bTlsgCdu2sXTpUlRVVUHXdZDs1wI6CD2JuYpCV9V1HUePHsXKlStDO\\/cIeSDJ+++\\/X+pK+VMLzrQG45A\\/+tGPJOdqbW2VnDEs7ijcSF73T2dnJ0ny8OHDbGpqkiUT4pryRfdgyyuuRUy\\/sbGRvb29ZcchywIkWVtbKxV9ocAHiQd7kxmEISRKAhRF4e7du3nixAlJLF4XTX5JwnDgxz\\/+sTxXkcQrri3IF+50x6RSKW7ZsqXsBsKXvMgmyV27diGbzSIej\\/sq94K4fVzXleLdsizE43F0d3cDOJUSVlFRAaAv3uwV04VM5BoqFixYIAcztbW1QVVVGIYB0zQDTXEQxwj3j+gx1Nvbi+eff74gF1IpoOQJEgBWrlyJbDYrCUS0vguq43kTGbxjN7797W+jrq4OmqbJMlXvsSMx2u2yyy7D5ZdfLpMwRH\\/yQiDOHzjVeQMAnn322XE3VmTY0dzcLFO2RE3JUCauet+TSqV41llnsb29XUZS8qMpYfkhB0M2m+VDDz0kLWZviUPQEgyvTzbff\\/nf\\/\\/3f0TSwsECSa9eu7acviteFJLjquu4jyjvuuIPkqd7g+YVaYRk1QdDc3OyrKxfnGdStNdAYEuEOmjVrFltbW8uGIEtaZLuuiy1btgAoLJw2ECzL8oXqvv71ryOXy0HXdTn8iCfdMY7jjKjuVV9fj4ULFyKbzQLo6zEJBFMZeFKnFmNIxHvEWJF33nkHr776KiIuWSRIcvv27WxqaurHAQodlO4VfYZh8Morr2Rrayu7urp8nMqyLOZyuX7iezghIjjr16+X7p+hqCaCIw40t3vJkiVlU79dshwym81iy5Yt+PTTT33daYE+y1K8DgJhiQrr9eabb0ZdXR2qqqrk0CN6hiuJzwsjeWMw2LaNRCKBq6++GldddRVUVUVvb6\\/sVz4YxLl653V7C9ZisRieeeYZtLS0RIVgxSCXyzGZTAYK\\/Z1pebuMCc66e\\/fuEdURzwRvr\\/IHH3xwwPMudHmbneKkVLj33nujFn5DhW3b\\/N3vfifzBYshSJx8IMJguPLKK6VIDisJtxgIYyqTyfCNN97wGW9D8SYgjyCFCP\\/85z\\/Pnp6ekifIkhTZruviqaeekr65YiDix2LM8He+8x1omgbTNEfE8R0UjuNg5syZmDFjhvxbGIVgQr05ePAgduzYgUwmU\\/JEWXL46KOPeO655\\/q+7UPlkN5Sh4kTJ7KtrU1ypFJBNpuVYcoVK1bI7O+h1m3ni2xRe3TrrbdGfYAKheu6\\/PnPf+6zrIsV2UIfu+aaa0j6KwFLAaJUwrZttrS08KKLLiqq74+XIIXTPB6P83Of+xx37txZ0kkXJSeys9ksnnrqKelbCwsVFRW4\\/fbbAfSJMSHCRxuWZfnGhzQ0NGDu3Lmhpb6Jti25XA7Hjx\\/Ho48+imQyGcreYx62bXPz5s3SHxeGUSOMhGuvvZafffYZSTKdTpeEQUOyX5VjLpfjU089Fbid4EArX2SLvRRFYU1NDZubmyMOGQSO42Djxo1yMFCY0ZLFixfjrLPOksaMrutIp9Oh7T9UiAwmAU3TMHfuXDQ1NfkSQYaKWCyGdDqNWCwGwzDQ2dmJF198Ea7rlixRlgxc15W9HgvpMus1XAR3EOUAgkscPHiQJH3NRktBh8xvES30yZ\\/85CfyekTCrmEYBbuChBTxdriYMWMGu7u7S5IgS4ZDOo7Dp59+Gj09PXJsW1AdT8SARSyXJ8sBeDLOe9NNN6GmpkYeI3oClYIOqeu6lAhiABMA\\/N3f\\/R2AU1LCdV1Z\\/qAoilyDgSSqq6uRy+VkBGffvn145513SjJyM\\/pP5CQymQxWrFgB0zSlkh+EYLy5gCJBQkC8\\/+6770ZlZaX8n0igKEWIaWBXXnkl5s2b5yNAAHIsCBBcpRH3wXEc6LqOrq4urFu3bnguYCyA7OswK0SvtxE9BhFJ3pYk4ngRodA0jZWVlWxubibpz3H0VhmOJrxTwYRvVPhK161bJ9UX4b4RIlz8fbD7k1+3Ld4\\/ZcoU7t27t+RKHEqGQ27atAmZTAaKosj2eAwgUQSn83JHMY\\/QdV0sXrwYkyZNAtDHUUT0pxTEtReu6\\/ZLArnxxhtRU1Mj\\/y6qE0XSRRAOKaI9IipFEqlUCocOHcJvfvObUAynMYfDhw\\/z8ssv9ynshTqG85s3AX2Rmeeee87HkdLptORIpQLBGU3T7Jf6tnDhQnk9+QkXQbp3eLtgiOOFK+zCCy9kNpuNOKQXJPnss89i\\/\\/79vnQrkWBawD4A\\/NNahR7mRTwelwm4LBGd3svlvQ5xy7LwrW99C+ecc47veMHdg6Sn8WSdED2j7EzThKIo2L9\\/P1544YWSMm5GnSDT6TRefPFFaWlqmiaNmkJEkng44t6mUilcddVVqKiogOM4UlTHYjHZjGkk8h2DQERObNuGYRjIZrOyqO3GG29EU1OT73hN0\\/oZcKeDqqqy2lJ8EQ3DAEkYhoEnn3wSx48fH5brKkt0dHRw0qRJPlErREoikQgUqdE0TdZai0L5RCLBP\\/7xj7RtW9bIiBYm5QTTNLlmzRqfCB5oatlQVyqV4uuvvx5xSKBPXD\\/99NPo6OiQ7UC8XFH4FweDqqqy1lpkfy9atAiTJ08GEG7EZ6Sh6zpmzpwJVVUxYcIEafxomhYKh+\\/t7cX27dtLSmyPGjo7Ozlnzhz5bfe6MwrJ9smvmQHAjRs3kjwVkSlXDkn21frMnz\\/fF5MOgzuKNWfOnCgtjSSfffZZX+mn17L2+s2CJFd4xdjZZ5\\/Nrq4uX2u9ciVI13XZ29srfZIAQu1Prus6KyoquGbNGpKjzyVHVWRv3LgR2WwWiUSiKPEjLGahwC9YsABVVVXSmswPs\\/FkQVcJ3P9BwZORmcWLF6O+vl7+DQjPl5pOp0umW9qoEeShQ4fw6quvAjh1g71tRAohUE3T4Lou4vE4AODWW2+Vela5Q7SvjsfjuOGGGwD06daFzuI5HcR927lzJ\\/bv34\\/RLgQbFYI0TZPr16\\/H4cOHAZzyw4k+2YX0+fZGX0ji6quvlgmuYQ8nGg14fYd33nmnNNTC4u7CCLRtG48++mioPTGHglEhSMuy8Nxzz\\/XLexQ3uZCbLThqTU0Nstksrr32WtTV1cmm+GeysMtBZBuGAcuykEwm8ZWvfAWXXnqp\\/KKFIbJJwjRNaJqGX\\/\\/61+jq6ip6z2Iw4gSZy+XY3t6OV155RRKE4HDCYU1Py73BEIvFoCgKOjs7UVlZiVtuuUX+bzA9Ueiepb50XUdnZycURcF1110nJUgY7iyh1hiGgebmZvzmN78ZVRfQiBOkruv41a9+JaMHxUIYLpMmTcJ1112HKVOmAICvfV85w3VdtLS0oKamBqqqYtmyZbAsKzT9WOjqgutu2rQplH2HihHX+ltbW\\/Hoo4+Gtl9NTQ06OzvR2toKy7LQ0dGBqqoqnDhxArlcruwNm5qaGpBEW1sbent78eGHH2LChAnIZDKhzKMRsX8RWPjDH\\/6AN954A93d3ayqqirfiEIQkOT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\"},{\"id\":\"bd6f2ab5-29f7-488b-a414-9f41160d99f1\",\"height\":30.66,\"width\":18.92,\"perimeter\":98.57,\"area\":397.81,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"48c25338-ed68-444b-b9f9-8c3b421a5dd9\",\"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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":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":1451}},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"24.73228"},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"362.8488624"},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"5.713155"},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"40.2260523"},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":34.405},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"6.5696"},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"313.78052"},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2.835"},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"14.6265"},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":0.0180378585178},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":18.0378585178},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":0.001432625615416667},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":1.4326256154166668},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":0.01366504433166667},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":13.66504433166667},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"0.028084981686667"},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"28.084981686667"},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"0.01363053307"},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"13.63053307"},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"0.0182506874"},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"18.2506874"},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"0.0014562228266667"},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"1.4562228266667"},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":18.91159068964341},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":61.59},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"62.4112"},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"9.0620086073674"},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"23.0827275"},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"481.7974932"},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":1758.5473096378605,"totalDenseWeight_before_formula":170.3835290608156},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1934.4020406016466},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":21,"totalDenseWeight":0},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] local.INFO: Processing standard raceway 6x2 mounting {"data":{"sign_depth":"1","raceway_depth":"2"},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] 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":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] local.INFO: Box added for line 2 in standard raceway 6x2 {"data":{"line":2,"width":167.76,"height":31.5,"length":5,"denseWeight":0},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:52] local.INFO: Box added for line 3 in standard raceway 6x2 {"data":{"line":3,"width":167.76,"height":31.5,"length":5,"denseWeight":0},"timestamp":"2026-04-14 11:34:52"} 
[2026-04-14 11:34:53] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":5,"width":169.76,"height":33.5},"quantity":1,"denseWeight":1},{"size":{"length":5,"width":169.76,"height":33.5},"quantity":1,"denseWeight":1},{"size":{"length":5,"width":169.76,"height":33.5},"quantity":1,"denseWeight":1}],"cheapestShippingCost":2834.25,"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},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":0,"rate":3686.035,"tariffAndDS":3686.035,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":345,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":6826.960875999999,"totalShipmentCostFormula":"(tariffAndDS (3686.035) + overlengthSurcharge (0) + overweightSurcharge (345) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 6826.96","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},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":0,"rate":2053.37,"tariffAndDS":2053.37,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":345,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":4061.8794319999997,"totalShipmentCostFormula":"(tariffAndDS (2053.37) + overlengthSurcharge (0) + overweightSurcharge (345) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 4061.88","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},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":70.125,"rate":1918.6999999999998,"tariffAndDS":1988.8249999999998,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":345,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3121.4909374999997,"totalShipmentCostFormula":"((tariffAndDS (1988.825) + overlengthSurcharge (0) + overweightSurcharge (345) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 3121.4909375","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},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":0,"rate":1823.25,"tariffAndDS":1823.25,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":345,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3672.1481999999996,"totalShipmentCostFormula":"(tariffAndDS (1823.25) + overlengthSurcharge (0) + overweightSurcharge (345) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 3672.15","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},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":0,"rate":2855.49,"tariffAndDS":2855.49,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":4902.305231999999,"totalShipmentCostFormula":"((tariffAndDS (2855.49) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 4902.305232","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","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":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":0,"rate":2834.25,"tariffAndDS":2834.25,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2834.25,"totalShipmentCostFormula":"((tariffAndDS (2834.25) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 2834.25","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":"2026-04-14 11:34:53"} 
[2026-04-14 11:34:53] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 11:34:53"} 
[2026-04-14 11:34:53] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 11:34:53"} 
[2026-04-14 11:34:53] 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/raceway/halo-lit-with-raceway.png","mounting_type":"Standard Raceway","combined_production_cost_usd":1940.0,"total_production_cost":3220.0,"totalDenseWeight":0,"totalVolumetricWeight":280.5,"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},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":0,"rate":3686.035,"tariffAndDS":3686.035,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":345,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":6826.960875999999,"totalShipmentCostFormula":"(tariffAndDS (3686.035) + overlengthSurcharge (0) + overweightSurcharge (345) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 6826.96","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},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":0,"rate":2053.37,"tariffAndDS":2053.37,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":345,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":4061.8794319999997,"totalShipmentCostFormula":"(tariffAndDS (2053.37) + overlengthSurcharge (0) + overweightSurcharge (345) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 4061.88","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},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":70.125,"rate":1918.6999999999998,"tariffAndDS":1988.8249999999998,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":345,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3121.4909374999997,"totalShipmentCostFormula":"((tariffAndDS (1988.825) + overlengthSurcharge (0) + overweightSurcharge (345) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 3121.4909375","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},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":0,"rate":1823.25,"tariffAndDS":1823.25,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":345,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3672.1481999999996,"totalShipmentCostFormula":"(tariffAndDS (1823.25) + overlengthSurcharge (0) + overweightSurcharge (345) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 3672.15","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},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":0,"rate":2855.49,"tariffAndDS":2855.49,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":4902.305231999999,"totalShipmentCostFormula":"((tariffAndDS (2855.49) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 4902.305232","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","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":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":0,"rate":2834.25,"tariffAndDS":2834.25,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2834.25,"totalShipmentCostFormula":"((tariffAndDS (2834.25) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 2834.25","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":2840.0,"totalCost":6060.0,"productionResults":[{"material_id":1,"dense_weight_expression":24.73228,"result":"362.8488624","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":5.713155,"result":"40.2260523","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":34.405,"result":319.5683376,"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":6.5696,"result":"313.78052","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":2.835,"result":"14.6265","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":0.0180378585178,"result":18.0378585178,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.001432625615416667,"result":1.4326256154166668,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.01366504433166667,"result":13.66504433166667,"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":0.028084981686667,"result":"28.084981686667","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":62.4112,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":9.0620086073674,"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":23.0827275,"result":"481.7974932","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":187.42188196689716,"result":1934.4020406016466,"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":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":1451},"TATDays":14,"testDenseWeight":187.42188196689716,"vendorName":"EpicCraftings Pakistan","quotationId":1451},"timestamp":"2026-04-14 11:34:53"} 
[2026-04-14 11:34:53] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-14 11:34:53"} 
[2026-04-14 11:34:55] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-14 11:34:55"} 
[2026-04-14 11:34:55] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":136.49,"sign_width":"164","dimensions":[{"id":"1dc876d6-6e27-4e71-aa91-f6606916ec6e","height":21.9,"width":20.15},{"id":"c9412d3d-63fa-487b-b2f0-0d051aa2b5c3","height":22.78,"width":19.97},{"id":"3155c5a9-afd5-4362-8402-ae3cbfe00af7","height":29.61,"width":10.69},{"id":"1eeb243b-e370-4673-90e7-5c072fbffa2d","height":30.14,"width":24},{"id":"2d640ac9-236b-44ea-9e60-1c737732def6","height":30.66,"width":18.92},{"id":"7b0d2e4a-78dd-4ba5-90e2-40682ccea8fa","height":30.66,"width":18.92},{"id":"aec4e575-e6e1-4c11-b9b2-604d0aa1d7fc","height":30.14,"width":28.03},{"id":"9270e3e9-1cc3-40ea-8ead-c4078235877a","height":21.9,"width":20.15},{"id":"4a6ba945-b1f8-4160-9b51-293b9308d0ca","height":22.78,"width":19.97},{"id":"dbc32bac-2af3-4343-bb85-dfee0f64140f","height":29.79,"width":10.69},{"id":"680694c1-a1a6-4497-9444-b9c1d712cf8f","height":30.14,"width":24},{"id":"a318fdb7-4fc8-40ca-9ab5-e0ebdb87caaa","height":30.66,"width":18.92},{"id":"ad209a24-d526-4947-ada7-a61e6a76e6dd","height":30.66,"width":18.92},{"id":"4ec0e8e8-0069-4f59-ba27-9d47d6b45c09","height":30.14,"width":28.03},{"id":"15eed74c-dbe7-401d-b468-bfd5ac3767ac","height":21.9,"width":20.15},{"id":"80082b2a-fc21-4c3e-a87f-c8b574338b01","height":22.78,"width":19.97},{"id":"bdd755db-6ec7-4190-8d96-16fe68247009","height":29.61,"width":10.69},{"id":"cb4422c3-0a4a-499e-80fd-6ff9c4fe410c","height":30.14,"width":24},{"id":"338dda95-e291-4de6-b486-b79fd98f8d6d","height":30.66,"width":18.92},{"id":"bd6f2ab5-29f7-488b-a414-9f41160d99f1","height":30.66,"width":18.92},{"id":"48c25338-ed68-444b-b9f9-8c3b421a5dd9","height":30.14,"width":28.03}]},"timestamp":"2026-04-14 11:34:55"} 
[2026-04-14 11:34:55] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-14 11:34:55"} 
[2026-04-14 11:34:55] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":136.49,"sign_width":"164","dimensions":[{"id":"1dc876d6-6e27-4e71-aa91-f6606916ec6e","height":21.9,"width":20.15},{"id":"c9412d3d-63fa-487b-b2f0-0d051aa2b5c3","height":22.78,"width":19.97},{"id":"3155c5a9-afd5-4362-8402-ae3cbfe00af7","height":29.61,"width":10.69},{"id":"1eeb243b-e370-4673-90e7-5c072fbffa2d","height":30.14,"width":24},{"id":"2d640ac9-236b-44ea-9e60-1c737732def6","height":30.66,"width":18.92},{"id":"7b0d2e4a-78dd-4ba5-90e2-40682ccea8fa","height":30.66,"width":18.92},{"id":"aec4e575-e6e1-4c11-b9b2-604d0aa1d7fc","height":30.14,"width":28.03},{"id":"9270e3e9-1cc3-40ea-8ead-c4078235877a","height":21.9,"width":20.15},{"id":"4a6ba945-b1f8-4160-9b51-293b9308d0ca","height":22.78,"width":19.97},{"id":"dbc32bac-2af3-4343-bb85-dfee0f64140f","height":29.79,"width":10.69},{"id":"680694c1-a1a6-4497-9444-b9c1d712cf8f","height":30.14,"width":24},{"id":"a318fdb7-4fc8-40ca-9ab5-e0ebdb87caaa","height":30.66,"width":18.92},{"id":"ad209a24-d526-4947-ada7-a61e6a76e6dd","height":30.66,"width":18.92},{"id":"4ec0e8e8-0069-4f59-ba27-9d47d6b45c09","height":30.14,"width":28.03},{"id":"15eed74c-dbe7-401d-b468-bfd5ac3767ac","height":21.9,"width":20.15},{"id":"80082b2a-fc21-4c3e-a87f-c8b574338b01","height":22.78,"width":19.97},{"id":"bdd755db-6ec7-4190-8d96-16fe68247009","height":29.61,"width":10.69},{"id":"cb4422c3-0a4a-499e-80fd-6ff9c4fe410c","height":30.14,"width":24},{"id":"338dda95-e291-4de6-b486-b79fd98f8d6d","height":30.66,"width":18.92},{"id":"bd6f2ab5-29f7-488b-a414-9f41160d99f1","height":30.66,"width":18.92},{"id":"48c25338-ed68-444b-b9f9-8c3b421a5dd9","height":30.14,"width":28.03}]}},"timestamp":"2026-04-14 11:34:55"} 
[2026-04-14 11:34:55] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:34:55"} 
[2026-04-14 11:34:55] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-14 11:34:55"} 
[2026-04-14 11:34:55] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-04-14 11:34:55"} 
[2026-04-14 11:34:56] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":136.49,"sign_width":"164","shipping_weight":280.5,"shape":"rectangular","dimensions":[{"id":"1dc876d6-6e27-4e71-aa91-f6606916ec6e","height":21.9,"width":20.15},{"id":"c9412d3d-63fa-487b-b2f0-0d051aa2b5c3","height":22.78,"width":19.97},{"id":"3155c5a9-afd5-4362-8402-ae3cbfe00af7","height":29.61,"width":10.69},{"id":"1eeb243b-e370-4673-90e7-5c072fbffa2d","height":30.14,"width":24},{"id":"2d640ac9-236b-44ea-9e60-1c737732def6","height":30.66,"width":18.92},{"id":"7b0d2e4a-78dd-4ba5-90e2-40682ccea8fa","height":30.66,"width":18.92},{"id":"aec4e575-e6e1-4c11-b9b2-604d0aa1d7fc","height":30.14,"width":28.03},{"id":"9270e3e9-1cc3-40ea-8ead-c4078235877a","height":21.9,"width":20.15},{"id":"4a6ba945-b1f8-4160-9b51-293b9308d0ca","height":22.78,"width":19.97},{"id":"dbc32bac-2af3-4343-bb85-dfee0f64140f","height":29.79,"width":10.69},{"id":"680694c1-a1a6-4497-9444-b9c1d712cf8f","height":30.14,"width":24},{"id":"a318fdb7-4fc8-40ca-9ab5-e0ebdb87caaa","height":30.66,"width":18.92},{"id":"ad209a24-d526-4947-ada7-a61e6a76e6dd","height":30.66,"width":18.92},{"id":"4ec0e8e8-0069-4f59-ba27-9d47d6b45c09","height":30.14,"width":28.03},{"id":"15eed74c-dbe7-401d-b468-bfd5ac3767ac","height":21.9,"width":20.15},{"id":"80082b2a-fc21-4c3e-a87f-c8b574338b01","height":22.78,"width":19.97},{"id":"bdd755db-6ec7-4190-8d96-16fe68247009","height":29.61,"width":10.69},{"id":"cb4422c3-0a4a-499e-80fd-6ff9c4fe410c","height":30.14,"width":24},{"id":"338dda95-e291-4de6-b486-b79fd98f8d6d","height":30.66,"width":18.92},{"id":"bd6f2ab5-29f7-488b-a414-9f41160d99f1","height":30.66,"width":18.92},{"id":"48c25338-ed68-444b-b9f9-8c3b421a5dd9","height":30.14,"width":28.03}]}},"timestamp":"2026-04-14 11:34:56"} 
[2026-04-14 11:34:56] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-14 11:34:56"} 
[2026-04-14 11:34:56] local.INFO: Input Parameters {"data":{"dimensions_count":21,"shape":"rectangular"},"timestamp":"2026-04-14 11:34:56"} 
[2026-04-14 11:34:56] 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":"2026-04-14 11:34:56"} 
[2026-04-14 11:34:56] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-14 11:34:56"} 
[2026-04-14 11:34:56] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-04-14 11:34:56"} 
[2026-04-14 11:37:09] 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\\php9C39.tmp"}},"file_present":true},"timestamp":"2026-04-14 11:37:09"} 
[2026-04-14 11:37:09] local.INFO: Validation Passed {"data":{"sign_width_or_height":"164","user_input_dimension":"width"},"timestamp":"2026-04-14 11:37:09"} 
[2026-04-14 11:37:15] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":21},"timestamp":"2026-04-14 11:37:15"} 
[2026-04-14 11:37:15] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":20},"timestamp":"2026-04-14 11:37:15"} 
[2026-04-14 11:37:15] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":21},"timestamp":"2026-04-14 11:37:15"} 
[2026-04-14 11:37:15] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":21},"timestamp":"2026-04-14 11:37:15"} 
[2026-04-14 11:37:15] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"164"},"timestamp":"2026-04-14 11:37:15"} 
[2026-04-14 11:37:15] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"164","file_size":72173},"timestamp":"2026-04-14 11:37:15"} 
[2026-04-14 11:37:15] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":21,"objects":[{"index":0,"position":{"x":752,"y":1378,"width":114,"height":124},"scaled_width":19.97,"scaled_height":21.73,"actual_filled_area":167.73,"bounding_box_area":433,"exact_perimeter":112.9,"approximate_perimeter":107.51,"convex_hull_perimeter":81.66,"perimeter_pixels":644.3645737753177,"original_contour_points":269,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1654,"perimeter_to_area_ratio":0.6731},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":1375,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":281.99,"bounding_box_area":454,"exact_perimeter":108.52,"approximate_perimeter":99.75,"convex_hull_perimeter":68.98,"perimeter_pixels":619.3452377915614,"original_contour_points":219,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3009,"perimeter_to_area_ratio":0.3848},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHYAAACGCAYAAAAINX4IAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1deWxc1fX+3jLvzeJ93+0seCHBSViiNAl7oCkFRJtQQAVKKwFClFKUVkj8UVWohAJKf9DUBdTSUAJUtKVsCY1aCCIQloYQkjghi+2sdhzv42WW9+bN+f1h7s19M2N7xp54iz/pyjOet57vnnPPPffce4EZTEtIE/0AyYBlWdTT04P+/n6Ew2GEw2H4fD74/X6Ew2FYlgUiAhEBACRJgizLkGUZkiQhNzcXlmXB6XQiMzMTTqcTqqpOadlMuYenb9jxer1obm5Ge3s7mpqacPz4cRw/fhwDAwMIhULw+/3w+XwwTROyLNuIZaSykpubi0AgALfbjfLycpSXl6OgoACzZs1CeXk50tPTAQCSJE0ZeU36ByUi6uvrQ1NTEw4cOIDm5ma0traiubkZbW1tGBgY4H/7+vq4lo4GmqYhJSUFWVlZyMvLQ05ODjweD7Kzs1FSUoJ58+ahpqYGxcXFcLlck1p2k/LhiIh6e3vx9ddf4/Dhw9i9ezcOHz6M/fv349SpUxgYGAARQVEU6LqOcDgM0zRhWRa/hiRJYAo2EtG6rsOyLIRCIdv/JUmCoihwu93IyMhASUkJZs+ejerqasyfPx/z5s1DUVERHA4HNE2bVLKcVA9jmia1tLRg586d+Pjjj7Fv3z50dnaipaUF/f398Pv9vF2MJFIEI3W0miteB4CtbXY6ncjIyEBZWRkqKytRVFSE6667DuXl5SgpKZk0bfOEPwQRUWdnJ/bv34/PPvsMO3fuRH19PY4cOQKfzwdJkrhgGRRFsZHK2lDgDKlElDCxYrsrPB/C4TC/pnhfTdPgdDq5iV6+fDmWLFmCqqoqKIoyobKdsJsTEbW3t6OhoQGbNm3Cl19+iZ07d6Kjo8NGpCRJ0DQNoVAoiihZlqEoCgzDsP1f9HEiK0UsjHR8rMolnkdEkGUZFRUVuPLKK3H11Vdj4cKFKC8vh8fjmRAZT8hNLcuiXbt2YfPmzfj000/xwQcfwDAMEBF0XQcABINBAICqqrztY0QyzRG1dCTBxwum8czkS5KEUCgU5VGLz5CSkoL+/n4AgMfjQVlZGS688EJ8//vfx8qVKyFJEtxu97jKelxvRkR0+PBhbN68GZs3b8aePXvg9XrhcDi4QxT1gJIEVVVhWVaUxqqqGqVt4XDY1rWJB6yyjHQeq1is/RYrFwA4HA4QEUKhEFRVxUUXXYTFixfjtttuw3nnnYfc3NwJb/qSjr6+Pnr//ffpnnvuobKyMlIUhQDYiqIopKoqKYpCkiSRJEkkyzJJkmQ7TpIkUhSFZFmOukZkiTw3nsLuLRZZlmPeT1EUcjqd/DdZlklRFFIUhTRNI4/HQ1dffTXV1dVRS0sLUSI1bjLDsixqb2+nuro6Wrp0KWVkZJCmaVwwqqomLPixlNEQPdYiyzKVl5fT3XffTdu3b5/65Hq9XtqzZw/ddtttNH/+fK6lEyHcSA0cz3urqkoul4uysrLoiiuuoBdeeIE6OzunJrmGYdAHH3xAP/jBD8jhcNhMl8vlIl3X4zKlySixTOt4kyvK4Pzzz6e1a9dSQ0PD1NLegYEB+te//kVXXHEF11JFUcjhcPD2E+OssRAInoj7OhwOcjqdvBnKycmhNWvW0NGjR6cGuZ2dnfS73/2OLrjgApuDxJwiCC8crwM01Utqair/7HQ6uV9RVFREd9xxB+3bt29yk9vT00PPPvssFRYW8hdiGqKqKtdYpr3j7ThNZBErNfOwZVkmj8dDP/rRj6i+vn7ykRsIBCgQCNC6desoPz+fNE0jp9PJaygAW5dhvM2heG/xGcbzOdxut01zWZfN4XCQpml0zz330J49eyYXuaZp0q9+9SuqrKwkj8fDH97lcvHayoTJBMteihF/NgvrH4uFPdN4NAVi9y7yu6jJP/7xj6mpqSkp5KpjvUBnZyetX78eL730Eo4ePQpVHbykqqo8LCgGzsVntiwLpmkCGIz+iMey60QOpQGxQ4iZmZnIy8tDdnY28vPzUVBQgNTUVEiSBJfLxUOELHpFRPD7/RgYGEBPTw/6+vpw+vRpnDx5EqdPn+bPxUKamqbxeymKAr/fD2Aw2sSOHeo9TNO0RcjE7+IAw4YNG6BpGn7961+DiGgsA/tjIjYQCFBdXR1effVVHD16FJIkQdd1HrCPd3QlUjiMVPF8SZLgcDgQDoc52Tk5OSgsLMTcuXNRXV2N2tpaFBcXIy0tDR6PB06nE4qiQNM0Ljwi4jFg0zQRCARgmib6+vrQ2tqKxsZG7N+/H3v37sXhw4fR1tYGt9sNn89ne2Zd1yHLMgKBABwOhy39RhxhGmpoUYQsy7AsC263G3//+9+hqioeeeSRuGQ3FEZNLBHRq6++ihdeeAEHDhwAMEgQG2lhNVFRlJhaJyJygFw8XlEUeDwe9Pb28muzIPvy5csxf/58pKWlobS0FMXFxbYhO6al4n3YSAwbmmNxXWBQk5YtW4aOjg4cOXKEZ2xs374d27ZtgyzLyMnJgdfr5dZIURRbpWSWhF0zHmIty4LL5UIwGITP58Pf/vY3FBQUoKuri7KyssYvvmwYBn322We0cOFC3kfTNM3WXrD+aqyYcKzC2lzWFkd2hVwuF82bN4/uvPNO+tOf/kT19fXk8/mIiCgcDhODYRjk9/vJMAyyLItCoRD/LRwO245lME2TTNOM+q2/v59aW1tp06ZNtGbNGlq5ciV3gDweD+m6HuWksc+sLWf/H64A4NdyOp0kSRKVl5fThg0byDCM8XGmDMOgxsZGWrVqle2FxK6Lx+OxRVpGKuKxrKKI3aSCggK6/fbb6bXXXqODBw/SwMAAF77P5+MEmqZpI5KRyX4zTZMsy6JwOMzPiSTesqyoY0zTpJ6eHvrss8/ovvvuo4qKCu4AsQqs6zq5XC7SNC3K8x+J2JSUFP6uomN18cUX07Zt28bHU+7v76ef//znnEhGAnsgVVVtNTker1N8GdFLdrvd9K1vfYs2btxIe/fu5Vro9/s5IYZhkGEYUdoWCoUoGAxSIBCI0tBIhEIhTqhIOLtmMBjkx7a3t9Obb75JN9xwA/f6xXeNjKyJI1XDFdGyMfm53W66+eabqb+//+wS29XVRf/85z8pIyODk8pqGevmiETquh63KWaVg51TVFREd955J23cuJEMw4jSQgbLsqLMKCNKBNNC8TurHEyTR0JXVxf19vZSMBikw4cP0/r166mqqoprXKzKrGlaXKZYlCm7HrN8L7744tkl1zAMWr58eczOPdNgcTxS7JCPVERTPmfOHHrkkUdo9+7dXKjBYJD8fj8nx7IsMgyDTNO0ESpqmtimMm0cjnxmfsXzLcviGssqQigUIp/PRz6fj15++WWqrq6mtLQ0rqGixYpHY5nmu1wu27guu8aiRYvok08+IdM0k09uKBSixx9/nNemSGdpuMLOiTxerOnMBOfm5tLGjRups7OTgsFgVJs5mcCI/+CDD+imm27ichFJiWdUKR6NfvDBB6mtrS25xBIRbdiwgS666CJ+I+a1xhPvZR4vvqmJrEaz7IPMzEwCQFVVVfTss89Sa2urTRMnKxixAwMDtGXLFlq9erXtvZkWJ4PY2bNn0+uvv05ESXSkvF4vXXPNNTZCY5mM4QpzkCK7BOz8OXPm0Pr16ykYDEa1hZMVjFj2efv27XTVVVfx9nEo4hIllsloxYoVdOrUqeQQS0T04osvUl5eHm8HRKLiKeLLsIdMS0uzjU0+99xz1NPTQ0REfX19RDTYrkY6TpMJsdrgrVu30uLFi/m76bqeFI1lVu7//u//iCgJWtvT00NLly7lHhsjht0oHo1l5lp0KpiZKioqot///vfU0dFBRGQzwb29vePPVgJgxPr9fiIaJDYQCNDbb79NeXl5lJKSkhRixfNqamqosbGRAoHA6MkNhUK0adMmcrvdUSQyRygy+jJUEQeYRafpoYce4hEk5tEyUzyZtZXIboqJzvSpQ6EQPf3005Senp4UU8z8k5SUFMrMzKSHH36YiMagtY2NjbR69Wo+QM4eRHSY4h0sF6NLzAP+zne+Qzt27CCiM20pq/WM7KnSxjKtZZXRNE363ve+R263O2nEKopCOTk5VF5eTgMDA6MjNhgM0vvvv28LneEbrWVkxkuqeBzT/tzcXPr3v//NBcS6Nay9YuHBWLHdyYLINpZ9Z/Hq+vp6qqioSEobK/o06enp9OabbxLRKLS2s7OTbr311pgPkmgRE9rY9R577DGuldMBYuiSaW93dze9+OKLPGQoRqHEAYKR5MeaOzGEed111yXezhIRffjhhzR//vwxk8oKc5bS09OptraWDh06REQ0Jfqr8YCRGfm5sbGRFi1aFOWPsBBqvPITzTEAKisro127dg1JrDzUD++88w4OHTqUUIUYDmz8Mi0tDffeey/OO+882/+nOsSpl7Is87Hj2bNn4+abb+bjwpIwUYyN2cYDdqzD4QAAnDx5Ev/5z3/40g1xgYjo/PPPj9tUjFTE4MRdd91F7e3tvK862T3feMFGkyJj2UREBw8epGXLlnF/g5nhRPO9xEEVTdPo8ssvp+7u7pjExtTYvXv3orGx0ZbnMxaw2kZEuP/++5GZmQlN03hayVSHZVlQFAWyLPN0HlmW+XtXVlbiu9/9Lj92uHyu4cBm+AGDmr9nzx5s27YtptZGEUtE9NZbb/HcohjnJIxAIAAAWLBgARYtWsSTw0TzNZVBEekwbCqn+PuyZcvg8XhsM+3D4XDc5jglJYUnwTkcDgSDQfj9frz11lsxj4+SbHt7O955552EktFGAss/uvvuu2EYBl8QRNO0uHKCJjtEcmRZRigUgmEYPMcqGAyiuroaixcvBmDX1HgUh2U6ArBZUcuysGPHDj7pWkQUsQcOHEB9fT0XeDLMsSRJSE9Px4033sjTMyVJgmEY/PtUh2EYXKM0TYOu65xwRVGQl5eHSy65BJqm2VJg46nYLJXX4/HwlF1d12GaJtrb29Hd3R11jo1YIqJPPvkEfr/fRsBYQUS45JJLUFpaCofDgVAolJTrTiZomhbTX2Cms7+/Hw888AD3lt1uN8+YHAmsKWOLkwFnehOtra3YsmVLVDtru2o4HMbBgwcBDKq5JElJ6Y5omobq6moA9vWXpou2xgNd15GZmYmioiJIksQdrmRU8E8//TQq79lGbEdHB3bu3Mm/J8tjzc/Px2WXXca/i8Qmqx2f7JBlGR6PBzU1NZBlGcFgkBM8Vnz00Ufo7e2130/8sm/fPjQ2NibdTFZUVGDJkiX8u/hCyfC6JzuYdgLAkiVLbMnqycDx48f5lBMGTmwwGOTtq/TNSi2GYSSlS8LWHxQ97XOBUAbRKl122WVITU3lZjgZSmQYBk6fPm37H2dNlmV8/vnnfGmcZBJQW1sL4Ez/TnyZ6eZExQKToWmauOCCC5Cfnw9VVfl6kMnA3r17IQ4KcGKJCAcOHLB1nqUhFsZKFPPnz+efGZHMEkyXIMVwYO9sWRZycnJQUlLCveNk9eN37tyJgYEB/p1L1bIstLW12RalcrvdSblpcXExN/GR6xSeC2CzBGVZhsPhQF5eHn/3ZMhAURQcPXqUd4sAgdg9e/ZwsyDLMjRNw8DAQEKmkh0rrpiWk5ODtLQ0PsNNjKWeK8SapgnTNHmwx+1286UFk2GKLcvCwYMHcfz4cf4/Hgtra2vjYSsSlp5LRPiR8VFZljFnzhzoug6Hw2Ez7eKx0yGsOBxYtzEYDELXdVRVVXFZJ+vd2fxeBhUAwuEwPf300zwYwZyn0baxTFsdDgfKy8uhqio3weIEYUb+uRKoYO9ZU1Njm+mejL58f38/Tp48CcMwSNM0SQUGa1J9fT2P3TLhxzNpmUE0s4zYcDhsqyzsr/hZXK5guoIpiqZpMAwD/f39SW+KgsEgmpubzzSHAODz+fisdJGURDRJJJbBNE0cPHgQa9euhdvt5oEJVVX52CJzKKYzFEWB1+tFQUEBZFnGli1boip8MiD2ZVVgUI1ZwxvZTsYDRhgjl0VaLMtCU1MT6urqOLFsDJK+Wf5ViliaYDpC13W0tbUhOzsbKSkpaGho4MsoRC51MBowuXu9Xq6MKjA4atDZ2Rll7+Nt2JnJFttR9tkwDG5+WICCvRQbaJjuQQpN00BEaG1ttfU8iCgpzRAbeO/r67ObYjYaL67mzRyneBwosW/KrsH6bSw0yZwFsY1l95nuAwGBQABpaWno7e2FZVnweDwJdyWHA5Nff3//mWWMgMExPU3TbLWHERqPOR4qihIOh/lv4vCfeN3pTiqDOPrCIkTJal+ZMnq9Xj4YIAPgaRxiiiS76XQ3k9MVMjDoFYvEzmDqQwbOpF6cC47MuQIZAG9bxSz1GYKnNiKT2aIa9HMlUD/dIAOImbR8LoyTTmfIwBkSI7VzxhxPXbDRHQCwRYJYJCkeU5yeng6v1wsgekPBeDBTgcYGxhELfABJWIgaONP5ZpEmIoLD4YCu6zAMwzayP9yDzWB0YMElEvYGTAqxjBiWLwsMRprY55Ha6xmNHRtYdM/r9dpjxclAZMyXpYEYhnHOhA0nCqIJTqrGsiQ1MZ+JTcGMNU4b6/wZjB5idiJr9pJCrDiBS9Rcp9OJuXPnzhB7lsEyNBYuXJhcUywO9bFpgpqmYcWKFbjrrru4eRgKM8SODaFQCJZloaCgAJmZmQCSqLFsEF3cqbmmpgY33XQTpBnmxh0yMNgPZWAal8hMOMuy+NIDzAP2+/1RE4VmMH5QAfCNh8YyZ4dpqpjt39XVlcxnnUECkAEgIyPDthc6kNgQnngcfbN+ERGhubl5pqszQZABwOVy8X4ny1UC4ndqWPpo5Lyc1tbWGcdogiADg+1qdnY219ZER3YiVx1jXjLLTJzB+EMGBicJzZ0715ahH7lW0XBgRLJBBEamaZro7Ow8G889gxHA29j58+fbAgyJOE+i+RZn2gUCAb5YyQzGFzIwuOpXeXk5765E5v2OBOZ4AbCthOL3+9HY2IhQKDQzfDPOkAFAkiSpqqoKwJnwoNPpBJDYNA9gUEtZpEmSJGzevNkWy5zB+IB7ScXFxbZVwwzDsGnicIhcno9VBr/fj/3798+Mt04kOjs7KS8vz7a9p7ge/UglcotR9llVVTp06NAMs+MMrrFZWVl8bQTWL4130lDkQlRsUhabx/PFF18gHA7PkDuOsHVY58yZM6pVT2PNbxUnZW3btm0mUDHOsBG7ePFi2xKqbIHHkSBWBPF4lj3x5ZdfRi0wNYOzC+4ZSZIkffLJJ1RXV4eWlpaEZtuJE5fZyBAzzeFwGE1NTXj33XcRDodJluVzWnWJiN5++23s3buXz+YvLi5GSkoKcnJykJubi6ysLKSkpEDX9VHLynZif38/LV++HF9//TUsy0popjkbQIic2AwMhihvu+02/PWvf4Wqquc0sYFAgB566CG89NJLCIfDyMvLg67rcLvd3M/Jz89Hbm4uMjIy4HQ6kZGRAbfbjYyMDKSnpyM1NRUulwtOpxOpqakx5Wn7p2VZdMcdd+Ctt96Cz+dLaHGR4eBwOOB2u3HixAmkpaWds8SapknHjx/HsmXL0NHRgVAoZJtszjTY6XRy4pjsXC4XPB4PdF2Hy+VCTk4OSktLkZeXh8LCQpSWlmLWrFlIT0+XgIgMClmWcemll+If//gHXyPC6XSOmBc8EkKhELxeL1544QWEQiE6V7VWVVU8//zz6Onp4f9j5LL4fDAYhGEY6Ovr41E8ll7KjgMGA0hMexmxa9asGfrme/fu5ZvtAfFvSjhSSUlJoaqqKurr6ztnuz29vb1UXl7O+/psmxYxdhCrsG3nInfZVlWV755VUlJCO3bsGFq2PT09tGLFCtsuzckobE+7//73vxQMBs85comI/vKXv3A5IMa+O9I3mwAz0sU9eoYrkiTRtddeSy0tLdGrnzKkpqZi9erVSZ0EnZqaCp/PB1mWsWHDhnMydnz69Gls2LDBtga0OOGcOZzAmYXNQqEQ38pGVVUoigJFUaCqKv/OBm2uueYaZGdnD/8QDQ0NlJuby9UdY9RWttuWqqqUl5dH69ato1ibAE1XEBH98Y9/5NqqaRpv4tjuV6zIshy1O5m42SMEmUrCbpVbt24dWZ6GYdCtt95KAJJmjt1uN6mqSoqiUHFxMZ04ceKcIXb//v105ZVX2ohiO0E7HI6Ye7KLBTHkyUy2oii0bNmyqL3bY+bAOBwO3HjjjUhNTU3K6pxut5t3n8LhMJqbm/HSSy/BNM1pTy4R0aZNm/gmGiwFKRgMwuVyRa04y7xjluzAlo1g5pqZbLYCnmVZuOGGG1BQUBDfA7W0tNC3v/1tAs7sWyru0e50Om0e2kiF1URm2ktLS2n79u3T2iQTETU1NVFxcTF5PB6bxqqqGveGkMxqivLXNI2cTieVl5dTe3t7/DIMhUL01FNPcbUXH0o0z/G0wWIF0DSNV5Trr7+ePv/882lLbldXF/3iF78gt9ttk6FIaLzkih6yuPv2fffdl3gX8sCBA7Rw4UICzmzsK0kSdwKGawMiH0ps6J1OJ3/IW265hbxe77Qj1rIsqquro+Li4qi2cbjvQxVR49nn3Nxc2rp1KyWcehQKheiZZ57hF2PEMJLiDV6w88StqJnXrSgKrV27ljo6OqYNuUSDO2YvWLDAJgOmdYlqrKqqth2fGbGrV6+mzs7O0cnt+PHjVF1dbTOl+MbeJ+ox67pO2dnZ/IVYB72wsJCeeOKJxNqKSQoiovr6err++uv5+zFCxe5MvCYYsAcyxE2FX3vttcS1VXzQX/7yl/yCKSkpQ7afwxVWIcQ22eFw8JfNzc2lRx99lHp7e6c0ud3d3fSzn/2MN1eR/U0IcovXDDOZiddZunQpnT59evSyIiLauXMnXXvttZwgMScqHmIVRaHU1FRbDRSdASaE8vJy+u1vfztlc6Q6Ozvp8ccfp6KiIm7NWIWOLEyDY/0Wq4jWsbKykv785z+P3ekkIlq3bh1lZGTYtFRsM4crovmWZdl2HvstMzOTAFB+fj6tX7+e2traSNz5aTIjEAgQEdEf/vAHqqioiEmGLMvcQjGFiFdjgTPOKwC6+eabqb+/PzmyaWpqonvuuSeqe8P6pmLbwbzlRNoRsfZWVFTQgw8+SDt27Jj0XSEiomPHjtFDDz1EhYWFNo0UPdmRCjuWRZTYNcRMUU3TaPbs2fTee++RYRjJkYtpmlRfX09z5861ecMsNBYZEkuEVFZYp1uWZcrLy6Mf/vCH9PLLL1NPT8+kJLe3t5e2bt1Kq1atopKSEq6VSPC9Ra8XQiXXdT1KluvWrRu9JzwUiIjWr1/Pg9ixtHc0pIrtkPiCHo+HLr74YnrmmWdo9+7dk0Z7iYhOnDhBTz/9NC1btox7rbIsU2pqqo2YRAM4zFwDZ5wm5o9ceOGFdPLkybMjg6amJvrpT39KQLSHzMxIosRGOhEOh8MWsiwsLKRVq1bRc889R7t376aJijGHw2Hq6emhN954g2655RYqLi6OSqoX200W4B/qvSNLpOaKlrGmpoZeeeWVszeWHQqF6NixY3T55ZcTcMaBGm3bKgrB5XLxczVNs72kw+Gg0tJSWr16NT3//PP0v//9j1pbW8eF4IGBATp8+DC98cYb9MADD1BNTc2IJjdRQsW2Fd9Udk3TSFVVcjqd9PDDD5Pf7z+770tE9N5779G8efP4gzFNFdvZeF8MsHuNkS8tZhR4PB4qLS2lK664gtauXUu7du2inp4e8vv9STXVoVCIOjo66NixY7Rx40a6//77qaamhj+Xy+WyOUeqqpKu65wMVsHjkQM7Rgzwi13Kn/zkJ3To0KGE3m/UKRI9PT307rvv4sEHH8TAwADfcREAH14StywdDrqu23b5EJcXErP42LVZznN2djYqKipQWFiIWbNm4cILL8SCBQtQWlqK1NRUPqFspFxmJjDTNNHR0YGGhgZ89dVX2L17N06cOIFTp07h6NGj6OvrizqX5VCLzxzr93jAMiR0Xed76KxYsQJPPPEEFi1alNCySmPKfenp6aEnnngCdXV1CAQCPJuOpWxYlhXXdBFxpRlRCOw9GJmMYLaFGtt1y7IsZGVlobi4GEVFRcjNzUVmZibS09PhdruRn5/PU0rYNFGWemJZFk6ePIlAIIC+vj50dHTg1KlTaG5uxqlTp9Df388zNRVFgdPpRDAYtKWMRk4W13UdpmnGPVXG4XDwDQzZnoKWZaG2thZPPvkkrrnmGiiKkhBXYyI2EAiQaZp48sknsW7dOvh8PmRlZaG7uxtEZFu8kd/wm2kjYkrlWHOXI7WF1XpN0+BwOJCRkcFzdkVimfC7urpgWRYMw4BpmrYKyYQ9FrC8JDGPTNzWXNd1BAIB/pvH40FhYSHWrFmDe++9d2IWQAsEAnTkyBF68skneYDf5XLZIkoul4vcbrct98nlciUUUku0sOgO80xZIIUNXojtoBgROlvPE6sw34F1lzweD48wPfXUU5Oje9fY2EiPPPIIlZaW2jw9RDgJLJQ2mlGOocpYIl7DXTPSUx1tYR4uS1wTo3XsmKysLAJAxcXF9Jvf/Ia6u7snnlQA6Ovro4aGBnr88ce55rKaKHYNIlNqkiG4WPm44hBZrCEz8XhWISKzBeNNJIj3GcXvYqyY/a2srKTHHntscsbIT5w4QXV1dXyQmQ3JMQLFblGyhDZUScQiRIZFz+ZzMTmwvrqqqnTJJZfQxo0bx61vPiqEw2HatGkTXXvttba+njg4r6qqLSt+LCUe8ytq6VD5u2ersPvquk4ulysqOrVy5Ur6+OOPJ6emRoKI6IsvvqA1a9ZQWVkZr5liNkDkFIfRlljt9mi0b6jc3mQ8I3tOMS5eUVFBK1eupM8//3xqkMpARNTc3EwbN26kJUuWcOExs3y2NCaS0KG0UxyJOpvam5KSYoLdJpoAAAMzSURBVIskaZpG8+bNo0cffZT2798/Obzf0SAYDNK7775Lt99+OxUXF9ucGQhCFp2XWF51ZIkkL1aXJV6Ni4fcSK9enDEX+Q6R2s9GejIyMmjVqlW0adOmKZ8GBGCw3W1tbaVXXnmFrr/+ej4yNJzgmUc7VDdG7I4MNQ48GlMsfo/VNRHv73A4KDMzMypjU4yfs2Nra2tp7dq1tG/fvqlleuOBYRi0Z88eeuqpp2jp0qVR7S4LGAxlOpkDNtTvYzGpkaY50nNnRMYarADOTLYSz1FVlWpra+m+++6jLVu2UFdX17gQOmEzy7u6uuirr77C/v378frrr6OpqQnHjh3jv7MAviRJUBSFh/pEKIoCh8Mx5hn3DJIwjVGEPMQWM7Is8xAlW9aBhUdzcnJQW1uLyspKXHfddViwYAHKysrGLTw44UsGEBF99NFH2LVrFz788EPs3buXB9+HwlCCHiuGigszAhknoVAo5v0lSUJWVhbOP/98XHrppbjqqqswb948FBQUjHu8d8KJZRgYGKCmpibs2bMHO3bswFdffYWGhgZ0dXWBiPjGEZqmQdd1hEIhvre8oii2/QyAxIP3Q2nrcNdRFAWapiEQCKCyshJLly7FkiVLMG/ePJSVlSEvLw9Op3NCZDxpiGUwTZOam5tx5MgRNDY2oqWlBbt370ZjYyMaGhqiNJmZY9EMAkMTFQtDHcuG+SKnN3o8HpSWlqK6uhplZWWYO3cuZs+ejQsuuAClpaWTYjuapO1tlyw4HA6bUHp7e+nEiRM4ePAg9u3bh5MnT6KjowNtbW1ob2+Hz+dDR0eHbQCeIRFyIyEuCZCRkYHs7GwUFxejsLAQRUVFmDVrFqqqqlBSUjKubWe8mFQPMxLa29upr68PXq8X3d3d6O7uRn9/P77++mu0tbWhpaUFXq8XwWAQPp8P3d3d8Hq9I+5xoCgK0tLSkJmZCZfLBV3XkZWVhZKSEuTn52PWrFnIzc1Fbm4u0tLSkJaWhvT0dLhcrkkrv0n7YPHCMAxqaWmBz+dDb28vAoEAHzT3+Xzw+/0jes1ut5svmuVwOKCqKtxuN19H6ZuV0aa8rGYwDfD/8yN4/Qh02KAAAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":873,"y":1336,"width":61,"height":169},"scaled_width":10.69,"scaled_height":29.61,"actual_filled_area":127.02,"bounding_box_area":316,"exact_perimeter":83.34,"approximate_perimeter":79.33,"convex_hull_perimeter":68.45,"perimeter_pixels":475.63961030678956,"original_contour_points":75,"approximation_points":14,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2298,"perimeter_to_area_ratio":0.6561},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":1330,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.39,"bounding_box_area":580,"exact_perimeter":98.62,"approximate_perimeter":92.69,"convex_hull_perimeter":84.83,"perimeter_pixels":562.8355697996831,"original_contour_points":119,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5134,"perimeter_to_area_ratio":0.2482},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":1330,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":332.86,"bounding_box_area":844,"exact_perimeter":115.7,"approximate_perimeter":108.63,"convex_hull_perimeter":96.42,"perimeter_pixels":660.3158005400394,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3125,"perimeter_to_area_ratio":0.3476},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":752,"y":696,"width":114,"height":124},"scaled_width":19.97,"scaled_height":21.73,"actual_filled_area":167.82,"bounding_box_area":433,"exact_perimeter":112.9,"approximate_perimeter":107.51,"convex_hull_perimeter":81.66,"perimeter_pixels":644.3645737753178,"original_contour_points":271,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1654,"perimeter_to_area_ratio":0.6727},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":625,"y":693,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":282.18,"bounding_box_area":454,"exact_perimeter":108.46,"approximate_perimeter":100.24,"convex_hull_perimeter":68.98,"perimeter_pixels":619.0020920410539,"original_contour_points":217,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3014,"perimeter_to_area_ratio":0.3844},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":10,"position":{"x":501,"y":648,"width":137,"height":172},"scaled_width":24,"scaled_height":30.14,"actual_filled_area":180.78,"bounding_box_area":723,"exact_perimeter":106.66,"approximate_perimeter":106.03,"convex_hull_perimeter":90.8,"perimeter_pixels":608.727922061358,"original_contour_points":14,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.26,"compactness":0.1997,"perimeter_to_area_ratio":0.59},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":11,"position":{"x":304,"y":648,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":399.77,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.57,"convex_hull_perimeter":85.03,"perimeter_pixels":562.5929291125638,"original_contour_points":123,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.517,"perimeter_to_area_ratio":0.2466},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":12,"position":{"x":170,"y":648,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.53,"bounding_box_area":580,"exact_perimeter":98.37,"approximate_perimeter":92.57,"convex_hull_perimeter":84.85,"perimeter_pixels":561.42135623731,"original_contour_points":122,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5162,"perimeter_to_area_ratio":0.2475},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":13,"position":{"x":2,"y":648,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":332.96,"bounding_box_area":844,"exact_perimeter":115.7,"approximate_perimeter":108.63,"convex_hull_perimeter":96.42,"perimeter_pixels":660.3158005400394,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3126,"perimeter_to_area_ratio":0.3475},"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":283.74,"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":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":397.84,"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"},{"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":"2026-04-14 11:37:15"} 
[2026-04-14 11:37:15] local.INFO: Nested area calculated {"data":{"nestedArea":11808.5995},"timestamp":"2026-04-14 11:37:15"} 
[2026-04-14 11:37:15] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"f9e81439-d484-49f8-8dfc-4212680fcd39","height":22.78,"width":19.97,"perimeter":108.52,"area":281.99,"image":"data:image/png;base64,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"},{"id":"fcd6b827-ee6e-4078-9bf6-b557db0a6775","height":30.66,"width":18.92,"perimeter":98.62,"area":397.39,"image":"data:image/png;base64,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"},{"id":"e04b95b5-3ca8-49c6-b7f1-bd36e148984f","height":30.14,"width":28.03,"perimeter":115.7,"area":332.86,"image":"data:image/png;base64,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"},{"id":"25dc8547-3c16-4e46-8b72-3f06fd1e3127","height":21.73,"width":19.97,"perimeter":112.9,"area":167.82,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHYAAACACAYAAADebJ0VAAAABmJLR0QA/wD/AP+gvaeTAAActElEQVR4nO1dfXBU1RU/7+3u2698f2INiJCURkAgfJqqQGuHItARgVBqC1KYRiq0jICdVloRnA4E2pGgoVgRa9CWME4r2I6CiCIFhEI6VEmAAEEI4SOBkM0mZL9+/SPcy30vm+zbZJPshpyZM0k2u2/fu797Pu45555L1EPdkiTtC7W1tbh06RJVVFRQbW0tGY1Gslqt5PV62/VFsiyTy+UiIqL4+HhKS0uj1NRUMpvNze6hO1FtbS2uXbtGZ86cafV9AFr9v9FoJKfTSbIsk91up8bGRnI6nZSSkkLp6el0zz33qMbR6O8CS5cupaqqKnI6nRQfH0/Xr18nu93O3yNJzbHw95pILpeLTCYTv2ZSUhItX76cAEAK9OEIpYaGBrz99tv0zjvv8EndEgUClojIYrGQy+Uip9NJFouFrFYrORwOWrZsWeCbAYDc3FwQEQwGA+x2O6xWKyRJUrEsyyomooCsKApkWYaiKIiOjsakSZNQXV0d+IkikBoaGvDZZ58hIyMDCQkJzcYvWCYiGI1GGI1GWK1WPqbDhw/HsWPHAo8hAJSWlmL69OkqUAJ9MfvSlphuTxTSgL19+3a43e5uBa7H40FpaSm+/e1v65rwepgJDxvDuLg4REVFYceOHaivr9c3fgDw3//+F5mZmfwi7b0xm80Gs9kMo9EIWZZhNpshyzKGDBmCAwcOAHp0UYRQVVUV13qyLMNkMjXTcMFqPEVRYDKZQEQwmUyIjo5GXl4ePB5PcOPm8/mwfv16EBEsFgsUReEXZyxKpMFgaJW1NypJEmJjY0FEmDdvHiorK7sFsACwadMmJCYmciDsdntA4AJpPKb1oqOjQUSYMmUKrl+/3rYxu3HjBmbMmBEydUJEiIqK4r+bzWaYTCakpKRg5cqVES+1AHD48GE8+OCDMJvNMBgMHBA9oLXGVquVS3d6ejpOnz4Nl8vVtvHy+Xw4fPgwHn300WaSyiRRryoxmUwwGAyw2WzcGSAixMfHg4gwYMAAfPrppxEN7tWrVzFhwgQuVSaTCWazWdeE16PxYmJiQETYuHFj+8fJ4XBg8+bNKnsgAqOXxVlpMplgs9n43xaLBZIkYfbs2fD5fBEJrNfrxdq1a5GYmKhSv4qicNMTyOvVw7m5uairqwvNGLlcLjz33HPNZhgJOr+9bLFYEBMTgx07dkSc1LpcLmzbtg39+/fnk1iWZVgslqDGwGq18gkvLmlMJhOf+EePHg3d+Ljdbnz11VcYPXo0jEYjVy/MXgb7AC2xoiiYMGECDh48GLy310UEACdPnsTEiRP5c4jrThKktjVmNpSoaQXBfmdjm5GRgX379oV+0gPA3/72NyQlJTV7AH9eb1vZbDbjhz/8IRwOR0QA63K5sGTJEg4eC8LQbUkjjRlqicX3MMFh17JYLMjPz4fX6+2YMfF6vVi0aJHfm2gviwNjtVpRVFQU9ioZALZv347ExERIksQjdXR70ovqVC8zIWFBHyLC3Llz4XQ6O24sAKCyshI5OTkgau4gtJfF64wZMwaXLl0KW2AB4P3338eoUaN4iJWtEui2BIqOE+nQVOx3tnogIowfPx7Hjh3r+EkOAMeOHcOAAQOaqeT2MrMnbEm1atUqXLlyJSzBdbvdGD16NAwGQ7OJLUobCSo5EDNw2Xjed9992LNnDxoaGjpnDABg3bp1iI2N1X3TgZjNdDH23LdvXxQUFHTeg+kkr9eLDRs2qCajuHQR7SwJzxaIrVYrV8UpKSnIy8vrfHNUXV2NadOm8TionhtvjdkDaRf1Q4cOxZkzZzrOcQiSPB4PPvvsM9x3330qT9ZsNnNJE8dDr5liz2wwGGA2mzF16lRcvny5858ZAL766isMGzaMP0hsbKzKI2TqqC1SzQbEZrNh3rx5YRG4qKmpQVVVFSZOnKh6Jr3LPZb4oBYAZ9cZPHgwSkpK9GdtQk0ulwubN29GQkKCSurEoEWvXr10PTQLOYp/s9/79++Pjz76qMu9ZABYunQpd2yCDc6Itpd5zCwuwJ43IyMDf/zjH7vet2hsbMSCBQtU6lOMB+udzdoUluhVEhEmT56MsrKyLntYAPjrX/+qsoMswtTSM5Hm+dhnxJ8MbGabV6xYgaqqqi7XTgQAJSUleOyxx1QPwGwFUXBrXfaQ7BpMpcuyjFWrVnWJ1ALA2bNnkZGRAaI7iQu6PYn1PBeTSHEiiBpKURRMmTIFZ8+e7XLNxAkAduzYgd69e6tunj20nlktLpnEBxbXhkOGDMHOnTs73d5evnwZCxYsANGdDAuRvoiSltmzyLLM4wAGgwGPPvooPvzww/ABlVFDQwNefPFFbju0YbVALL6PpQVJAJzZ4PHjx3dquBEA8vLykJiYqKpiIKI2RZZEjcQmRr9+/bBly5bwA5WoaRlw6dIl5OTktCmzQRo1LgYrxPeYTCYUFBS0vXogCAKAXbt2YcCAASp7L4YN9S5nxNy1qMFiYmLw29/+FlevXg0/UBkBwEcffYQhQ4bwBw8mf+tPArQLfVmW0adPH+zfv79Di+AA4Msvv8TYsWNVHrs4YbWS1xoriqJ6P5sU2dnZuHDhQnhKq0gejwcbNmzgCWet5IquvTggehLRYvDiiSeewNWrVzsMXI/Hg+eff56DQgGA88diqS57TTQxgwcPDk+72hKVlZXhl7/8pSqa5G/NxwDWW1crDlBKSgpWrFjRIYMCAG+99Rb69eun2+v1xyKwLHctSRIsFgvsdjveeuutiElPElHTwBw4cADZ2dnN7KQIJnuNqSY94EqSxK+RlpaGI0eOhDQpDwDHjx/HyJEjeSqOQgCs9vVf//rXqK2tjRxQGTkcDrz77rv41re+pVJDzI6KURi9oNJt1S6q8Keeeiqk6T2Px4OZM2dClmWuZdoKrhZYJrXZ2dm4ePFi2MS/gya3243ly5dzQBRFUYESFRWlkkQ9wDJnjBXA2Ww25OfnhyQDBACrV69WBffbk2v2p4r79++Pjz/+GDU1NZEJKhFxz1LcLiI6Twwk9jMQsMwRE7eMGI1GDB48GIcPH26XvQWAPXv24J577lHV+oYKWPbamjVrIqaeq1ViaS5WwSfLcrMtI6wKL9DeILEWiH2WScL8+fNx7ty5Ng0YABQXF+OJJ55QTaBgapb8sQiswWDA3LlzUVFREfmgMvJ4PFi5ciXPArHIkigZgYBldk4brmSfJSL84x//QGNjY9ADx7I2cXFxqiCJNtIULIvADhs2DKdPn46cpY1eqqqqwuzZszmwTCr0OiZ6HKyhQ4fiiy++CCqWDAAffPABbDabKogQzPZQxuIkYFpFlmWkpqbi/fffx61bt7oXqERNUrt7926MHz+eP3wwXqceG5ySkoJnnnlGd4La5/Ph4MGDGD16NN8JyL6PqU+9UTMxzMg+w0p116xZg1OnTnU/UBk1NjbynCZRcIXmer3me++9F1u3btUVkSovL8ePfvQjrkW03jczGXokV/t5JrEzZ87E119/3X1BZVRRUcH3jhLpz5AEAlasvRozZgwuXrzY6m40AFi7di2sVqvfhDmTWL3A0m2pZYCazWb06dMHx48f73Ybu/3SrVu3UF5ejuzsbL7M0eOg6LGxoiZ48cUXW3SkAODMmTN44IEHVECK12rLBjRJkriXnpqaisLCwjY5cxFLbLsIS8zr4UCgiqUnBoMB6enpOHToUDMvFAC+/vprPPPMMxxQEdS27igU89CKomDJkiWRFQcOFTmdTixevBj3339/SIBljg/bJW8ymTB//nycPXtWNbhutxvPP/+8agO2GKBvK7BiRWZOTg5OnjzZsdsywpW8Xi/OnTuHyZMnhwRY8mOvU1NTkZ+fz22tx+PBJ598gtjYWFgsFr9tFLSRMPaanvszGAxIS0vDvn377i4VrCWHw4FDhw4hISGBz3i2bBCXD6QDeO0aknm1w4cPR2lpKQCgvLwcjzzySJu2X5AwcdgyTVukZ7PZ8Pbbb7e9hUB3otraWvzud7+DzWbjKtFutwe9i495r2LfB7oNxrJly1BUVIRVq1bxYrRgY8Bsool5Zab2bTYb7HY7fv7zn6O0tLQHVKImZ6asrAzPPvssB4ipNSatwaTN2NKFteEhIvTp0wcjR45UbSTTfibQdbVrblFlEzXVPZ84caL7hQzbQz6fD+Xl5cjIyFCpYJYc0BuZEn8aDAaVU0TU5LGKKTmxGlIPs1i3tr1P37598fe//70HVH8EAFu2bEFsbCy3ZaxLDQVpYxn7qzUSU4axsbFBqWTmbIlZH5PJhFdeeeXu9ID1ktPpRG5uLrev2u0QrbFYiK39jCRJKimTJHXZqF6vV5tbJSJMmjSpU0phI5pYo45x48ap1KSezmZEpFLbLK3HnCkGnlj6yT6nx1ET2xCwexo7dmxkVRl2JQHAhx9+CLvdzm0i6VSVbG1K5D8GLW5jjIqKCur64j5YoiaPeNeuXWGxvTNiCABWrFjBB51Jl5jHFeOyoWJRnYuqXFEUlVeckpKCtWvXht1O+7Cn2tpanDt3DjNmzOCVjUxSxMFn6jXU7RLY74qiqNQ0WwNPnjy5Waiyh3QSAHz66af45je/yW2mNj3HOBTA+lszix4w+87hw4dj165dPXa1PeTz+fDSSy8hNjaWe6XMNhLdKYKjEEiruITReuFsWaMoCt58880eUNtLAHDlyhX84he/UNVIiaWhoQKWBIDZNcX2PFarFc8++yyuXbvWA2ooiC2Bxo8fr7Kp4nIlVDZWey1xk/OTTz6JsrKyHmkNJQHA1q1bkZWVpVKPFEJgxb4SROotKCNGjIj4XsphSw6HAwsWLFBlV7T7eNrDYrmo2PIuPj4ef/jDHyJ3n024k8/nw6lTpzBp0qRmUhoqVawtSjcYDFi0aBFu3rzZA2pHEgDs27cPKSkpIGoKFIRKYtl1WMrPbDYjKysLxcXFPYnzziAAWLZsGW9/SyFympjXLbYw+s53vtNjVzuLgKYDnwYOHMhtYyhUsbajNxEhPT0dFy5ciMjdcXJX30Cw5Ha76X//+x8/K85isZDb7W73dX0+HxER3bp1i4iIDAYDXbhwgTZt2sRf66EOIgA4deoUhgwZojuVp5dFtS5JEveKe/fuHZEHUEQUXb16Fb/5zW+4ymQBi1AcNiG2UCBS90l8/PHHO6fL991IXq8XH3zwASwWiwrIUJ0gwlhsn8C0gtlsxsKFC3vKX0JNXq8Xhw4dwkMPPQQiUh0CSCEEVctiOUx0dDQ2bdrUI7WhpJqaGsyePZvHbsXUmrbMJZQsAqsoCh566KGw6JvcLcjr9aKgoIBXS7CQH5G6rJQ6GFj2nTNnzgzr00Uigurr61FWVsYbk4gpO73bL9vD2h14RE37gdauXdsjtW2lhoYGXLx4kfetIFJvywi22LstrC05ZVojMzMTO3fu7Kl5agsBwJIlS1SNMZmEaktWOsPGatX+uHHjcPLkyZ4qxWDo5s2b2L17Nw8SiPFbSZJU6bpQJQH8sT8bK26xXL58OS5cuNADrB5yu90AgDFjxjSTRDa4ogoO9TqWWgBW9L5ZMCM1NRUHDhy4O3pMtJeYCo6OjlZttNKz8VmboxVLR8VyGvE4Gb0Sz1J57G82uSZNmtQ9G3OFkgDgtddew6BBg5od+KcHWNayXlz+MIlm1xOrHC0WS1AnfYmNM9maOjk5GbNmzeq6w4/CnVhDTZaOY8xitoGAZQDKsqwqQmPbOvxt2grWq2afZVWL7POKoqCgoKBHav3RtWvXMGfOHJUHqvd8cxFYojt1wGIgv0+fPvjud7/LwQ42Se/voAZ2tpAsy+jfv3+Hn1MQceR0OvHqq68260Mhsh5VHB0d3ewkEAb6r371K2zbtg0DBw5s1jwkGMk1m83N1tPsOk8++SQqKyt7gCVqUsG7d+/GoEGDmkkCkbpoO5iuMUyCbTYbfvzjH6OkpAQ3b97Exo0bVS2DSCewoq1vKeJlt9uxcuXKHqklIiouLuYnSIvAMOlla9lAwGp7GLMJMX78eHzxxRfc/lVUVOBnP/uZ6vw9PawFUww1io2x09LS8M9//vPuLle9dOkS8vPz+aCwhiLi9slgvGLWY5j93atXr2ZxXY/Hg+PHj2Pw4MEqO66Htefuab1pBvD3vvc9nDx58u4E1+VyYefOnejbt6+uQQ0ErHg6CFOtc+bM8VsTDDSdWC1ukhZtsxgI0evAiceHSpKERYsW3X1essfjQUVFBT/BUo9K1COxiqJwScrKysKBAwdabP5cUVGB73//+/z64vHbYudTvRrDbDarton069fv7kvMe71evPDCC80q71tjPcAyu6coCt54441WVSEA7Ny5kx/Xpu2fKKpavWcWaDvTZGdn48svv7w7VLLL5UJhYSGSkpK4CgyFxIrZnmnTpqG6ujrgYDY0NGD9+vV8eSVKrVYTBPp+cRKwe46Li8OcOXO6f2IeAPbu3YvU1FRVLDcUwDIPdeDAgTh69KjudNrly5fx+OOPcwBZgxJtMELvxGLPJG4ee/nll7vneQCMKisrMWvWLNUA6GU9qjg5ORnr1q0L+rCHf/3rX0hJSVHZWLaM0XvKiPacPtHbvv/++7Fv377uqZLr6+uxevVqxMXF8UMQWNCeQgCsoih4+umn23SuDethzDx07XX1fL84wUSvmqn5p556CseOHetewDIVLG5cDjYAH2hAMzMzcfDgwTZ5oS6XC5WVlZgxYwZPzzGQ9EqsvyPTtAdAvfbaa92nnIb1CR42bJjq0HoxD6onJ6rNrYq/JyUloaCgAHV1dW0eNKfTiWPHjiE+Pp7bWfY9oSi9MZlM6NWrF3bu3Nk9lkA1NTVYunQpkpOTVXtQtetG0jlADGC73c4HfsaMGSHpu1RdXY1XXnlFt0MXDEuShNjYWIwaNQoHDhyIbHC9Xi+2bNmCb3zjG6qHZI6JeGgh6RgcMSnOBn706NHYvXt3yAaqvLwc48aNA1FTnDqUe3CZ+Zk7d27k7pIHgJKSEowcOVIViNAuIfz15ffHVquVSyjLzpjNZhQWFoZ0/+qtW7fw+eef86NbgvXeW2OWSkxMTMS7774bkftu6ebNm1iwYIHqcEJtGYpY/aeHxW6osiwjJyenQ85h9Xg8+NOf/tTse9vLYp6ZRaUiClwAePPNN5GQkNDi+XDBgkpEqoOFs7OzsX///g6zVefPn8fEiRObAdIeFtW6yWTCvHnzUF5eHhnA3rx5E//+978xfPhwHkPV2lBtD2E9zCTeYDAgKSkJ+fn5HeqAOBwOFBUVcbUfCmbJAqI7LRbWrVsXGdszfT4ffvKTn3Aw2E8GJANbBFXPckJ8z9NPP90pBwFev34dubm5Idn0JQZizGYzBzgzMxPFxcXhXXUBAC+//DKvNRIX96Tj4cVG0aKjJe6ui46ORnl5eaeE5xoaGnDixAl+Dp94fyRMtmBP1RTX7UlJSXjkkUdw5cqV8ASWtaFNT0+HJN3p4SCezNwa+1vTKoqi+nxiYiJeffXVTg2ou1wuvP7660hMTFTFpNk96V0OaTu1is8ZExODvLy88Isls6UNy5IQqaNDepwkMe2mrQtm/5s+fXqXhOSuXbuGZcuWcSBFMPU6gFonUgt0RkYGCgsLw0sl19XV8TNhxXSctvV7ayzOYK3KIyIMGTIEe/fu7ZIHB4Bz584hKytLlRRo6Si01p5RBJOt45lWGjx4MI4cORIe4Ho8HmzdulVVia9160nHQxORqse/2WxW5TS7uswEAN577z3YbDbunQe7DGKf076uKApP5s+fPx9VVVVdCywAFBcXY8SIEX5VU7DBc9Geilsop02bhhs3bnT5LK6qquJHtbXFUxadJm3EjS3nEhMT8cYbb3RtLPn8+fNYvHgxiO5UDIizWAz9UYCH1joTTNIffvjhsAma19XV4fTp08jKylI9UzA5ZfEz/raJSpKEoUOHYt++fV0TT75x4wb+/Oc/Izk5WbU5iUjtKeq1P/5UVJ8+fZCXlxdW3UedTicKCwsRHx+vqpqgIIEVWQSYTZKZM2d2/nM3NjZi//79vOlHKKsMxUMXcnNzwzLkBgALFy5U3a9Yociex263B2WO2NqdbQVdvXp152qqhoYGTJkypdlsa40DASsWbRM1uf/Hjx8Py4oDh8OBo0eP8oZiUVFRXI3abDaVag7GFjO/gsXE09LS8Pnnn3cOuB6Ph2/LEG8mEOutF6LbtnndunVhYVdbIqDp9My4uDhVobj2lC29aUntODKBmTZtGk6dOtWxY1FdXY2DBw+id+/eXO2EqhiNbttji8WC6dOnR8QJj1VVVVi4cKFfW8meSa9GE88kYD9jYmKgKAqWLl3acdE2t9uNkydPYsKECc3cdD03HghYVmeUmZkZMSdRud1unD59Gg8//DCPAYtbQ8RTp/WwWLguvn7vvffinXfe6ZgxqaurwwsvvMAlNdiuaHqdp9dffz2ieicBwLZt25Camsonur+SVdIpsWJrQfHnmDFjcPz48dCCW19fj6KiIn7zRE1uuRjTDcSBgDUYDJgyZUpkVRTcppqaGixcuFAVfSMBLD1CkJiYCKI7hziZTCYeB2De8qJFi1BSUhKa8amvr8eNGzcwbNgwbge1u8wD3TTpAPaBBx7o0IqIjiSPx4MTJ05g4MCBqjERQ6J6mKlisbONOPFTU1Pxl7/8pf32FgAqKiqwaNEiVXON1jzalli0G3FxcaqZGBMTg4KCgg6pX+os8ng82L59OweHrUVDVcbKxurBBx/E3r172ycAAPDSSy+hd+/e7QZWXMwTET8Xlogwf/58lJaWRiyojBwOB3Jycvhz+dv13h5mjmpOTg4uXryI2tra4McMaDpSOz09XTVj2goskTqOzLZRpKen4/Dhw+GXZG4DeTwelJWVqeqoO6KXcnR0NJYsWQKHwxH8mJWWlmLq1Km8Xqm9wIpViWxTltVqxfr16yPSrrZEALBmzRrIstzi8qUtLJ4NT9R05t7HH38c3NjV1NQgLy+P9xykEEisqIaZUzF16lRdG5Qjja5evYqf/vSnIKKQnSPP1vnsb6vVisceewzl5eX6EvMAUFhYyCvhSbAVoQCW2Z/hw4d326M7nU4nSkpK0Ldv35D2UmZjaDKZeBOTxYsXB+7j6PP5UFxcjLFjx6ouyNzv9gDLZpvNZkN0dDQ2btzYLUFlVFtbi8LCQlit1pD1VGYOKFsvs6TDe++91/qK4tatW1i6dCmImhwdsWFGKGysJDVtJJ48eXLXl390AlVXV+MHP/hBSIAVpZU0Kn7EiBEoKSnx70zV1dVh8+bNSEtLA5Ha4Idi7wq7oczMzM5LRXUxud1uHDx4kHemEdNyRMF5zKJg+eOpU6c2Lx/y+Xz4z3/+g1GjRvEbYF8utpNrjf19mfh/oqaO3Pn5+e3aoBxp5HA4sGHDBg6Q0WjkABuNRu5IBhpfCgB8cnIyCgoK1HH22tpazJkzR2VT6baUhcqrI2ramtHtW+P4ocrKSjz33HMcoJZ257fGepIo/fr1w5EjR0BEZCQiun79OhUVFZHdbier1UrXr18nIiKTyURer5dsNhvp0ZwAOEuSRLIskyzLJEkSZWVlUW5uLiUkJIR42MKfevXqRbNmzaI9e/bQmTNnCACZzWbyeDzk9XrJbDaTLLd+4qvX6231/xaLhc6fP0+ffPIJEd0GVpZlysvLo7i4OLpy5QoZjUZKTk6mmpoaamxspKioqHYDm5ycTGPGjCFJkiS9A9JdSJIkyePx4Pe//z3V19fTpUuXyGw2k9FopIaGBlIUJeA1AgFbV1dHiqLQoEGDQnXbPRSO9H/2ntfNWOLLFAAAAABJRU5ErkJggg=="},{"id":"a93bb177-3f0b-413a-b045-fe3fb721d10c","height":22.78,"width":19.97,"perimeter":108.46,"area":282.18,"image":"data:image/png;base64,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"},{"id":"e0fd5503-504e-45ed-8bcf-ecdc5f80791f","height":30.66,"width":18.92,"perimeter":98.37,"area":397.53,"image":"data:image/png;base64,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"},{"id":"05227bc0-3ab6-4c09-ad30-baba3188ff37","height":30.14,"width":28.03,"perimeter":115.7,"area":332.96,"image":"data:image/png;base64,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"},{"id":"6a419781-0bc9-4496-97c5-c37d51ccbae7","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":"101681b7-7d15-42c4-a49b-4db639fb256b","height":22.78,"width":19.97,"perimeter":108.11,"area":283.74,"image":"data:image/png;base64,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hIeeuihotQVAKmqSgBo6dKl9P777xelfkXByMgIERF9/PHHtHXrVtq0aRO1traKis8GgXwtFArR+vXr6Ve/+hV1dHSQ67rU398/48aqaAJt26ZUKkXpdJpuv/12Wr9+vaisrusUi8UoEAj4GrtUBIZCIXFd0zQCQPX19fS9731PEEkz2GapIgm0LIscx6Ht27fTDTfcQPF4nOLxuGi4QCBAuq7nbOxSEciNw2QGg0FSVZUMw6Camhq69dZb6d///ve0Saw4AjOZDB06dIhuu+02amlpEWRkk6IoCum6LspsqdDs5/P/A4EAtbS00J133km9vb15E1kxBBIRZTIZuueee6i2ttZXsZqaGgJG1WYwGBSSqKqqj+BSEmiaJgGj6jMWi/l2yI3FYr7fXXzxxfTee+/lRWLZE8he5ZNPPkmrV68mABQOh0Vl2PaYpkmGYfhUWSAQIMMwZoVAHJUyJhIAGYYh/h+NRknXdYpEIgSM2sctW7bQ0NAQJRKJCRuzrAkkItq3bx99+9vfpmg0StFoVFQmHA771BPboVwEyddLRaBcH8MwfBIoq1juWPz/a6+9dlKVWrYEOo5DbW1ttG7dOqESS1mmIrjQDiDbQ/l9YrEYnXrqqdTd3U3JZHJco/7mN78pKYEliYUSEf3tb3/DypUr8c4770y5oXcxkL0PtaqqvlIo5HeQ7zk8PIyuri6cfvrpOHDgADzP85EYDocLfvZkKDqBREQPP/wwrrjiCiiKIuKTpYbneeMK75Bb7Od7nie2SJbjsueffz527NjhCwGWOipXVAIty6J7770XX//6133bAnNscrZRbAJZ6lzXheu60DRNvFssFkMikcD555+P/fv3CxLr6+uL8uwJ61SsGzmOQ1u2bMFtt90G0zRhGAZc14XnebNCIDempmk+1VnIcTcyWIVmq2NN08Sm5nwswHnnnYd//OMfICJKJpMFP7vkcByHfv7znxMwOqZj1zvbLS9lmcoxKZYXq2mazyuVhyHy+LW1tZX6+vroJz/5SUmdmILR3t5Ov/zlLwmAL54ou+Y8lpvtkk1aMQhUFIU0TfPdQ1EUMk1TvG8oFCJVVemmm26is846yzckKaQUnUDXdemRRx4RPY9fSh5TNTQ0zBpZfC6RYRgUCAQoGAxSOBymcDhcMIGTdULTNIWmMQxDDPYBUGNjY9HeMReBM57QJSJ69tlnccMNN4iJU3YWZL3f29s74T3k42hM00Q6nYZhGLBtW3wn+9AMPoYNAILBIE4++WQsW7YMy5cvx8KFC7F06VI0NTVB0zTYti1m6Nnx6O/vx0cffYQPP/wQ+/btw7vvvosDBw5A13XYtg1d1xEIBMRBG4ZhCNsGAIFAAABgWRY0TUMgEPC9r23bvvr39PTMoHXzx4wIJCLavn07Nm/ejGg0Kg5iKgTpdBqqqsK2beEANTU1YWhoCJlMRhCnKAoWLVqEM844Axs2bMCGDRuwcuVKOI4DXR97Hc/zhKc40Tiwv78fe/bswb59+/DXv/4Vr732Gg4dOgTHcQTpTEYsFoNt20in0wAgOlpZOCnZICK65JJLhGhnT/3kW+RQFt/DNE2fk8CqKxQK0Zlnnkn3338/HTlyhIiIPM8jngx2XZccx6FMJkOWZZFt2+Q4DnmeR0REQ0NDlMlkKBue59HQ0BA5jkNERA8++CC1tLRQIBAQQXb5PbOnvWR1WepSFBtIRHTPPfdQKBQiXdcLCpNlB5Pr6+vF53g8Lr535pln0u9//3vq7OwkIiLHcai/v1+QkE6nxxEjw3VdMSFLRJRKpWhoaIiOJkgJMME9PT1077330qmnnipsqjy5zORxXWfagWedQCKiPXv2UCwWI0VRKBaLFTRMkAmUe7KiKBSJRKi2tpa+9a1viakbGY7jUDqdJtu2x13PZDKUyWTItm0fcZ7nib+xZHqeR+l0WkgySyIRUVtbG33ta18TBMkERqNR30xJWRDoOA5t3LhRvBD/O9NhQrYEssfKHuTzzz8vGnNkZIRc1yXP88ZJzuDgIDmO4ysycSyFU2FwcDDn55dffpmWLVsm6i0Pj+rq6maFvIIJtG2bHnroITJNk3RdFzfLtlkzJZDHkPF4nDZs2EBERMlkUtgyIiLbtmlkZIQ8zyPHcWhgYICSyeSEhDiO41OXstQlk0kaGRkR95YJy2QyQu1y+kdvby9deumlBMA3rivWGK/kBKZSKVqxYoVP2jh3ZKYVypXSsGnTJkomk6Kx2S4NDAz41JsM/o7jOGRZlk9FMmH8r23b4/4mq2HbtsX9sqW9o6ODvvrVrwrpY0mcrWjTjAl0XZfuv/9+4VgwaZqmCcmZLOrBNg3w2xG+xo7QD37wA+rr68vZsHMBz/NEkTvPjTfe6HPecjkz/N7FnAudMYGDg4MiHYIJ5NOVsys8WeiKUyQ0TRMuOv/tm9/8JnV0dBARUSKREFKSSqXmhDwiP4FEo94p29IrrriC6uvrfRJoGAbpui7ekdumWCTOiMBMJkOPPfaYaGzuZRy24opPRSCnU8jk8fHal112mW9YwJ5itvs/28gmkIcrXKerrrrKF//N1djcceeMwCNHjtCaNWtIURSKx+M+13mipNtcRXZ8mDzTNGnt2rVC8jjJlxsv29ucbWQTaFmWcJrY1l5++eU+TSKX7BjxrBNo2zY9+OCDohKcXCQHjCfKGptIjbKaURSF5s2bR++//z4RjWauMXhMln19tiETyKqc62bbtvBuzzjjDOEXmKYp3rXYzs20c2J0XccjjzwCYOwcc2A0iGzbNizL8sUfJwMRoaamBkQEx3FARNi8eTNWrFgBx3HEqczAaB6J53mwLAumaeZ1/1KD3zMcDovgejQaheM42LJli1jd5LouDMMAADGZXYycnIkw4Z2JiF588UXs2rULuq5D0zSEQiHfqcxc4Xxm3AOBgAh6h8NhrFq1CjfddBMAIJVKQdM09Pb2ilQMy7LgOI5ojLmGrusYHByE4zi+GZJAIID169fj2muvRTAYFDMzjGIlVU0bIyMj9JnPfMaXlSwbbHnOD3l6oWwTTNOkf/7zn0Q0NoCW45nZg/O58kRlFSqrctu2ffaQiKirq4vWrFnjc1oKCXLkKtOygQMDA4KoYlWC7cRdd90lHBSOXZY7XNel9957T9h5nmEpph3M2wYSEf3nP/8BMKreipHXaZomHMdBNBrFZZddBtM0Yds2VFU9ZtRkIVBVFc3Nzdi0aRMACFsvZ+eV5Lm5LiaTSTz77LMwDKNoKXm8BPrKK6/EihUr4HkeDMMQuaOVgLq6OnznO99BXV2daDc6OgldKuQkcP/+/XjppZfEw4uV2RwIBHDLLbfAtm3RM+Uk2UrAaaedhnXr1gEAQqFQyR2YcXcnInr99dexd+9eOI7jGz4UAiLC6tWrsWbNGnieJ3Jg+BmVAiLCVVddhUAgINI6ZnUY4TgOXn/9daHWivVwIsKXvvQlAP5MbbaNlQDDMOA4DjZu3IjTTz8dlmUBKG16/Th2PvnkE7zzzjs+x6IYJC5fvhyXXXaZyNbm5CUA5ZkYlAXWUoZhoKmpCVdeeaX4W7H8iFwYx8zhw4fxv//9T6Slc2peobjkkktwwgkngIhE6j1LXjweL/j+cw3btoXWSqVSuOiiixAMBqGqakmdNB+BRETPP/88LMuaURiLJUqWWA6Rbdy4EclkUmy6w0TKOZTljEAgIHJRQ6EQVq1ahZaWFtTW1gIYv/wtu8wU4yTwlVdeERKnHN2mKl8J5J4mL2jJZDKIx+NYvHgxYrEYgDHXupK8T4Zsei6++OKSd1AfgclkEq+99pqQPE5wzQeKovi8VU3TxLWVK1di8eLFgrDZWPA52yAi33vZto1rrrmm5MMkH4Eff/wx0um0j8DpeoiKtPCRpezcc88VqjS7R1aiFDJpZ555Jmpra2eHQM/zaPfu3VAURbi/qqrmrT75e/IiSM/zEI/Hcd5554GIxGpdebqlUsABD8dx4HkedF1HKBTCKaecUtLnCgIVRcGbb74pFnkAo2O06SzO5EG/pmmCnIaGBqxevVqslDUMQ5DMUlpKN3u2Idv2TCaDs846a3YG8v39/Xj77bd9KnO6cTyWWNmQ19bWorm52bdiVr73XC2/LhXY9jPWrFkzOyr00KFDaG9vBxEhGo0CGJ1UnQ6J/D2ZlFAo5BuOsCTKIbRKsIOyv6Aoipj4bWlpKelzBYE9PT1oa2uDoihibZyqqnkPI3h8x4N//v2pp57qC8uxiqmEKSQZcmoJt0MqlcLJJ5+MDRs2ABjrvAB8GqkQEyIIHBkZEYTpui5unG8UgQfnsjsdDoexZMmSilOTE4GJMAxDpKDU1tZi6dKlAPyaplh2Xz16M/rwww+FGmBvcToPke2bPKBvaWmpKCdlMmSbAs4XOumkk3Kaiem2cS4ICTx48GDOCuXr6suqlitr2zaampoqZsJ2OiAiYUqYQNmBK6oEAsDg4KBQn2yfpkOg/D3+fTQaxbx58/JOPawEyJ2Y22HZsmUTSmChEAQeOXJEjN8m2tRmMsiV4c/Nzc2IRCIFV7JcMFFHrampGRf7LboE9vT0+ObqgDFPKR8nhGfZAYicyZNOOgnRaNSXR1rpYCdOzm+V/YNiwydiHK/kh/HAPF81KkusYRhiy49jJbu6lGDC5MNHNE2DYRgT7lhYVBWqaZpv/CdXJp/eo6oq0um0UCOO42DRokXHBXnAmPrUdd0ncZ7nQVVVLFy40EeYvJSgEKgA0N3dPY48GcfLMKBU4JChbAfZMy9UtaoAcODAAfT3949ekGYgZLe3ipmBSZMlFIAv7FbwjHxnZ6cgUA7tVImbPrLJ4Gkm0zR9KYZF9UKHh4cxPDwsbjxbWcXHA5jAmpoaAOO3bi50R2Nh8DgAK0dNZmu75ErAZO2kqirmz58PYKydZV+jYBXKN5Ptnxwaq6TM6dmC7EcoiiKC+rnCaIW0ryAw25hO9LmK6UNRFDQ3N48bUhVDQFRgTFVm3yjb5Z0KPCcYDAZLtmP8sQrZtsnCIEdlUqmUL3eWv1PI0gKfCpUrMd2G523+Af8Y53iR3oninNwG2aeKZn9vpvBFYuSbzyRjjCvEPYpjqcfbdJKsedhh4Zgyt2uxtJMKjKo+Vnv8wOxeNN0XkAPglZQ+OBGy5/qy208OM/L3igEVABobG0Xau0zWTJKOmDhZ8o53L5aI8Mknn/iuFatTqwCwZMkS3yIM8cdpRA04J5R/z70OmLuTW+YC2QtWeDbno48+EqRxexTDP1ABYOHChWKJl3xTflC+BMrf9TwPyWSyYhZvToXsji97oZ7nob293XeuffZvZgoVGE19kNdzZwezpwPZSGcymeOGwInA9rC3t1dMLcmmqVDzogJjW/Rzwi0POF3XzTufhQO1TL6u69i7dy/6+voKqmC5QNZSruv6NnFg5zASicB1XWFa5M4+Uwj6I5FITjU43cUtrP9t20ZPT4+o7PEAOZcoe/rIsqySDKcEgXV1dePm/6YzI8/gGWnP83Do0CEMDg4WucrHJjiDL7u9OM1+ZGTENz4GijyQb2hoGDcPyPo7XwKzXePe3l709PQcN+E02YSwGiUipFIpn0NXzOiUMHDNzc05dfJ0G589LWBUbXR2dh434TSZQFmdplIpseYSKC6BQgIXLlzoGzbIY7d8SJTdZtkeHjhwoGiVPZaRrX3kxN6+vr4JhaIoOTGapimtra1iWwx2d6fzkFyV0jQNH3zwQUEVLBdkz9ywAHieh4MHD/rasJihRcFSY2MjTNPMSVy+vSTX5qbd3d3FqOcxj4myzVKpFDo6Onztku2xFwJx19bWVnGMGx8Dxy5wPj2Gz9mTM7k9z0NHR4dvY4NMJiNSGCtxiCFromQyiUgkgu3bt4tUiuxQm+wzzASCwGg0ijVr1vhOZuYdBqejQrMzuZPJJPbt2yd6Ju/SBGBaHaRcIEteOBzGe++9h7a2tpI9TxCo6zrOOeeccUlNQH5ODA83OKrDGBgYwKuvviqiPMDYOEjX9YrJfJNtn7zxeUdHB9rb20v2XEGgYRjKypUrAfgXquQbPeCZiOy0xGQyiZdffhm6rk/YOSqBQF7AIx/lats2Dh8+XJQTTieCz+Nobm5GNBr19aB8kZ1TI4+Jtm/fDgAiuRXwDzsqAXLCEmsWXdfxxhtv+MaAxca41UmrVq0CMOZgZI8J84W8OLSzsxP79+/3pZnLBFdCpEbTNLFtpq7r4tzf1157raTP9RGoaRo2btwIYEzF8ZrBfJAdA2SptCwLTz/9NDKZjC8OyDsaVVLODHdG0zTR1taGrq6uku7I4SMwFAop5557Lurr6wGMLZWe7oyEDFYtf//73zE0NCSuy1nflSCBruuKdYC2bUNRFPzpT3/ynYRdCoybTVy7di1aW1vFevnpQJ685c+sil955RW8/fbbICIMDw9D13Xouu7LlSxncMaZvBPxU089JZwbOdkpV5kpxhEYDodxwQUXQNM0pFIpAChKAzuOg6eeegqKoiAajaK3txdEhFAoVFIjP5tIpVJC4+zfvx979uwpuXnIOZ9/8cUXj5thLhS2beOll15COp1GKpVCQ0ODIK4SJBAY3VYMGG2vrVu3zoqHPY5ARVGUVatWobW1FaqqIhgMFq0ihw4dwrZt28T/TdPE8PBwxaQd8kTAwMAAtm7dirq6OgClzcrL2XLNzc24+uqrfVsnFwq2dw888ACCwSASiYRIPaiUsSB3xldeeQUHDhzAwMAAgIm3HykZiIja2toIKO4h93xY5LZt23wndVYK+ECvz372s+KoWvn0t0JL3odfKYqiLF++HJ/+9KeL6uKzrbv77rtx8OBB4W5XAvisw23btuHFF18U10u9S8eExsfzPHzuc5+DaZpFaWQ5UrFjxw48+uijvu1Myh26rqOvrw8//OEPRXxXURT09vYWbUuRaaOnp0ccP86HGrIYBwIBUlVVFGWKAyBZfRqGQaZpUjgcpjfeeEOcFc8nQ1uWNe7w47k6DDn7EOSBgQEiGjtHlw+A5L/feuut4oRuYOzUb/l8+ULKtM/QbWhowKWXXgoAwuWPRqNQlNGN0flI1nycEI5GkJSxffPNN4uBPm8YrmmaUDvsBBwLmwXZto2amhpYloVwOCwWsvJE7bZt27B161YkEgmx4zEdDWjPWXY6EdF///tfmj9/PoVCIdEDuEfxiZzA1EewGoZBoVBInGgZj8cJAG3evJlc1xW9O5FIUCqVIsdxaGhoiIjm7iRrWQLlY9FZa/Dpox0dHXTKKaeIttA0zSd5xXIEZ3SOfDqdpm984xsEgOrr60WF5PN0NU2bkkBWs/JvuAPcfffdRETU3t4uGk8+N5cbbLYhk8fHxMpn59q2TbZt01e+8hVhVqLRqOjk8lm6c0YgEdH27duFDQsGg8LuyZWbikC5J8pn8vJ9//znP4uGY3s4PDw8p+frZttA13XJdV1Kp9OCxDvvvNOnUbiNmMRiDsNmRCAweijI3XffLQhj1cCH/eZDYCAQEGMiWZXW1taKa2+//bavcVitOo5zTBDI9SEiGhoaoj/84Q+kqioZhiHaRO6cgUDg2CAQADKZDK1du9Z3Q64097TJiq7r4hhyVVV9R3Q3NzeToigUi8XoueeeEw3EjThXkAnkTjU4OEiWZdGTTz4ptAdLXyQSySmJc6pCGYODg/TrX/9aVJrJ4H/zUaHA2Fn0fEQ32wy+z6JFi+jpp58mojE7yG77XBLIkSPXdenpp5+mxsZGCgaDot51dXWiHfid5PeacwIBIJVK0TnnnEOxWMxHpFxJto+apo1zXLKL7OAAEGOopqYmevDBB4X9k+1gKpXyjR1ZUnPBcRyfBDuOQ5ZljVPJ/H/ZWZJ/y9eHhoborrvuEmqf2yCfDpxvBy8pgZZlUVdXl69nhcNhn96XB/fTIZDVcSQSEZ9vvPFG6unpISISEsCNKw8tHMch13UplUrRyMgIZTIZ8jyPXNcVnmK2KrZt29cZuKMMDQ2Ja5lMRjx3z549dN1114m6x+Nx0QaxWKw8CARGVenDDz8sCJBvzGTMhEDTNIWToygKLViwgFRVpYsuuoj6+/sFibL0MUmDg4MTSqFMMhOSSqUonU77JDF7rCnf89VXX6V169aJjsVjYnkoVDYEAkB/fz+tX7+eIpGIsGcyGblCa1MRiKPSLIei5Ht/97vfpe7ubiIi3zist7dXEOo4jpA4x3GEZE7mCFmWJTqI53nU398vpK6trY2++MUvEjAWStR1XahQ+XpZETgyMkI7d+6kBQsWUCAQEMOJyeKi+RDIJRgMUjQapUAg4Ito1NTU0O23304fffSRLz4qf06n0zljqbIdtSxLqFpZQlm633rrLfrCF75A8XicIpEIBQIB0VnlunOjRiKR8iIQGHVonn/+eXFzdmZyqc18CNR1nUKhkM+rlb8bCAREb1+yZAndcccd9NZbb9Enn3wiiJPB6jKTyQj1mQue59Hw8DCl02l688036ZZbbqEFCxbkrHMsFhNEKopC4XBYfK/sCAQAIqL7779fSAoTmIuoqQgE/OOlcDgsCGNvT9d1CgaDFAwGxbXVq1fTHXfcQTt37qSuri4hRaxKZQnL9ki7urrohRdeoPvuu4+WL18unh2NRikcDotwmKKMjlHlWYVQKDStWHCpCCxorl9RFMVxHBocHMRPf/rTgiZ/+QhvBs8dKlKGNx/OxbknALBz507s2rULd955J8LhMBoaGtDa2ooTTzwRjY2NcF0XQ0NDaGxsxODgIDo7O9He3o6+vj5YloXh4WGx3I1PF+XtpwGId+KcVp4f5Yy9iTZxLRtwj7755pt9ag5HezJ/ZinN5Z0Wc7A7V0X2RuUIzaZNm+iFF16gVatWCc8VGItiTefdi65CGUziddddJ7xInlIB4COVX5Kdk3zVR7kUdmoA0OLFi4loNPhQKgKLks+nKKM5Fw8//DCuueYahEIhsSdYIBAYp17o6CSwpmkVk1IIAPPnz4fneRgZGcGiRYvw6quvoru7e+5SKqYLlsQf//jH43oPqxa5x+m67gtHlXNhTWIYBtXU1NCjjz5KdLTndnd3H9sqVAarjM2bNwuvklWKrFb5pSvB/gFjZiIUCtF9991HfX19ooGTyWT5EAiMDvQzmQw98cQTPlebK8Fjxkqyf9xZH3jgARocHPQ1bnt7e3kRyHBdl7Zt20YNDQ1UW1vrq7RhGBVFIADasmULJRKJcQ07PDxcngQCABHR7t27acWKFb4YoqxKK0GN/uxnPyPP83I2ak9PT/kSCIySaNs23XfffTRv3jwCRm2FnIbAajVXHqWck8qO0HQiGPzbib6f3Yiqqvrqx7+TE5V4YvpTn/oUtbW1USaTmbBBE4kEnXPOOb6c2omePdU7qKpKS5cu5aUPswsOFF944YWiUvF4PGfsNBAIiHAWX8v1venaUv4NdxQuoVDIF9uUi2EYvmA21+nLX/4ydXV1UW9v76SNmUgk6MQTTxTP5+C3aZp5z2YAo7HYWCxGS5YsoV27ds0+gcAoiZ7n0eOPPy5yKblnmaY5Yf4Ix1rl4PF0eq/cEBx/zRW3NU2TDMPwRY7k1A9OBfn+978vsuemeudEIkFr166lcDjsSwTj++WqR3YJh8Pi8+LFi6mzs3NuCGSwWn388cfptNNOEy/CxPBnwzB8lYdESD6TxpCImYxwOROAv5+daaYoCl1++eW0Y8cOMYuRz7uOjIzQsmXLfBKda0g1lQRGIhFqaGiglStX0oEDB+aWQAYRUXd3N/3ud7+jCy64QLyMnN3FKjUQCIwjQo49Tlayic5WpfJ3ZYkDRmO65513Hv3rX/+i/v7+nJ7mZLAsizZs2CCGVKySpzObL0vp0qVL6d133z02CGTwHN5f/vIXOvvsswkYNfAykcUo7D5eeWgAAAFnSURBVDDlktpgMOiTdl3X6fOf/zw99thjYr5xJu/mui5df/31tGzZMqFC2f7xDD930IlKQ0MDAaOT2j/60Y9EXY65xXmWZZFpmuju7sZzzz2HJ554Atu3bxdr63lNIW8UxFt85bPAhn8nb0prGAZM0xTbggHAWWedheuvvx6XXHIJFixYAF3XRbx3JvA8jxRFQTKZFPU1DEMsueONj6ZCIBCAZVli1bRhGMf26koiosHBQXR0dGDHjh3Yt28f3nnnHXzwwQc4cuQIhoeHkclkZjwfF4lEUF9fj5qaGpxyyik499xzcfbZZ2Px4sWora2FaZrHdPsAx6AETgTXdYml5/Dhw9i9ezd27tyJvXv3oqenB4cOHUIikUB/f7+QpOwtpBsbG7Fw4ULMnz8fCxcuxMknn4xVq1ZhyZIlaGpqAoCCJG0uUFaVzYbjOCRvwiDviiQff8CHksjbmbDkBoPBsm6DKsoc/weaDwiBjTWDyQAAAABJRU5ErkJggg=="},{"id":"af5e775e-cb9d-421a-ae3f-2e1d6cf876b4","height":30.66,"width":18.92,"perimeter":98.57,"area":397.84,"image":"data:image/png;base64,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"},{"id":"0c176b76-2a50-47a3-87c7-fd0bb56deb73","height":30.14,"width":28.03,"perimeter":115.8,"area":334.17,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-14 11:37:15"} 
[2026-04-14 11:37:15] local.INFO: Number of letters detected {"data":{"noOfLetters":21},"timestamp":"2026-04-14 11:37:15"} 
[2026-04-14 11:37:15] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":2174.15,"perimeter_in_feet":181.18},"timestamp":"2026-04-14 11:37:15"} 
[2026-04-14 11:37:15] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[167.73,281.99,127.02,180.79,399.9,397.39,332.86,167.82,282.18,126.94,180.78,399.77,397.53,332.96,167.81,283.74,127.07,177.37,399.4,397.84,334.17],"actualFilledAreaSum":5663.0599999999995},"timestamp":"2026-04-14 11:37:15"} 
[2026-04-14 11:37:15] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":39.33},"timestamp":"2026-04-14 11:37:15"} 
[2026-04-14 11:37:15] local.INFO: Average character height calculated {"data":{"avgCharHeight":27.968095238095234},"timestamp":"2026-04-14 11:37:15"} 
[2026-04-14 11:37:15] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":936.0,"originalHeight":1508.0,"ratio":0.6206896551724138},"timestamp":"2026-04-14 11:37:15"} 
[2026-04-14 11:37:15] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"164","otherDimensionOfSign":264.22},"timestamp":"2026-04-14 11:37:15"} 
[2026-04-14 11:37:16] 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=\"25365.333333333336\" viewBox=\"0 0 936 1508\">
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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":1375,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":281.99,"bounding_box_area":454,"exact_perimeter":108.52,"approximate_perimeter":99.75,"convex_hull_perimeter":68.98,"perimeter_pixels":619.3452377915614,"original_contour_points":219,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3009,"perimeter_to_area_ratio":0.3848},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHYAAACGCAYAAAAINX4IAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1deWxc1fX+3jLvzeJ93+0seCHBSViiNAl7oCkFRJtQQAVKKwFClFKUVkj8UVWohAJKf9DUBdTSUAJUtKVsCY1aCCIQloYQkjghi+2sdhzv42WW9+bN+f1h7s19M2N7xp54iz/pyjOet57vnnPPPffce4EZTEtIE/0AyYBlWdTT04P+/n6Ew2GEw2H4fD74/X6Ew2FYlgUiAhEBACRJgizLkGUZkiQhNzcXlmXB6XQiMzMTTqcTqqpOadlMuYenb9jxer1obm5Ge3s7mpqacPz4cRw/fhwDAwMIhULw+/3w+XwwTROyLNuIZaSykpubi0AgALfbjfLycpSXl6OgoACzZs1CeXk50tPTAQCSJE0ZeU36ByUi6uvrQ1NTEw4cOIDm5ma0traiubkZbW1tGBgY4H/7+vq4lo4GmqYhJSUFWVlZyMvLQ05ODjweD7Kzs1FSUoJ58+ahpqYGxcXFcLlck1p2k/LhiIh6e3vx9ddf4/Dhw9i9ezcOHz6M/fv349SpUxgYGAARQVEU6LqOcDgM0zRhWRa/hiRJYAo2EtG6rsOyLIRCIdv/JUmCoihwu93IyMhASUkJZs+ejerqasyfPx/z5s1DUVERHA4HNE2bVLKcVA9jmia1tLRg586d+Pjjj7Fv3z50dnaipaUF/f398Pv9vF2MJFIEI3W0miteB4CtbXY6ncjIyEBZWRkqKytRVFSE6667DuXl5SgpKZk0bfOEPwQRUWdnJ/bv34/PPvsMO3fuRH19PY4cOQKfzwdJkrhgGRRFsZHK2lDgDKlElDCxYrsrPB/C4TC/pnhfTdPgdDq5iV6+fDmWLFmCqqoqKIoyobKdsJsTEbW3t6OhoQGbNm3Cl19+iZ07d6Kjo8NGpCRJ0DQNoVAoiihZlqEoCgzDsP1f9HEiK0UsjHR8rMolnkdEkGUZFRUVuPLKK3H11Vdj4cKFKC8vh8fjmRAZT8hNLcuiXbt2YfPmzfj000/xwQcfwDAMEBF0XQcABINBAICqqrztY0QyzRG1dCTBxwum8czkS5KEUCgU5VGLz5CSkoL+/n4AgMfjQVlZGS688EJ8//vfx8qVKyFJEtxu97jKelxvRkR0+PBhbN68GZs3b8aePXvg9XrhcDi4QxT1gJIEVVVhWVaUxqqqGqVt4XDY1rWJB6yyjHQeq1is/RYrFwA4HA4QEUKhEFRVxUUXXYTFixfjtttuw3nnnYfc3NwJb/qSjr6+Pnr//ffpnnvuobKyMlIUhQDYiqIopKoqKYpCkiSRJEkkyzJJkmQ7TpIkUhSFZFmOukZkiTw3nsLuLRZZlmPeT1EUcjqd/DdZlklRFFIUhTRNI4/HQ1dffTXV1dVRS0sLUSI1bjLDsixqb2+nuro6Wrp0KWVkZJCmaVwwqqomLPixlNEQPdYiyzKVl5fT3XffTdu3b5/65Hq9XtqzZw/ddtttNH/+fK6lEyHcSA0cz3urqkoul4uysrLoiiuuoBdeeIE6OzunJrmGYdAHH3xAP/jBD8jhcNhMl8vlIl3X4zKlySixTOt4kyvK4Pzzz6e1a9dSQ0PD1NLegYEB+te//kVXXHEF11JFUcjhcPD2E+OssRAInoj7OhwOcjqdvBnKycmhNWvW0NGjR6cGuZ2dnfS73/2OLrjgApuDxJwiCC8crwM01Utqair/7HQ6uV9RVFREd9xxB+3bt29yk9vT00PPPvssFRYW8hdiGqKqKtdYpr3j7ThNZBErNfOwZVkmj8dDP/rRj6i+vn7ykRsIBCgQCNC6desoPz+fNE0jp9PJaygAW5dhvM2heG/xGcbzOdxut01zWZfN4XCQpml0zz330J49eyYXuaZp0q9+9SuqrKwkj8fDH97lcvHayoTJBMteihF/NgvrH4uFPdN4NAVi9y7yu6jJP/7xj6mpqSkp5KpjvUBnZyetX78eL730Eo4ePQpVHbykqqo8LCgGzsVntiwLpmkCGIz+iMey60QOpQGxQ4iZmZnIy8tDdnY28vPzUVBQgNTUVEiSBJfLxUOELHpFRPD7/RgYGEBPTw/6+vpw+vRpnDx5EqdPn+bPxUKamqbxeymKAr/fD2Aw2sSOHeo9TNO0RcjE7+IAw4YNG6BpGn7961+DiGgsA/tjIjYQCFBdXR1effVVHD16FJIkQdd1HrCPd3QlUjiMVPF8SZLgcDgQDoc52Tk5OSgsLMTcuXNRXV2N2tpaFBcXIy0tDR6PB06nE4qiQNM0Ljwi4jFg0zQRCARgmib6+vrQ2tqKxsZG7N+/H3v37sXhw4fR1tYGt9sNn89ne2Zd1yHLMgKBABwOhy39RhxhGmpoUYQsy7AsC263G3//+9+hqioeeeSRuGQ3FEZNLBHRq6++ihdeeAEHDhwAMEgQG2lhNVFRlJhaJyJygFw8XlEUeDwe9Pb28muzIPvy5csxf/58pKWlobS0FMXFxbYhO6al4n3YSAwbmmNxXWBQk5YtW4aOjg4cOXKEZ2xs374d27ZtgyzLyMnJgdfr5dZIURRbpWSWhF0zHmIty4LL5UIwGITP58Pf/vY3FBQUoKuri7KyssYvvmwYBn322We0cOFC3kfTNM3WXrD+aqyYcKzC2lzWFkd2hVwuF82bN4/uvPNO+tOf/kT19fXk8/mIiCgcDhODYRjk9/vJMAyyLItCoRD/LRwO245lME2TTNOM+q2/v59aW1tp06ZNtGbNGlq5ciV3gDweD+m6HuWksc+sLWf/H64A4NdyOp0kSRKVl5fThg0byDCM8XGmDMOgxsZGWrVqle2FxK6Lx+OxRVpGKuKxrKKI3aSCggK6/fbb6bXXXqODBw/SwMAAF77P5+MEmqZpI5KRyX4zTZMsy6JwOMzPiSTesqyoY0zTpJ6eHvrss8/ovvvuo4qKCu4AsQqs6zq5XC7SNC3K8x+J2JSUFP6uomN18cUX07Zt28bHU+7v76ef//znnEhGAnsgVVVtNTker1N8GdFLdrvd9K1vfYs2btxIe/fu5Vro9/s5IYZhkGEYUdoWCoUoGAxSIBCI0tBIhEIhTqhIOLtmMBjkx7a3t9Obb75JN9xwA/f6xXeNjKyJI1XDFdGyMfm53W66+eabqb+//+wS29XVRf/85z8pIyODk8pqGevmiETquh63KWaVg51TVFREd955J23cuJEMw4jSQgbLsqLMKCNKBNNC8TurHEyTR0JXVxf19vZSMBikw4cP0/r166mqqoprXKzKrGlaXKZYlCm7HrN8L7744tkl1zAMWr58eczOPdNgcTxS7JCPVERTPmfOHHrkkUdo9+7dXKjBYJD8fj8nx7IsMgyDTNO0ESpqmtimMm0cjnxmfsXzLcviGssqQigUIp/PRz6fj15++WWqrq6mtLQ0rqGixYpHY5nmu1wu27guu8aiRYvok08+IdM0k09uKBSixx9/nNemSGdpuMLOiTxerOnMBOfm5tLGjRups7OTgsFgVJs5mcCI/+CDD+imm27ichFJiWdUKR6NfvDBB6mtrS25xBIRbdiwgS666CJ+I+a1xhPvZR4vvqmJrEaz7IPMzEwCQFVVVfTss89Sa2urTRMnKxixAwMDtGXLFlq9erXtvZkWJ4PY2bNn0+uvv05ESXSkvF4vXXPNNTZCY5mM4QpzkCK7BOz8OXPm0Pr16ykYDEa1hZMVjFj2efv27XTVVVfx9nEo4hIllsloxYoVdOrUqeQQS0T04osvUl5eHm8HRKLiKeLLsIdMS0uzjU0+99xz1NPTQ0REfX19RDTYrkY6TpMJsdrgrVu30uLFi/m76bqeFI1lVu7//u//iCgJWtvT00NLly7lHhsjht0oHo1l5lp0KpiZKioqot///vfU0dFBRGQzwb29vePPVgJgxPr9fiIaJDYQCNDbb79NeXl5lJKSkhRixfNqamqosbGRAoHA6MkNhUK0adMmcrvdUSQyRygy+jJUEQeYRafpoYce4hEk5tEyUzyZtZXIboqJzvSpQ6EQPf3005Senp4UU8z8k5SUFMrMzKSHH36YiMagtY2NjbR69Wo+QM4eRHSY4h0sF6NLzAP+zne+Qzt27CCiM20pq/WM7KnSxjKtZZXRNE363ve+R263O2nEKopCOTk5VF5eTgMDA6MjNhgM0vvvv28LneEbrWVkxkuqeBzT/tzcXPr3v//NBcS6Nay9YuHBWLHdyYLINpZ9Z/Hq+vp6qqioSEobK/o06enp9OabbxLRKLS2s7OTbr311pgPkmgRE9rY9R577DGuldMBYuiSaW93dze9+OKLPGQoRqHEAYKR5MeaOzGEed111yXezhIRffjhhzR//vwxk8oKc5bS09OptraWDh06REQ0Jfqr8YCRGfm5sbGRFi1aFOWPsBBqvPITzTEAKisro127dg1JrDzUD++88w4OHTqUUIUYDmz8Mi0tDffeey/OO+882/+nOsSpl7Is87Hj2bNn4+abb+bjwpIwUYyN2cYDdqzD4QAAnDx5Ev/5z3/40g1xgYjo/PPPj9tUjFTE4MRdd91F7e3tvK862T3feMFGkyJj2UREBw8epGXLlnF/g5nhRPO9xEEVTdPo8ssvp+7u7pjExtTYvXv3orGx0ZbnMxaw2kZEuP/++5GZmQlN03hayVSHZVlQFAWyLPN0HlmW+XtXVlbiu9/9Lj92uHyu4cBm+AGDmr9nzx5s27YtptZGEUtE9NZbb/HcohjnJIxAIAAAWLBgARYtWsSTw0TzNZVBEekwbCqn+PuyZcvg8XhsM+3D4XDc5jglJYUnwTkcDgSDQfj9frz11lsxj4+SbHt7O955552EktFGAss/uvvuu2EYBl8QRNO0uHKCJjtEcmRZRigUgmEYPMcqGAyiuroaixcvBmDX1HgUh2U6ArBZUcuysGPHDj7pWkQUsQcOHEB9fT0XeDLMsSRJSE9Px4033sjTMyVJgmEY/PtUh2EYXKM0TYOu65xwRVGQl5eHSy65BJqm2VJg46nYLJXX4/HwlF1d12GaJtrb29Hd3R11jo1YIqJPPvkEfr/fRsBYQUS45JJLUFpaCofDgVAolJTrTiZomhbTX2Cms7+/Hw888AD3lt1uN8+YHAmsKWOLkwFnehOtra3YsmVLVDtru2o4HMbBgwcBDKq5JElJ6Y5omobq6moA9vWXpou2xgNd15GZmYmioiJIksQdrmRU8E8//TQq79lGbEdHB3bu3Mm/J8tjzc/Px2WXXca/i8Qmqx2f7JBlGR6PBzU1NZBlGcFgkBM8Vnz00Ufo7e2130/8sm/fPjQ2NibdTFZUVGDJkiX8u/hCyfC6JzuYdgLAkiVLbMnqycDx48f5lBMGTmwwGOTtq/TNSi2GYSSlS8LWHxQ97XOBUAbRKl122WVITU3lZjgZSmQYBk6fPm37H2dNlmV8/vnnfGmcZBJQW1sL4Ez/TnyZ6eZExQKToWmauOCCC5Cfnw9VVfl6kMnA3r17IQ4KcGKJCAcOHLB1nqUhFsZKFPPnz+efGZHMEkyXIMVwYO9sWRZycnJQUlLCveNk9eN37tyJgYEB/p1L1bIstLW12RalcrvdSblpcXExN/GR6xSeC2CzBGVZhsPhQF5eHn/3ZMhAURQcPXqUd4sAgdg9e/ZwsyDLMjRNw8DAQEKmkh0rrpiWk5ODtLQ0PsNNjKWeK8SapgnTNHmwx+1286UFk2GKLcvCwYMHcfz4cf4/Hgtra2vjYSsSlp5LRPiR8VFZljFnzhzoug6Hw2Ez7eKx0yGsOBxYtzEYDELXdVRVVXFZJ+vd2fxeBhUAwuEwPf300zwYwZyn0baxTFsdDgfKy8uhqio3weIEYUb+uRKoYO9ZU1Njm+mejL58f38/Tp48CcMwSNM0SQUGa1J9fT2P3TLhxzNpmUE0s4zYcDhsqyzsr/hZXK5guoIpiqZpMAwD/f39SW+KgsEgmpubzzSHAODz+fisdJGURDRJJJbBNE0cPHgQa9euhdvt5oEJVVX52CJzKKYzFEWB1+tFQUEBZFnGli1boip8MiD2ZVVgUI1ZwxvZTsYDRhgjl0VaLMtCU1MT6urqOLFsDJK+Wf5ViliaYDpC13W0tbUhOzsbKSkpaGho4MsoRC51MBowuXu9Xq6MKjA4atDZ2Rll7+Nt2JnJFttR9tkwDG5+WICCvRQbaJjuQQpN00BEaG1ttfU8iCgpzRAbeO/r67ObYjYaL67mzRyneBwosW/KrsH6bSw0yZwFsY1l95nuAwGBQABpaWno7e2FZVnweDwJdyWHA5Nff3//mWWMgMExPU3TbLWHERqPOR4qihIOh/lv4vCfeN3pTiqDOPrCIkTJal+ZMnq9Xj4YIAPgaRxiiiS76XQ3k9MVMjDoFYvEzmDqQwbOpF6cC47MuQIZAG9bxSz1GYKnNiKT2aIa9HMlUD/dIAOImbR8LoyTTmfIwBkSI7VzxhxPXbDRHQCwRYJYJCkeU5yeng6v1wsgekPBeDBTgcYGxhELfABJWIgaONP5ZpEmIoLD4YCu6zAMwzayP9yDzWB0YMElEvYGTAqxjBiWLwsMRprY55Ha6xmNHRtYdM/r9dpjxclAZMyXpYEYhnHOhA0nCqIJTqrGsiQ1MZ+JTcGMNU4b6/wZjB5idiJr9pJCrDiBS9Rcp9OJuXPnzhB7lsEyNBYuXJhcUywO9bFpgpqmYcWKFbjrrru4eRgKM8SODaFQCJZloaCgAJmZmQCSqLFsEF3cqbmmpgY33XQTpBnmxh0yMNgPZWAal8hMOMuy+NIDzAP2+/1RE4VmMH5QAfCNh8YyZ4dpqpjt39XVlcxnnUECkAEgIyPDthc6kNgQnngcfbN+ERGhubl5pqszQZABwOVy8X4ny1UC4ndqWPpo5Lyc1tbWGcdogiADg+1qdnY219ZER3YiVx1jXjLLTJzB+EMGBicJzZ0715ahH7lW0XBgRLJBBEamaZro7Ow8G889gxHA29j58+fbAgyJOE+i+RZn2gUCAb5YyQzGFzIwuOpXeXk5765E5v2OBOZ4AbCthOL3+9HY2IhQKDQzfDPOkAFAkiSpqqoKwJnwoNPpBJDYNA9gUEtZpEmSJGzevNkWy5zB+IB7ScXFxbZVwwzDsGnicIhcno9VBr/fj/3798+Mt04kOjs7KS8vz7a9p7ge/UglcotR9llVVTp06NAMs+MMrrFZWVl8bQTWL4130lDkQlRsUhabx/PFF18gHA7PkDuOsHVY58yZM6pVT2PNbxUnZW3btm0mUDHOsBG7ePFi2xKqbIHHkSBWBPF4lj3x5ZdfRi0wNYOzC+4ZSZIkffLJJ1RXV4eWlpaEZtuJE5fZyBAzzeFwGE1NTXj33XcRDodJluVzWnWJiN5++23s3buXz+YvLi5GSkoKcnJykJubi6ysLKSkpEDX9VHLynZif38/LV++HF9//TUsy0popjkbQIic2AwMhihvu+02/PWvf4Wqquc0sYFAgB566CG89NJLCIfDyMvLg67rcLvd3M/Jz89Hbm4uMjIy4HQ6kZGRAbfbjYyMDKSnpyM1NRUulwtOpxOpqakx5Wn7p2VZdMcdd+Ctt96Cz+dLaHGR4eBwOOB2u3HixAmkpaWds8SapknHjx/HsmXL0NHRgVAoZJtszjTY6XRy4pjsXC4XPB4PdF2Hy+VCTk4OSktLkZeXh8LCQpSWlmLWrFlIT0+XgIgMClmWcemll+If//gHXyPC6XSOmBc8EkKhELxeL1544QWEQiE6V7VWVVU8//zz6Onp4f9j5LL4fDAYhGEY6Ovr41E8ll7KjgMGA0hMexmxa9asGfrme/fu5ZvtAfFvSjhSSUlJoaqqKurr6ztnuz29vb1UXl7O+/psmxYxdhCrsG3nInfZVlWV755VUlJCO3bsGFq2PT09tGLFCtsuzckobE+7//73vxQMBs85comI/vKXv3A5IMa+O9I3mwAz0sU9eoYrkiTRtddeSy0tLdGrnzKkpqZi9erVSZ0EnZqaCp/PB1mWsWHDhnMydnz69Gls2LDBtga0OOGcOZzAmYXNQqEQ38pGVVUoigJFUaCqKv/OBm2uueYaZGdnD/8QDQ0NlJuby9UdY9RWttuWqqqUl5dH69ato1ibAE1XEBH98Y9/5NqqaRpv4tjuV6zIshy1O5m42SMEmUrCbpVbt24dWZ6GYdCtt95KAJJmjt1uN6mqSoqiUHFxMZ04ceKcIXb//v105ZVX2ohiO0E7HI6Ye7KLBTHkyUy2oii0bNmyqL3bY+bAOBwO3HjjjUhNTU3K6pxut5t3n8LhMJqbm/HSSy/BNM1pTy4R0aZNm/gmGiwFKRgMwuVyRa04y7xjluzAlo1g5pqZbLYCnmVZuOGGG1BQUBDfA7W0tNC3v/1tAs7sWyru0e50Om0e2kiF1URm2ktLS2n79u3T2iQTETU1NVFxcTF5PB6bxqqqGveGkMxqivLXNI2cTieVl5dTe3t7/DIMhUL01FNPcbUXH0o0z/G0wWIF0DSNV5Trr7+ePv/882lLbldXF/3iF78gt9ttk6FIaLzkih6yuPv2fffdl3gX8sCBA7Rw4UICzmzsK0kSdwKGawMiH0ps6J1OJ3/IW265hbxe77Qj1rIsqquro+Li4qi2cbjvQxVR49nn3Nxc2rp1KyWcehQKheiZZ57hF2PEMJLiDV6w88StqJnXrSgKrV27ljo6OqYNuUSDO2YvWLDAJgOmdYlqrKqqth2fGbGrV6+mzs7O0cnt+PHjVF1dbTOl+MbeJ+ox67pO2dnZ/IVYB72wsJCeeOKJxNqKSQoiovr6err++uv5+zFCxe5MvCYYsAcyxE2FX3vttcS1VXzQX/7yl/yCKSkpQ7afwxVWIcQ22eFw8JfNzc2lRx99lHp7e6c0ud3d3fSzn/2MN1eR/U0IcovXDDOZiddZunQpnT59evSyIiLauXMnXXvttZwgMScqHmIVRaHU1FRbDRSdASaE8vJy+u1vfztlc6Q6Ozvp8ccfp6KiIm7NWIWOLEyDY/0Wq4jWsbKykv785z+P3ekkIlq3bh1lZGTYtFRsM4crovmWZdl2HvstMzOTAFB+fj6tX7+e2traSNz5aTIjEAgQEdEf/vAHqqioiEmGLMvcQjGFiFdjgTPOKwC6+eabqb+/PzmyaWpqonvuuSeqe8P6pmLbwbzlRNoRsfZWVFTQgw8+SDt27Jj0XSEiomPHjtFDDz1EhYWFNo0UPdmRCjuWRZTYNcRMUU3TaPbs2fTee++RYRjJkYtpmlRfX09z5861ecMsNBYZEkuEVFZYp1uWZcrLy6Mf/vCH9PLLL1NPT8+kJLe3t5e2bt1Kq1atopKSEq6VSPC9Ra8XQiXXdT1KluvWrRu9JzwUiIjWr1/Pg9ixtHc0pIrtkPiCHo+HLr74YnrmmWdo9+7dk0Z7iYhOnDhBTz/9NC1btox7rbIsU2pqqo2YRAM4zFwDZ5wm5o9ceOGFdPLkybMjg6amJvrpT39KQLSHzMxIosRGOhEOh8MWsiwsLKRVq1bRc889R7t376aJijGHw2Hq6emhN954g2655RYqLi6OSqoX200W4B/qvSNLpOaKlrGmpoZeeeWVszeWHQqF6NixY3T55ZcTcMaBGm3bKgrB5XLxczVNs72kw+Gg0tJSWr16NT3//PP0v//9j1pbW8eF4IGBATp8+DC98cYb9MADD1BNTc2IJjdRQsW2Fd9Udk3TSFVVcjqd9PDDD5Pf7z+770tE9N5779G8efP4gzFNFdvZeF8MsHuNkS8tZhR4PB4qLS2lK664gtauXUu7du2inp4e8vv9STXVoVCIOjo66NixY7Rx40a6//77qaamhj+Xy+WyOUeqqpKu65wMVsHjkQM7Rgzwi13Kn/zkJ3To0KGE3m/UKRI9PT307rvv4sEHH8TAwADfcREAH14StywdDrqu23b5EJcXErP42LVZznN2djYqKipQWFiIWbNm4cILL8SCBQtQWlqK1NRUPqFspFxmJjDTNNHR0YGGhgZ89dVX2L17N06cOIFTp07h6NGj6OvrizqX5VCLzxzr93jAMiR0Xed76KxYsQJPPPEEFi1alNCySmPKfenp6aEnnngCdXV1CAQCPJuOpWxYlhXXdBFxpRlRCOw9GJmMYLaFGtt1y7IsZGVlobi4GEVFRcjNzUVmZibS09PhdruRn5/PU0rYNFGWemJZFk6ePIlAIIC+vj50dHTg1KlTaG5uxqlTp9Df388zNRVFgdPpRDAYtKWMRk4W13UdpmnGPVXG4XDwDQzZnoKWZaG2thZPPvkkrrnmGiiKkhBXYyI2EAiQaZp48sknsW7dOvh8PmRlZaG7uxtEZFu8kd/wm2kjYkrlWHOXI7WF1XpN0+BwOJCRkcFzdkVimfC7urpgWRYMw4BpmrYKyYQ9FrC8JDGPTNzWXNd1BAIB/pvH40FhYSHWrFmDe++9d2IWQAsEAnTkyBF68skneYDf5XLZIkoul4vcbrct98nlciUUUku0sOgO80xZIIUNXojtoBgROlvPE6sw34F1lzweD48wPfXUU5Oje9fY2EiPPPIIlZaW2jw9RDgJLJQ2mlGOocpYIl7DXTPSUx1tYR4uS1wTo3XsmKysLAJAxcXF9Jvf/Ia6u7snnlQA6Ovro4aGBnr88ce55rKaKHYNIlNqkiG4WPm44hBZrCEz8XhWISKzBeNNJIj3GcXvYqyY/a2srKTHHntscsbIT5w4QXV1dXyQmQ3JMQLFblGyhDZUScQiRIZFz+ZzMTmwvrqqqnTJJZfQxo0bx61vPiqEw2HatGkTXXvttba+njg4r6qqLSt+LCUe8ytq6VD5u2ersPvquk4ulysqOrVy5Ur6+OOPJ6emRoKI6IsvvqA1a9ZQWVkZr5liNkDkFIfRlljt9mi0b6jc3mQ8I3tOMS5eUVFBK1eupM8//3xqkMpARNTc3EwbN26kJUuWcOExs3y2NCaS0KG0UxyJOpvam5KSYoLdJpoAAAMzSURBVIskaZpG8+bNo0cffZT2798/Obzf0SAYDNK7775Lt99+OxUXF9ucGQhCFp2XWF51ZIkkL1aXJV6Ni4fcSK9enDEX+Q6R2s9GejIyMmjVqlW0adOmKZ8GBGCw3W1tbaVXXnmFrr/+ej4yNJzgmUc7VDdG7I4MNQ48GlMsfo/VNRHv73A4KDMzMypjU4yfs2Nra2tp7dq1tG/fvqlleuOBYRi0Z88eeuqpp2jp0qVR7S4LGAxlOpkDNtTvYzGpkaY50nNnRMYarADOTLYSz1FVlWpra+m+++6jLVu2UFdX17gQOmEzy7u6uuirr77C/v378frrr6OpqQnHjh3jv7MAviRJUBSFh/pEKIoCh8Mx5hn3DJIwjVGEPMQWM7Is8xAlW9aBhUdzcnJQW1uLyspKXHfddViwYAHKysrGLTw44UsGEBF99NFH2LVrFz788EPs3buXB9+HwlCCHiuGigszAhknoVAo5v0lSUJWVhbOP/98XHrppbjqqqswb948FBQUjHu8d8KJZRgYGKCmpibs2bMHO3bswFdffYWGhgZ0dXWBiPjGEZqmQdd1hEIhvre8oii2/QyAxIP3Q2nrcNdRFAWapiEQCKCyshJLly7FkiVLMG/ePJSVlSEvLw9Op3NCZDxpiGUwTZOam5tx5MgRNDY2oqWlBbt370ZjYyMaGhqiNJmZY9EMAkMTFQtDHcuG+SKnN3o8HpSWlqK6uhplZWWYO3cuZs+ejQsuuAClpaWTYjuapO1tlyw4HA6bUHp7e+nEiRM4ePAg9u3bh5MnT6KjowNtbW1ob2+Hz+dDR0eHbQCeIRFyIyEuCZCRkYHs7GwUFxejsLAQRUVFmDVrFqqqqlBSUjKubWe8mFQPMxLa29upr68PXq8X3d3d6O7uRn9/P77++mu0tbWhpaUFXq8XwWAQPp8P3d3d8Hq9I+5xoCgK0tLSkJmZCZfLBV3XkZWVhZKSEuTn52PWrFnIzc1Fbm4u0tLSkJaWhvT0dLhcrkkrv0n7YPHCMAxqaWmBz+dDb28vAoEAHzT3+Xzw+/0jes1ut5svmuVwOKCqKtxuN19H6ZuV0aa8rGYwDfD/8yN4/Qh02KAAAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":873,"y":1336,"width":61,"height":169},"scaled_width":10.69,"scaled_height":29.61,"actual_filled_area":127.02,"bounding_box_area":316,"exact_perimeter":83.34,"approximate_perimeter":79.33,"convex_hull_perimeter":68.45,"perimeter_pixels":475.63961030678956,"original_contour_points":75,"approximation_points":14,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2298,"perimeter_to_area_ratio":0.6561},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEEAAACtCAYAAADvcRK8AAAABmJLR0QA/wD/AP+gvaeTAAANvklEQVR4nO2dzW9U1RvHP/d9ph2nAwwgL/KikLBQ4wKDMXGBO6OJrlwZ3Wh+Cxca/wAX/gFq3OjGxESJYpBADIq4AQwKQQKJQAAZU1sKBdop7bTzdufe57eAc7jTTuk0vW0xOU9y0+nMfTnnc5/zes99vmAMa7kTkDQRkVqtxtGjR7Esi2effZZisbjoaXQX+wLdWrValZ9//plTp07xww8/sGvXLjZv3rwk1152CCIiZ8+e5eOPP+ann37i6tWrjI6OksvlqNVqy528xTURkdu3b8vXX38tr776qhSLRQEEEM/zZOPGjXL8+HFZirQsiyfcuXNHDh8+zC+//MLJkyc5d+4c9XqdTCZDvV4niiIajQY9PT1Lkp4lhRBFkfT39/P555/z3XffcfnyZVqtFq1WS/0OQBzH+L6PbdtLkq4lgRBFkQwODrJ3714OHjzI0aNHuX37NiKCyH2Pb7Va9PX1Ua1WieN4yeqERYcwMDAghw8fZv/+/Rw5coSRkRHCMCSOY2zbJggCDSMMQxqNBmEYMjU1RRAEi508YBEhiIicPn2aPXv2sHfvXkqlEpVKpW2fOI6p1+s4jqO/q9fr+L5PJpPB87zFSt7imohIGIayb98+eeGFF2TNmjViWdacGyC2bQsglmVJsViUM2fO/LdaBxGRSqXCjz/+yIEDBzhy5Aijo6NY1kPVKe1oqUAQETl//jzffPMNJ06c4OLFi5TLZbLZLNVq9T8BYsE2PDwsb775pvT19WnXBqS3t1e798NcHFJpiM+fP8/hw4epVCptbftS1vALsVQgRFHE6Ogotm0TRRGe57FixQoAGo1GGpdYVEsFQrlcJooi4jgGIAxDJicnsW37P1EfpAIhCAKCICCOY1zXxfd9wjDEcZy2PsDDaqm0Ds1mkzAMgbtdX3X31Xdz2XJ7y9KMUB5yMxAwEAADATAQAAMBMBAAAwEwEAADATAQAAMBMBAAAwEwEICUIFiW1TYnoD4v9zxBt2Y8AQMBMBAAAwEwEAADATAQgBQgiIisX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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":304,"y":1330,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":399.9,"bounding_box_area":580,"exact_perimeter":98.57,"approximate_perimeter":92.57,"convex_hull_perimeter":85.03,"perimeter_pixels":562.5929291125638,"original_contour_points":123,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5172,"perimeter_to_area_ratio":0.2465},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":1330,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.39,"bounding_box_area":580,"exact_perimeter":98.62,"approximate_perimeter":92.69,"convex_hull_perimeter":84.83,"perimeter_pixels":562.8355697996831,"original_contour_points":119,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":1330,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":332.86,"bounding_box_area":844,"exact_perimeter":115.7,"approximate_perimeter":108.63,"convex_hull_perimeter":96.42,"perimeter_pixels":660.3158005400394,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3125,"perimeter_to_area_ratio":0.3476},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":752,"y":696,"width":114,"height":124},"scaled_width":19.97,"scaled_height":21.73,"actual_filled_area":167.82,"bounding_box_area":433,"exact_perimeter":112.9,"approximate_perimeter":107.51,"convex_hull_perimeter":81.66,"perimeter_pixels":644.3645737753178,"original_contour_points":271,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1654,"perimeter_to_area_ratio":0.6727},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":625,"y":693,"width":114,"height":130},"scaled_width":19.97,"scaled_height":22.78,"actual_filled_area":282.18,"bounding_box_area":454,"exact_perimeter":108.46,"approximate_perimeter":100.24,"convex_hull_perimeter":68.98,"perimeter_pixels":619.0020920410539,"original_contour_points":217,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3014,"perimeter_to_area_ratio":0.3844},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":12,"position":{"x":170,"y":648,"width":108,"height":175},"scaled_width":18.92,"scaled_height":30.66,"actual_filled_area":397.53,"bounding_box_area":580,"exact_perimeter":98.37,"approximate_perimeter":92.57,"convex_hull_perimeter":84.85,"perimeter_pixels":561.42135623731,"original_contour_points":122,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5162,"perimeter_to_area_ratio":0.2475},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHAAAACzCAYAAABRnJhRAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1de3BU5fl+zm2vuZMEAwSiQSKCUi8NtRZ0RKyO1nZAq1inYvFS69TWPzr9o1On05mOM1Sntj+tZaxKsWqdXqw3BKSKAnIRuUggF0MgBkI2V5Lsfc857++P8H45Z3PbkJOQhX1mdrK72T17zvec9/ve2/e+QAZpDelsn8D5AiIiJ48nSZIEAKqTB81gIIiIPv74Yzz11FM4fvw4srOzEQ6HAQCapkFRlJG+D1mWQUQIh8PQNA0FBQU4deoU5eXlSRkCxxnt7e1Yt24d3n33XXR1dUHTNJimiaysLEQikZSPo6oqEokEAKCoqAjz58/ve39czjoDgcLCQhw7dgytra1QFMUmfaFQCKo6PAWKoiAej8PtdkOWZYTDYTQ2NiIQCADIEDju6O3tRXt7OwDA7XYjHo9D13UhTbquD/t9/n80GoXP54OmaUgkEggGgwAAeRzPPQMAhmEgKysLQB8JrMvEYjFomjbi991ut3gej8chSRJkWRbvZyRwnKHrOmS5T05M04SmaZAkSUjhaWVySMTjcbhcLpimCcMwYBgGiAjRaBRAhsBxhyzLSCQSkGUZpmlCVVWoqopgMAgiQirWRTwehyzLUBQFqqpC13W4XC4AGQLHHV6v1yZprHkqigLTNEckkKfKWCwG0zTFIxaLAcgQOO5IJBJQFAWGYQAAJEkCEYnXIyEWiw06zbL2mlFi0hwZAtMcGQLTHBkC0xwZAtMcGQLTHBkC0xwZAtMcGQLTHBkC0xwZAtMcGQLTHBkC0xwZAtMcGQLTHBkC0xwZAtMcGQLTHBkC0xwZAtMcGQLTHBkC0xwZAtMcGQLTHBkC0xwZAtMcGQLTHBkC0xwZAtMcGQLTHBkC0xwZAtMcGQLTHBkC0xwZAtMcabtHPhKJUGtrK4gI8XgckUgE0WgU8XgcpmmKeipA3z5zWZaRlZUFv98Pj8eDnJwcFBYWpn2xv7QgMBaLUTweR2dnJ5qbm9HS0oLnnnsOdXV16OrqQjweRzQaRTQaRSKRABEJArksh9vtRk5ODtxuN/x+Py666CL885//pNLSUhQXF6OoqAgejweapqUVqZOWwPb2dgoGgzh8+DDWrFmD+vp6QV5nZye6u7vR09Mjqh9xARyGLMuiusNgFSHy8/NRUlKCrKwsTJs2DbNnz8bs2bOxYcMGuvDCCzFz5kx4vd5JT+akIjAej1Nrayuqqqrw5z//GXV1daitrUVNTQ16e3uhqioURRE1UqzlO4C+Eh5cxoOIYJqmKIhjGIaQSlmW0dvbi+7ubsiyjM8++wyapiE/Px+lpaVYsGABrrvuOhw8eJAuvvhieDyeSUvkpCCQiOjIkSNYu3YtPvnkE9TU1OCrr75Ca2urkCJJkkSpKX7PNM3k4wwonBOPx23/52MwTNOELMswDAOBQACBQAC1tbXYvn07iouLcfPNN2PLli1UWVkJn8836Yg8qwTquk4bNmzA6tWrsXXrVuzbtw+BQECUpPJ4PELaJgIsvb29vWhoaMCJEydQX1+PTZs2YenSpdi9ezddfPHFyM/PnzREnhUCDcOgqqoqrF69Ghs2bBCDBfSVltJ1XUjOSMXgnABLIWuthmEgHo8L7TYQCODQoUPYtm0bbr75Zhw4cIBmz54Nv99/1omcUAJjsRg1NTXhL3/5C9577z1UVVWhtbVVVN5zuVyiKNxEw0qipmliDeVqg21tbXj//fexf/9+fP7557j77rsRDAbJ7/eL+tVnAxNG4IkTJ+jtt9/GO++8g40bNyIQCIgyiqyM8F3PmIgpVFEUsW5yITkAgkzre5qm4eTJk3j11VfR0NCA3bt3Y+XKlYhGo3S2FJ1xJzAUClFtbS3+9re/Yd26daipqRHFvpksXu+4eh8rFdFodNynUMMwBFmsKAH9ClJWVpaojgv0zRLxeBzbtm3D7t270djYiLvvvhtERGdDEseVwJ6eHtq8ebPQLjs6OgD0rXNcOxroK4pqLT2squqETqPsuWEzw+oICAaDA8wXVVXF7PHyyy+jra0N4XAYnZ2dVFBQMKEkjhuBwWCQXnnlFaxbtw579uwRNlk8Hkc4HLZNnTx4AMS6M1EYztg3DAN+vx+hUAi6rkNRFFHAVdd1SJIETdPw7rvvIhAIQNd1GIZBiqKcdeXmjEFEFAgEaPXq1VRYWEiSJNkeAEb1kGWZZFm2vadpGimKIl4rimL7jPW3FEUZ8LvJr2VZFu/Jskyapg34zaEeLpeLXC4XAaDZs2fTK6+8QolEQhijuq7TokWLSFEUUlWVAJDb7R7VGFjPl8/rT3/6EwEOSyARUXNzM5577jmsXbvWtnacKXgqZRuN/1phGAZUVbX9L9nYH255sk7X/Jyn8VSqypumCZ/Ph7a2Nvzud79DLBazrYmnJVN4haznONaGLo4RSETU0NCAF198EX/961/R2to6Yk+EVMH2GXtahhpUnt6GO47Vs8PPed1jMkzTtGnDw4GXAl3XEQ6H0d3djT/+8Y+s3VIikRDV6a0KGmBv5nGmcGSEiYgaGxvx/PPP46WXXkJXVxeysrIQCoXGfGwe3OQ7lQef3+c1iiVHlmW4XC6bJms1CQaD1Zc6Gvj9fvT09AAACgoKcPDgQaxevRolJSWYM2cOFEWBJEkDfp9vzLFgzAQSEbW0tODFF1/E2rVr0dnZCZ/Ph1AoJKa8scB6wZIk2aZKIhKKEU9T1u9ZJdXqaUk2G5IHlom0mhXDIRwO27RWAGhsbMRvfvMbrFixAh0dHUJK+fedUtbGTGAkEsHzzz+PNWvWoL29HS6XS5gILD1OgY1u67RjHQQmWNM0MUjxeHzQdXGwqUuSJFFNPlUzhjupsORzcw7TNLFz504QEY4ePWq7Efg6Ui18PhzGRGAoFKJXXnlFrHnZ2dno7e0FAGRnZyMajTpmEiR7RVRVhd/vhyzLKCkpQUlJCXJzc5GXl4fCwkL4fD4QEfx+PxKJhM232dPTg66uLvT29qKmpgbBYBDBYNDWBiB5ih4KfNPwdfKMEI1G4XK5sG/fvpTX0zPBGRPY1dVF+/btw29/+1s0NzcDgM0BHYvFUupMkgqSNUq3243p06dj2rRpWLx4MebMmYPy8nJkZ2fD5/MhNzcXLpdL/L7VPcZt3Do6OtDT04Njx46htrYWn3/+OWpra9HW1mbr7TCSlFjJYSlkKeaGHcmSres6iCil44+EMyLQMAyqq6vDww8/jEAgAFVVhRbHg8RT1GB3sFUTtKr5rJUlP2fNzev14vLLL8dNN92EhQsXoqioCLNmzYLP5xPSyE7okfryzZo1C0BfP6NAIID29nYEAgHs2LED7777Lg4dOiSuwe12267J+jvWGzSZDOv1WWciHpOzNoW2trbi+eefx8mTJ20ndCbrHTdySiQSSCQScLvdMAxDPGcC58+fj+XLl2PJkiWYNm0asrOzRQ8+jmIwRiv1JSUlmDFjBgDgW9/6Fm699VasX78eH3/8MXbu3GnLAOAbi2OWTpAwoUgkErRu3ToqLi4Wng5+sEdjJK8L/5+9Cnl5eeJ/Xq9XeCokSaILL7yQHnroIfrwww8pGAzSaduKhoJpmmQYxpD/Hw6RSER8t7m5mTZv3kw/+clPqKysTFwrnyc/T/Y0jdXzNNR48fNkT8yoQES0b98+WrRoEWmaZnN18eNMCGQXE7uxmMhvfvObtHbtWjpy5IgY5Gg0Kohqa2sT7xuGQYZhkGmaoyJN13XxPJFIUCwWs723b98++sc//kFLly4d4HZzu93pRWA4HKbHH3+cAJDH4znjO9BKIJOnaRplZ2cTAMrKyqL77ruPNm3aZBvcSCQyYMBN0yRd10nX9QGSl4okMmnJxPPxEokERaNR2rVrF61cuVLMDj6fj1RVPesEprwGRqNR2r9/P9544w1+7cgawPE4XgNzc3OxatUqPPjgg6ioqBCamyRJcLlcIt3C5XIJV91gCgul2NqNj2EYhlA0FEURthpfY2VlJfLz86FpGv773/+iq6tLRCTSAs3NzfToo4+KqQOA8MJjEOlKVQKtx8vPz6ef/vSndOzYsQHTGxENkJJwODyoVJmmKR6pSGDya6vk8pQdCoWot7eXOjo66IknnqDs7Oz0mUJDoRDt2rWLpkyZIta65BDOUCSORKCmaSRJEhUUFNBjjz1GTU1NREQUi8WIiCgej4tBNU1zwJTHUx0rL4NNpamQGA6Hxfd46uTXkUhEfFbXdTp58iQ9+eST4twnPYFERLfeeiupqkqyLIs7L5Uft0opKyi81nGszu120y9/+Uuqr6+neDw+qsGfCLAUEvWT2dTURE8//TTl5uaKQWa9gK/NCfJGInBEd7hhGLRx40bU1NQIxy+3FE2R/AHv9fb2CkcxEeEHP/gBfvSjH6G8vByaptnWo8mK6dOn47bbbsP999+P05lptsiHz+c7y2d4GuFwmL7//e/b2Af6Vf9UHmwnWt/jde/mm2+mTz/9VNzhrFUmr0VnE9Z1MhqN2iSyurqaHnnkEVvE3efzOTZ9YixTKBHRnj17aOrUqYI0q72XatqBx+MRn7VONWVlZfTBBx9QLBajWCxGvb29RNSv/icrMWcLpmna7MN4PC7WaCKihoYGuuaaa8jr9Q5YNsabwGHnQSLC22+/jUAgAFmWbYk9dDq6nAqsUQQ67VOUZRl33303Fi5cKFINuN+6NW42GZAcmeBwFbvULrzwQvzsZz+D2+2GqqqIx+PweDwTcm7DjlB9fT3eeustcdIAhBOXn48EviAAtp1CV155JVatWgWfzyfsOgC2ON1k8DPyObhcLpvNx7Yi0BeRWL58OW699VZx8401VSJVDEkgEdHGjRtRXV0NWZZtoSI2rFMZYLJE5ePxODRNQ3FxMR5++GHMnj3bFmbhdD0mczLA6iTg8A/nzgD9s4SqqnjsscdQWVmJvLy8Cbv5hiTQMAxs3bpVDDoRiYxqAClPEYZhQNM0QYrH48GcOXNwzz33iLtVVVWxm9br9QKASKidDOCUDaBf8jjPJZFIiNhjZWUlHnjgARFW41lrPDEkga2trdi1a5eY6yVJgq7rYiMKBz1HAk+hPE3GYjH8/Oc/h8/nE5LJRFmnKF4PJwOsbjvAHs/k55xGsmLFClx11VVCZwAgbk7+PIelnHDDDUogEdEHH3yArq4ufn3GP6Druk1aFy1ahCuuuCKloGs6gG/Q3NxcAH3B3x//+MdCChmcrsE6hDV9YywYUgLfeOMN9PT0OPIjdDp9IB6P44477sBFF100rnkiE43kaPudd96J6dOni/TGZEmjFB3tqWBQAtvb2/Hpp5868gNAv0bm9/uxdOlS4eV36iLOJqLRKHw+n1BqeGZZtmzZAPJ4Ch2M1DPFAAKJiPbu3YtTp07xa9uDT8I6/w8HXsgNw8Btt92GsrIy6Lp+zhDI18fTpcfjgWEYuOeeezBlyhSYpilckFbynNp9NagEbt261bE7xJoItHLlSpGwBEzM9unxhqIoIgOdTQdJkrBgwQLMmzfPdo1WKXUKAwhsbm4W2udISJUA0zQxffp0XHPNNeLknUo5nAywEsIeKq/XixtvvBFer9emrDm5/gGDENjY2IiGhoYRtcRUB5/tutmzZyM7O1skwU4WN9lYQUTIzs5GLBaDoiii3BcAXHvttfB6vXC73YOue05o4bZRJCI6dOgQjhw5IsI6g52wVRUeCXwxd955p7CN2CFwLqyBTAo7Krxer7B3r7rqKixevFisgdbrte5SGgsGiMGRI0cAwLF4nCRJKC4uxsyZMwHYbcpzZQodbFpUVRWqquKyyy6DYRhC2qyuRScwgMD9+/cDgKOGdkVFBebOnStenwuSZ4VVS2coigKXy4XFixeL5Cfr/vtxsQPb29vR0NAAAI6puoZh4NJLL0Vpaal4Lzk8k+4YyqSSZRmXXXaZcILz9Y6bBB4+fFjYf07ZaUSEuXPnim1YVuXlXCJwKOO8oKAAJSUlNgkdFy2UDXh2VjuJiooK/g3btHyurIHDQZIkXH311QO2c4+LJ6a6uhqRSASKojgWkNQ0DeXl5SIsBdgN3nMRVgnTdR033HCDSHJyWvsWBOq6jkAgYDOwnQisulwuTJ061VYmkqvqngtILjQ7GC6//HJBoNP2rziaoij48ssvba6uVL0xg83/vLDzti2v1yvqoXk8HhFfTHdwYNcK62tZllFRUSHif2xScKRirBBHME0TbW1tto2Mqa6Hg9lB/F5paanYX8CBTP69cyEeOBIkSUJWVhYKCwsBwLafwtF4YDweFwFcoC8wmSqGM84rKipESgbQv9fdaYN2skKWZfj9fpSUlIj3eNZy5Pj8pLW1VSgXg00LQ2Gkz82YMcNW4oNxPkgf0L+U5Ofn28wIx8NJR48etSXhjGb6tJ6s9bnL5cKUKVP6fui078/q/ztXFJmRoOu6yPFx0gsDWAhsb2+35X4Co5cS68nx3nfr1JG8Vp4vBJqmiby8PADjqIVyzU5N04R2mMo0aiXMenKKosDr9aKsrMxmxFo9POfDGshplcXFxQBg0z4dU2J0XSegr0UNS5E1LS4VJJPBeZHTpk0TJgOfeCoVBM8VsNZZUFAAYKA3aqyQgb4B3bt3r6gyBIxe1Dljmb9nTfbhXEirtJ4v4KRfnqE8Ho/QL5xIXJaBviTd7u7uc8KwnmywZqJZC9w5GtANhUJoa2sbkNuRgTPg2CBg33nl2BoYi8XQ2dkpDgxkCHQSkiQhNzfX5qJ0NBpBpwvA8Y/xexmMHTyO+fn5yM7OHvD+WCEDsBUjzcBZ8LLk9/uFMe+4J4bVWvaSA+eXpjie4HQKNqtYqUmudHimkIF+sqwL6/lgo00UrBtCnYYM9EUi3G63KKEI9JfASvlAll5D/Bro7/tnTfwZj9yQyQxFUeB2uxEKhURRWKd8ojLQl/aQk5MDwL4vfbR3zWCObfbuWI95vilKVvfhaOoLpAIZ6IuWT5061XbgVKfQobLM+A6z+v44/eB8nJ65u7ZVKBxLrff5fLa8TSB1JSZZmqzkJHcrSfYDnk+KUnd3N3d0cfS4MtBfRNwaNRiLlFjrZjNhI9WXPpdBROjo6EAkErFF4x1bAyVJkjjwav3RVE9uMBiGYfPwDLbN+HwAp4/09PTY9koCDufEWLcJEznTlCIej6O+vh7RaHSAhnq+TJ+sAyR303YKYhStTRdHswkx+XNWSdN1HY2NjeLkeZsV4HxXl8kKq27AY+Oks0QcYf78+eJNjt+N5gStajKfYCgUQmdnJ/x+P4B+lx1/9nxYB9lFGYlEQNTXScZJZ4ltCmUj3sk97M3NzWId4IpNPEVPlkpM4wmv1wtd19He3g4AtoC5E/5nQaDX67VlpVk3JY4FVVVVoqC5FeeD9DF0XUdTU5Ot8J9jvRX5icfjQX5+PoDRG/PDoaamZkBRHyfjYekAj8eD1tZWAM77mAWBsiyjvLzcltTrxCLb1dUl2uNYlZjzJbGXp8menh5RH4cl0YlieDaGLr30UltHLSe2mEmShJaWFvHcmth0PsQgJamvkxt3+LSOgaN2IO+ktcYEnQqBVFdXA+jfEzBeoZXJCEVRUFVVhdbWVqGFs4A4MQ7WKVQqLS0VncCcqnWp6zq+/PJLW8FYaxPg8wHV1dXo7Oy02dqOKzEAsHTpUlxwwQWivpcTP+JyufDZZ5+ho6PD5vg+V6RwsGWGlwa+xu3bt8M0TcRiMbhcLpH97ni9UI/HIzKpnVqjIpEIGhoa0NLSYqs/DThbM+xsgW9yov425skbZL/44guR7c49dgFnTCkbgZqm4bLLLnPcxXXs2DEcPHgQsiyLrORzRYmxVu+1SqPVG8W1d1jzHtdCP5WVlQCcq9SkqioikQh27NgxYFv1uWBKWJcDbkcAQHT9rK6uRjgctvl+R5uuMhxsR5EkSVqwYIEw6J24U9gbv3v3btGy7ly1Ba35RPz8ww8/hKZpIq2eNdFxK/g6c+ZMXHvttQCcGWD2g9bV1WHXrl027fZciEYkm0Z8TZqmobe3F5s3b4bP57PtfgacW/8HEOjz+bBs2TLbyYwVRIRgMIhXX30VsVjsnErfT+5SbU0b2bZtGw4ePGhzJY5LUpMVmqZJixYtshn0Y4G1i9f69esRDAYB9BdGTXcwOclb5+LxOLZv3y5SKax7I7mGqqPxQCtmzJiBioqKAcFIa11oILVCQNFoVPRbCoVC2LJli2jTFo/HhfrNfYgYqdYjPdvgseBz7e3tBRHB5XLh9ddfF+sd5wSZpil6bjjqibG9Kcu4/vrrxWvrrl2g/25LxVfKRJimie7ubrz//vviu9yPSFVVUWDWmjeSDhJqGAYikQi8Xi9isRiys7MRDoexceNGUUt7PDHoCKmqijvuuAPZ2dkD3GrWPfSpzOPJtcE2bNiAvXv3DqibBjhfwWEiYBiGmBL5mrxeL1544QWxXIwnBiVQURSpsrISlZWVtnRADgdZ656N+AOW5lButxstLS144YUXbJLJCb+qqk6qxlejAdt6pmmioaEBO3fuPHsSCPRth7r99tsB9NeMsTqiU3V285RomqbITnv77bfx5ptvCulOzoKzbkWe7GAD3e12i95Sa9asEeGjcf/9of4hSZK0ZMkSzJ49W5yodRfTaGDVRD0eD3p6evDMM8+InFHuXsZwauvVRIC1da4Dt23bNvz73/8WfYLHG8MyUV5ejjvuuGOAQT8aPyZv5req0bIsY+fOnVi3bh06OjpEdQtrNne6eGk4g88wDNTU1OCFF15Ac3MzgIlphDwsgR6PB7fffruoccLTHPv/UhlkTdOEX9Dv94u+Coqi4P/+7/9w7Ngx2/Zuq/RNVBfMsYJNpX/961/48MMPxfXydZ1VhMNh+va3v02qqoomv9yBWk6xCfJwjxtuuIGampqIqL/pMfdqj8fjopu1aZpkmiZZMVFNkiORiPgtwzAoHA6L19y4eceOHVRYWEiSJFFBQQEBsPWVH8tDOtMu1kBfFaeXXnqJ3G63aCUuSRJpmubIyamqSnfddZcYiFOnThGRvfU3wzRNMgyDdF0fQOZEIJFI2LpXh8NhIiKqr6+nJUuWUHFxsbguvtnPOoEA0NbWRosWLbLdVaPpIz/SyWVnZ9PTTz9NoVCI4vE4xeNxIiLx1yp9yS3Bxxu6rlM4HBbnouu6TRpbW1vpkUceGSBxmqY5OkZjIpCI6O9//zvNmjXL1iNdcqDZvaZppGkaFRQU0Jo1aygYDIq7PBgMkmEYFI1GxQDyIFpfjzcGmw34PH7/+9+Tz+ezjYvf77cN9lknEAC6urro8ccftx3YqYb3PDWXl5fTs88+S6FQiIhIEBmPx21Tl2mapOs6GYYx7uRZb5Senh5xHk1NTfTyyy/TzJkzbQPM1+LU+ucYgdFolHbu3EmlpaWOSqDL5SJVVSk3N5cAUEVFBa1Zs4aOHDliG0jDMGwKzUSBpd0qhS0tLbR69WoqLy8nAOLcWfKsRI43gSlb5B6PR1qwYAHuvfdeTJ8+HQAc8VtyndLu7m6oqoovv/wSf/jDH/Dee+/h2LFjCAaDwnZMLhA3EdEKzlTnCHtdXR1efPFFvPbaa6LLWygUsuXEcBfPVFu1TxiIiOrq6mjJkiWO3WWSJIk7TNM08XzGjBn04IMPUl1dndBQWRIZ1ml1vBCNRsk0TUokErRjxw5atWoV5efnD5A01sp5WXFqeeEx4udnPIVaSdy8eTPNmTNHHDT55AFQdnb2mEmVZZm+973v0aZNm8SA8vpIZFcuBrMTk8FmiPVzsVjMdlMwWYlEQmibp06dojfffJO+853vkM/nE8QNtYRYz19VVTHoVq00KyvLEQJHnbkrSZL01Vdf0fLly/HMM8+IZh7J/tFYLCa6dY4F//vf/9DZ2YmdO3fipptuwtVXXw2gPw7H5as4aAxABIm53DEHozkwTaed53Q6AsJuPD5na67nJ598go8++gjr169HdXW1cPWlmtNpvX4uOa3rumOhpjNKvZ4xYwbuu+8+1NbW4j//+Q+AfpcZVyUKh8Nic+NY0Nvbi61bt+LIkSPYs2cPbrjhBlRWVuLiiy8WzTQYHJ6SZXnYsFRyBWEOJDN5sVhMEFdVVYW9e/fixIkT4jqtvZ8oRT1AURThQuTvOXGDnxGBsixLRESPPvoo6uvrUVVVJe5ea9lm9gmOBbxX48SJEzhx4gR27tyJr3/967jllluwePFiFBQUICsrCzk5ObaCQkB/MJlO+27JkiJi3aPIzvPW1laRPbdx40bs3r0b3d3dAPojJtYBT4VAa9s9brvgdrsRi8UcCZmd8eYHSZIkIqJf/epX+PWvf426ujpkZWUhGAxC13X4/X5HApqmadq2JXd1dWHDhg04cOAA3nnnHVxyySWoqKjA1VdfjTlz5ggimTQmKrmiFEtrU1MTTp48icOHD+PAgQP44osvUF9fj/b2dttuWs7h4fOwxkaHA/8uk2gNiKcqvcNhTLtXJEmSQqEQBYNBPPHEE2KaAZzbQp2cBMsDd/z4cRw/fhwbN25ESUkJLrnkEpSVlaGwsBD5+fnIz89HTk6OCGXx96LRKILBIILBIKLRKNrb21FbW4vDhw+js7NzwHmztDB4rU31+mKxGHJychAKhWCappBIvpaxkjjm7Ud+v1+Kx+PU09ODp59+GoFAwLYHwgnk5OQgGo0iFouJyoo8nRER2traEAgEsGXLFqiqiqysLBQUFCA7O3tASkgsFkMwGEQoFEIsFhPkqKoqwmNcH0DTNFs2AmchcPu8VJSZwsJCrFq1Crt27cKWLVtshKmqOnlCZuFwmP74xz9SXl7emO0gqxpufV9RFPL7/Ta1Ovm5oijD2qd8bH64XC5yuVy246iqanvN/lrrMZI/M9T533LLLRSNRunZZ5+1mQKj8WI5akYMBZ/PJ508eZJUVcVTTz2Fo0ePinWQ85vZ7q8AAAUrSURBVF6skffhpg7+X/JnDMMYsK5aP0M0coWp5GMmF2AABm7sGUxKrOuYz+cTwVt+rigKlixZgieffBKapqGsrExMn6xcOVpmxAmUlJRIy5YtwwMPPIDy8nJR4DSRSIiNHQDE9DOaFneTFVY3G9B/gyxYsACPPvooZs2aBUVRpEgkIlx/nN3nRNqI43ucS0pKpLa2NnK5XHjuuefQ1NQk/sfS4Xa7IUnSuDRcnmjQ6UJ2LpcLiqIgEomgrKwMDz30EG677TYoiiIBQDAYtEk/KzRjVfbGZZN6UVGR1NzcTH6/H8888wwaGxuh6zpcLhcikQhisZhje/DPNrxeLyKRiDATSktL8eCDD+Kuu+4S5AEYYJKYpumIAjNuVQamTZsmhcNhKioqwrPPPouPP/4Y0WgUHo8nrdIGR4IkSYLE4uJi/OIXv8A999yD/Px82wVat6A5efOOa5kIn88nERFJkoScnBx8+umn6OjoAHDubO5k5WX+/Pn44Q9/iBUrVmDKlCkD7k5r72Anw2DjXudDkiTJMAz62te+htdffx2vvfYaqqurhaN50thBZ4i8vDzMmzcPDzzwAJYtW4bc3NxBp5bB+lI5UTNnQgq18FrQ3d1NV155JV5++WVs2rRpwtLPxxP33nsvvvvd7+K6666Dy+Uacl2wtqBjnHVX2miRm5srRSIRKisrwxVXXIF33nkH+/bts3lDrN29WNUeSlMbSoJZtVcUZUhN17oGJ3tH2MtjbVTpdrvFsYgI5eXlWLlyJe6//37k5eUNSx5gdy2yPZyq9HGAgM0vayeACS+V5PV6JaAvVXHJkiVYv349tm/fjj179gjPP9C/F4PtR64AwY0mrXsJgX4fJTuLucSlNSKRbPTz96wxQqtx7fV6hduMb7KZM2fiqquuwvXXX48VK1aguLg4JW3Mqrj4/X6x0TMVXYDJk2V5wM7ps1brqqioSIpGo7Rw4UJ89NFH2LhxI/bv349Dhw7h+PHjtoFM7n5tjedZjWN2XDMpybVbOCph7Spj9cR4PB7IsiwcD9FoVAxcUVER5s2bh+XLl+PGG2/E1KlTB2iaw4E7l7Fznq9nJDvQ6/Xaek7wLMD7Ls5qsTKPxyMBQCgUorlz5+Krr77CJ598gg8++AAHDhxAIBCwxRcBe2UkDtzydjSrhsdkJXtJ6PQGGkZOTg7C4TB0XRe/Y61pnZeXh2984xtYsmQJFi5ciAULFiAnJ2fUNlBJSQkqKipQU1MDRVGQSCTg8XhGNKfYYc/Oj0gkghkzZohOO5POGAsEAtTQ0ICqqipUV1fj6NGjqK2txdGjR0XjjKEWfw4bWSVzMFgDuoP5IwsKCrBgwQLMmzcP8+fPx6WXXoq5c+eiqKjojMeLiOitt95CS0sLFEVBd3c3cnJyRlRkeDng7WtEhIKCAixduhQFBQWT15omIurs7MSRI0dw4MAB7N+/Hy0tLejo6MDJkydF7I7jbNZiskA/mZzix+mLVshyX6/7goIClJSUYOrUqZg2bRoqKipwxRVXoLy8HDNnzoQsy5N2nCbtiVkRDAapu7sboVAIXV1dOHbsGGpqanD8+HE0NjYiGAyis7MTnZ2dCAaDYi3kyhhAnxLh9/uRl5eHKVOmID8/H36/H3PnzsXUqVNRWlqKadOm4YILLkBRURGys7PTYmzS4iSTYRgG9fT0oLW1FR0dHYjFYgiFQggGg4hEIrbWBtxWj1Vwj8eDnJwc5OTkwOv1Ii8vD8XFxcjKykrLscggzfH/7YKWydYxBBsAAAAASUVORK5CYII=","detection_approach":"prominent_color_detection"},{"index":13,"position":{"x":2,"y":648,"width":160,"height":172},"scaled_width":28.03,"scaled_height":30.14,"actual_filled_area":332.96,"bounding_box_area":844,"exact_perimeter":115.7,"approximate_perimeter":108.63,"convex_hull_perimeter":96.42,"perimeter_pixels":660.3158005400394,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3126,"perimeter_to_area_ratio":0.3475},"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":283.74,"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":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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Kx+M+13mipNtcRXZ8mDzTNGnt2rVC8jjJlxsv29ucbWQTaFmWcJrY1l5++eU+TSKX7BjxrBNo2zY9+OCDohKcXCQHjCfKGptIjbKaURSF5s2bR++//z4RjWauMXhMln19tiETyKqc62bbtvBuzzjjDOEXmKYp3rXYzs20c2J0XccjjzwCYOwcc2A0iGzbNizL8sUfJwMRoaamBkQEx3FARNi8eTNWrFgBx3HEqczAaB6J53mwLAumaeZ1/1KD3zMcDovgejQaheM42LJli1jd5LouDMMAADGZXYycnIkw4Z2JiF588UXs2rULuq5D0zSEQiHfqcxc4Xxm3AOBgAh6h8NhrFq1CjfddBMAIJVKQdM09Pb2ilQMy7LgOI5ojLmGrusYHByE4zi+GZJAIID169fj2muvRTAYFDMzjGIlVU0bIyMj9JnPfMaXlSwbbHnOD3l6oWwTTNOkf/7zn0Q0NoCW45nZg/O58kRlFSqrctu2ffaQiKirq4vWrFnjc1oKCXLkKtOygQMDA4KoYlWC7cRdd90lHBSOXZY7XNel9957T9h5nmEpph3M2wYSEf3nP/8BMKreipHXaZomHMdBNBrFZZddBtM0Yds2VFU9ZtRkIVBVFc3Nzdi0aRMACFsvZ+eV5Lm5LiaTSTz77LMwDKNoKXm8BPrKK6/EihUr4HkeDMMQuaOVgLq6OnznO99BXV2daDc6OgldKuQkcP/+/XjppZfEw4uV2RwIBHDLLbfAtm3RM+Uk2UrAaaedhnXr1gEAQqFQyR2YcXcnInr99dexd+9eOI7jGz4UAiLC6tWrsWbNGnieJ3Jg+BmVAiLCVVddhUAgINI6ZnUY4TgOXn/9daHWivVwIsKXvvQlAP5MbbaNlQDDMOA4DjZu3IjTTz8dlmUBKG16/Th2PvnkE7zzzjs+x6IYJC5fvhyXXXaZyNbm5CUA5ZkYlAXWUoZhoKmpCVdeeaX4W7H8iFwYx8zhw4fxv//9T6Slc2peobjkkktwwgkngIhE6j1LXjweL/j+cw3btoXWSqVSuOiiixAMBqGqakmdNB+BRETPP/88LMuaURiLJUqWWA6Rbdy4EclkUmy6w0TKOZTljEAgIHJRQ6EQVq1ahZaWFtTW1gIYv/wtu8wU4yTwlVdeERKnHN2mKl8J5J4mL2jJZDKIx+NYvHgxYrEYgDHXupK8T4Zsei6++OKSd1AfgclkEq+99pqQPE5wzQeKovi8VU3TxLWVK1di8eLFgrDZWPA52yAi33vZto1rrrmm5MMkH4Eff/wx0um0j8DpeoiKtPCRpezcc88VqjS7R1aiFDJpZ555Jmpra2eHQM/zaPfu3VAURbi/qqrmrT75e/IiSM/zEI/Hcd5554GIxGpdebqlUsABD8dx4HkedF1HKBTCKaecUtLnCgIVRcGbb74pFnkAo2O06SzO5EG/pmmCnIaGBqxevVqslDUMQ5DMUlpKN3u2Idv2TCaDs846a3YG8v39/Xj77bd9KnO6cTyWWNmQ19bWorm52bdiVr73XC2/LhXY9jPWrFkzOyr00KFDaG9vBxEhGo0CGJ1UnQ6J/D2ZlFAo5BuOsCTKIbRKsIOyv6Aoipj4bWlpKelzBYE9PT1oa2uDoihibZyqqnkPI3h8x4N//v2pp57qC8uxiqmEKSQZcmoJt0MqlcLJJ5+MDRs2ABjrvAB8GqkQEyIIHBkZEYTpui5unG8UgQfnsjsdDoexZMmSilOTE4GJMAxDpKDU1tZi6dKlAPyaplh2Xz16M/rwww+FGmBvcToPke2bPKBvaWmpKCdlMmSbAs4XOumkk3Kaiem2cS4ICTx48GDOCuXr6suqlitr2zaampoqZsJ2OiAiYUqYQNmBK6oEAsDg4KBQn2yfpkOg/D3+fTQaxbx58/JOPawEyJ2Y22HZsmUTSmChEAQeOXJEjN8m2tRmMsiV4c/Nzc2IRCIFV7JcMFFHrampGRf7LboE9vT0+ObqgDFPKR8nhGfZAYicyZNOOgnRaNSXR1rpYCdOzm+V/YNiwydiHK/kh/HAPF81KkusYRhiy49jJbu6lGDC5MNHNE2DYRgT7lhYVBWqaZpv/CdXJp/eo6oq0um0UCOO42DRokXHBXnAmPrUdd0ncZ7nQVVVLFy40EeYvJSgEKgA0N3dPY48GcfLMKBU4JChbAfZMy9UtaoAcODAAfT3949ekGYgZLe3ipmBSZMlFIAv7FbwjHxnZ6cgUA7tVImbPrLJ4Gkm0zR9KYZF9UKHh4cxPDwsbjxbWcXHA5jAmpoaAOO3bi50R2Nh8DgAK0dNZmu75ErAZO2kqirmz58PYKydZV+jYBXKN5Ptnxwaq6TM6dmC7EcoiiKC+rnCaIW0ryAw25hO9LmK6UNRFDQ3N48bUhVDQFRgTFVm3yjb5Z0KPCcYDAZLtmP8sQrZtsnCIEdlUqmUL3eWv1PI0gKfCpUrMd2G523+Af8Y53iR3oninNwG2aeKZn9vpvBFYuSbzyRjjCvEPYpjqcfbdJKsedhh4Zgyt2uxtJMKjKo+Vnv8wOxeNN0XkAPglZQ+OBGy5/qy208OM/L3igEVABobG0Xau0zWTJKOmDhZ8o53L5aI8Mknn/iuFatTqwCwZMkS3yIM8cdpRA04J5R/z70OmLuTW+YC2QtWeDbno48+EqRxexTDP1ABYOHChWKJl3xTflC+BMrf9TwPyWSyYhZvToXsji97oZ7nob293XeuffZvZgoVGE19kNdzZwezpwPZSGcymeOGwInA9rC3t1dMLcmmqVDzogJjW/Rzwi0POF3XzTufhQO1TL6u69i7dy/6+voKqmC5QNZSruv6NnFg5zASicB1XWFa5M4+Uwj6I5FITjU43cUtrP9t20ZPT4+o7PEAOZcoe/rIsqySDKcEgXV1dePm/6YzI8/gGWnP83Do0CEMDg4WucrHJjiDL7u9OM1+ZGTENz4GijyQb2hoGDcPyPo7XwKzXePe3l709PQcN+E02YSwGiUipFIpn0NXzOiUMHDNzc05dfJ0G589LWBUbXR2dh434TSZQFmdplIpseYSKC6BQgIXLlzoGzbIY7d8SJTdZtkeHjhwoGiVPZaRrX3kxN6+vr4JhaIoOTGapimtra1iWwx2d6fzkFyV0jQNH3zwQUEVLBdkz9ywAHieh4MHD/rasJihRcFSY2MjTNPMSVy+vSTX5qbd3d3FqOcxj4myzVKpFDo6Onztku2xFwJx19bWVnGMGx8Dxy5wPj2Gz9mTM7k9z0NHR4dvY4NMJiNSGCtxiCFromQyiUgkgu3bt4tUiuxQm+wzzASCwGg0ijVr1vhOZuYdBqejQrMzuZPJJPbt2yd6Ju/SBGBaHaRcIEteOBzGe++9h7a2tpI9TxCo6zrOOeeccUlNQH5ODA83OKrDGBgYwKuvviqiPMDYOEjX9YrJfJNtn7zxeUdHB9rb20v2XEGgYRjKypUrAfgXquQbPeCZiOy0xGQyiZdffhm6rk/YOSqBQF7AIx/lats2Dh8+XJQTTieCz+Nobm5GNBr19aB8kZ1TI4+Jtm/fDgAiuRXwDzsqAXLCEmsWXdfxxhtv+MaAxca41UmrVq0CMOZgZI8J84W8OLSzsxP79+/3pZnLBFdCpEbTNLFtpq7r4tzf1157raTP9RGoaRo2btwIYEzF8ZrBfJAdA2SptCwLTz/9NDKZjC8OyDsaVVLODHdG0zTR1taGrq6uku7I4SMwFAop5557Lurr6wGMLZWe7oyEDFYtf//73zE0NCSuy1nflSCBruuKdYC2bUNRFPzpT3/ynYRdCoybTVy7di1aW1vFevnpQJ685c+sil955RW8/fbbICIMDw9D13Xouu7LlSxncMaZvBPxU089JZwbOdkpV5kpxhEYDodxwQUXQNM0pFIpAChKAzuOg6eeegqKoiAajaK3txdEhFAoVFIjP5tIpVJC4+zfvx979uwpuXnIOZ9/8cUXj5thLhS2beOll15COp1GKpVCQ0ODIK4SJBAY3VYMGG2vrVu3zoqHPY5ARVGUVatWobW1FaqqIhgMFq0ihw4dwrZt28T/TdPE8PBwxaQd8kTAwMAAtm7dirq6OgClzcrL2XLNzc24+uqrfVsnFwq2dw888ACCwSASiYRIPaiUsSB3xldeeQUHDhzAwMAAgIm3HykZiIja2toIKO4h93xY5LZt23wndVYK+ECvz372s+KoWvn0t0JL3odfKYqiLF++HJ/+9KeL6uKzrbv77rtx8OBB4W5XAvisw23btuHFF18U10u9S8eExsfzPHzuc5+DaZpFaWQ5UrFjxw48+uijvu1Myh26rqOvrw8//OEPRXxXURT09vYWbUuRaaOnp0ccP86HGrIYBwIBUlVVFGWKAyBZfRqGQaZpUjgcpjfeeEOcFc8nQ1uWNe7w47k6DDn7EOSBgQEiGjtHlw+A5L/feuut4oRuYOzUb/l8+ULKtM/QbWhowKWXXgoAwuWPRqNQlNGN0flI1nycEI5GkJSxffPNN4uBPm8YrmmaUDvsBBwLmwXZto2amhpYloVwOCwWsvJE7bZt27B161YkEgmx4zEdDWjPWXY6EdF///tfmj9/PoVCIdEDuEfxiZzA1EewGoZBoVBInGgZj8cJAG3evJlc1xW9O5FIUCqVIsdxaGhoiIjm7iRrWQLlY9FZa/Dpox0dHXTKKaeIttA0zSd5xXIEZ3SOfDqdpm984xsEgOrr60WF5PN0NU2bkkBWs/JvuAPcfffdRETU3t4uGk8+N5cbbLYhk8fHxMpn59q2TbZt01e+8hVhVqLRqOjk8lm6c0YgEdH27duFDQsGg8LuyZWbikC5J8pn8vJ9//znP4uGY3s4PDw8p+frZttA13XJdV1Kp9OCxDvvvNOnUbiNmMRiDsNmRCAweijI3XffLQhj1cCH/eZDYCAQEGMiWZXW1taKa2+//bavcVitOo5zTBDI9SEiGhoaoj/84Q+kqioZhiHaRO6cgUDg2CAQADKZDK1du9Z3Q64097TJiq7r4hhyVVV9R3Q3NzeToigUi8XoueeeEw3EjThXkAnkTjU4OEiWZdGTTz4ptAdLXyQSySmJc6pCGYODg/TrX/9aVJrJ4H/zUaHA2Fn0fEQ32wy+z6JFi+jpp58mojE7yG77XBLIkSPXdenpp5+mxsZGCgaDot51dXWiHfid5PeacwIBIJVK0TnnnEOxWMxHpFxJto+apo1zXLKL7OAAEGOopqYmevDBB4X9k+1gKpXyjR1ZUnPBcRyfBDuOQ5ZljVPJ/H/ZWZJ/y9eHhoborrvuEmqf2yCfDpxvBy8pgZZlUVdXl69nhcNhn96XB/fTIZDVcSQSEZ9vvPFG6unpISISEsCNKw8tHMch13UplUrRyMgIZTIZ8jyPXNcVnmK2KrZt29cZuKMMDQ2Ja5lMRjx3z549dN1114m6x+Nx0QaxWKw8CARGVenDDz8sCJBvzGTMhEDTNIWToygKLViwgFRVpYsuuoj6+/sFibL0MUmDg4MTSqFMMhOSSqUonU77JDF7rCnf89VXX6V169aJjsVjYnkoVDYEAkB/fz+tX7+eIpGIsGcyGblCa1MRiKPSLIei5Ht/97vfpe7ubiIi3zist7dXEOo4jpA4x3GEZE7mCFmWJTqI53nU398vpK6trY2++MUvEjAWStR1XahQ+XpZETgyMkI7d+6kBQsWUCAQEMOJyeKi+RDIJRgMUjQapUAg4Ito1NTU0O23304fffSRLz4qf06n0zljqbIdtSxLqFpZQlm633rrLfrCF75A8XicIpEIBQIB0VnlunOjRiKR8iIQGHVonn/+eXFzdmZyqc18CNR1nUKhkM+rlb8bCAREb1+yZAndcccd9NZbb9Enn3wiiJPB6jKTyQj1mQue59Hw8DCl02l688036ZZbbqEFCxbkrHMsFhNEKopC4XBYfK/sCAQAIqL7779fSAoTmIuoqQgE/OOlcDgsCGNvT9d1CgaDFAwGxbXVq1fTHXfcQTt37qSuri4hRaxKZQnL9ki7urrohRdeoPvuu4+WL18unh2NRikcDotwmKKMjlHlWYVQKDStWHCpCCxorl9RFMVxHBocHMRPf/rTgiZ/+QhvBs8dKlKGNx/OxbknALBz507s2rULd955J8LhMBoaGtDa2ooTTzwRjY2NcF0XQ0NDaGxsxODgIDo7O9He3o6+vj5YloXh4WGx3I1PF+XtpwGId+KcVp4f5Yy9iTZxLRtwj7755pt9ag5HezJ/ZinN5Z0Wc7A7V0X2RuUIzaZNm+iFF16gVatWCc8VGItiTefdi65CGUziddddJ7xInlIB4COVX5Kdk3zVR7kUdmoA0OLFi4loNPhQKgKLks+nKKM5Fw8//DCuueYahEIhsSdYIBAYp17o6CSwpmkVk1IIAPPnz4fneRgZGcGiRYvw6quvoru7e+5SKqYLlsQf//jH43oPqxa5x+m67gtHlXNhTWIYBtXU1NCjjz5KdLTndnd3H9sqVAarjM2bNwuvklWKrFb5pSvB/gFjZiIUCtF9991HfX19ooGTyWT5EAiMDvQzmQw98cQTPlebK8Fjxkqyf9xZH3jgARocHPQ1bnt7e3kRyHBdl7Zt20YNDQ1UW1vrq7RhGBVFIADasmULJRKJcQ07PDxcngQCABHR7t27acWKFb4YoqxKK0GN/uxnPyPP83I2ak9PT/kSCIySaNs23XfffTRv3jwCRm2FnIbAajVXHqWck8qO0HQiGPzbib6f3Yiqqvrqx7+TE5V4YvpTn/oUtbW1USaTmbBBE4kEnXPOOb6c2omePdU7qKpKS5cu5aUPswsOFF944YWiUvF4PGfsNBAIiHAWX8v1venaUv4NdxQuoVDIF9uUi2EYvmA21+nLX/4ydXV1UW9v76SNmUgk6MQTTxTP5+C3aZp5z2YAo7HYWCxGS5YsoV27ds0+gcAoiZ7n0eOPPy5yKblnmaY5Yf4Ix1rl4PF0eq/cEBx/zRW3NU2TDMPwRY7k1A9OBfn+978vsuemeudEIkFr166lcDjsSwTj++WqR3YJh8Pi8+LFi6mzs3NuCGSwWn388cfptNNOEy/CxPBnwzB8lYdESD6TxpCImYxwOROAv5+daaYoCl1++eW0Y8cOMYuRz7uOjIzQsmXLfBKda0g1lQRGIhFqaGiglStX0oEDB+aWQAYRUXd3N/3ud7+jCy64QLyMnN3FKjUQCIwjQo49Tlayic5WpfJ3ZYkDRmO65513Hv3rX/+i/v7+nJ7mZLAsizZs2CCGVKySpzObL0vp0qVL6d133z02CGTwHN5f/vIXOvvsswkYNfAykcUo7D5eeWgAAAFnSURBVDDlktpgMOiTdl3X6fOf/zw99thjYr5xJu/mui5df/31tGzZMqFC2f7xDD930IlKQ0MDAaOT2j/60Y9EXY65xXmWZZFpmuju7sZzzz2HJ554Atu3bxdr63lNIW8UxFt85bPAhn8nb0prGAZM0xTbggHAWWedheuvvx6XXHIJFixYAF3XRbx3JvA8jxRFQTKZFPU1DEMsueONj6ZCIBCAZVli1bRhGMf26koiosHBQXR0dGDHjh3Yt28f3nnnHXzwwQc4cuQIhoeHkclkZjwfF4lEUF9fj5qaGpxyyik499xzcfbZZ2Px4sWora2FaZrHdPsAx6AETgTXdYml5/Dhw9i9ezd27tyJvXv3oqenB4cOHUIikUB/f7+QpOwtpBsbG7Fw4ULMnz8fCxcuxMknn4xVq1ZhyZIlaGpqAoCCJG0uUFaVzYbjOCRvwiDviiQff8CHksjbmbDkBoPBsm6DKsoc/weaDwiBjTWDyQAAAABJRU5ErkJggg==","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":397.84,"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"},{"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"}]},"dataObjects":[{"id":"7ee52eca-2489-4cba-b87a-9ca3ecf9dc6c","height":21.73,"width":19.97,"perimeter":112.9,"area":167.73,"image":"data:image/png;base64,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"},{"id":"f9e81439-d484-49f8-8dfc-4212680fcd39","height":22.78,"width":19.9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"},{"id":"c4b029ff-095c-45bc-bd56-5d3b57236c2f","height":29.61,"width":10.69,"perimeter":83.34,"area":127.02,"image":"data:image/png;base64,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"},{"id":"85575d12-34c4-49d6-b2e6-5e8810587571","height":30.14,"width":24,"perimeter":106.76,"area":180.79,"image":"data:image/png;base64,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"},{"id":"35f21d3e-dd27-46ad-8ee6-af0958865f85","height":30.66,"width":18.92,"perimeter":98.57,"area":399.9,"image":"data:image/png;base64,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"},{"id":"fcd6b827-ee6e-4078-9bf6-b557db0a6775","height":30.66,"width":18.92,"perimeter":98.62,"area":397.39,"image":"data:image/png;base64,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"},{"id":"e04b95b5-3ca8-49c6-b7f1-bd36e148984f","height":30.14,"width":28.03,"perimeter":115.7,"area":332.86,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKQAAACwCAYAAACB8sXMAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1da3BU5fn/ndue3c0FAgRCBCNXucQrIiLgFTUgUEARqFZ7cTqd6bQz7ZfO2C+damf6pbb6odP/OFY7KnK/xUIEAhQIJqhUSyAgIAQQkpBINsluds/t+X9I3pdzkkDOZk/IJjm/mXeSTfa8ey7PPvcL4MNHGkHo6xNINxARNTU1ITs7G4ZhQJKklPZLJBJQVRWCIKCxsRFDhw6FIAj+fb8B5L4+gXSBpml08uRJ/OUvf0F1dTVycnKQSCRSJkhZlkFEkCQJjY2N+OEPfwgiIp8ou4ZPkO1QFAX/+Mc/sH79emiahtbWVoRCIei6ntK+gUAALS0tEEURgiAgIyMDM2fO9OisfQxImKZJx48fp9zcXAJAmZmZBIAAkCAIKS1Jkvg+AGjGjBl0+vRp6tMLTmP4HBKAKIr46KOPcPXqVaiqipaWFqiqikQi4cnejDtKkoSvv/4au3fv9sW2jxujurqapk2bRrIsUyAQIAAUCARIVVXOKb1YbL/nn3+edF33uaSPztA0jYqLiwkAF6+hUMgzIlQUhRMi+zls2DA6e/YsJRIJnyg7QOzrE+hraJqGTZs2IRAIwDRN/vdgMOjJ/rquQ9M0x/7ff/893n//fQQCAU8+w8cAwn//+18qLCx0cEZRFB2GSCorGAzyPSVJ4lxy7ty5dPz4cZ9DdsCg5pCaptGuXbtQWVkJAJ04lhc2B9tDFEUHBz506BB27twJIvKJ0kcbEokEzZkzh+t6jJupqsqNG6+WXS/Nzs4mAPTYY4/RlStXfIL00RYiPHDgAAUCAQoGg1xMo924YcTpxRJFkQKBADeasrKySJZlyszMpOLiYvK55HUMWpGt6zr++c9/QtM0yLIMy7IAAKFQCKZpIh6PQxRTvz1sD03ToKoqAKC5uZn7O/ft25dyNMjHAMC5c+do1KhRDnePKIoO3yP7eypLEASSZZnvpygKAeAqwV133eUbNzYMSg7Z2NhIV65cQV1dHXfHBAIBCIKARCKBYDAIWZYdRkhPQURQVRWqqsI0TchyW3DMNE0oioJjx47h5MmT8B3lgxiGYdDChQtdGy52Tsm4HVtM95QkyaEnsv91F+sGQA8++CA1Nzf7BDkYQUS0a9cuGjNmjMOQudGSJIkkSSJBEDpZ3135Ke1/c0OQgiDQ0KFDacuWLWQYxqAnykEpsjds2IBLly65ei8ROUS33QDpyuhhuY+iKHJD6WZgibsbN25EJBJxdU4+BhDi8ThNmjSJRFF0zSG7+pssy5wDMi5q/7892tOdyFYUhe644w46cOAARaPRQc0lBxWH1DSN9u7di/PnzyMQCLjiYCxjnBkjABxxaeZCFASBc0zLslztzY6zLAuXLl1CSUnJoI9vDyqClGUZa9asgWEYrn1/jLAYYQqCAF3XQUTIz8/nPkzDMEBEEASBE6kbP2ZmZiZM04RpmtizZw8Mw+jh1Q0MDCqCPHPmDPbv3w9BEFy7dBhxsfcLggDDMJCdnY3FixcjNzeXczWmPzK4iYUzglcUBZWVldi5cydM0xy0YnvQEGQsFqOKigp89913rsUpcJ0zduSUY8eOxbJlyzBy5EiEw2HH+xkhuvmcaDQKWZYhCAJisRjee++9pM5voGHQEGRzczM2bNgAIuJlBW70NXtoMRgMclH/5JNP4r777sOKFStw7do1ZGRkAAAX3UAbcRLRTZeqqjAMgxNheXk5vvnmm166C+mPQUGQ0WiUKioqcPjwYQDgLhlN07o9lumBgiBA0zQoioJwOIwZM2ZgxIgRmDdvHoYNG4ZYLAYAPF7N6mi6QyKRcMTSGxsbsW3bNsRisUErtgc8NE2jl19+mdCeWsbcNnARpWHuHfY6FArRbbfdRidPniQiokgkQk888QT/P8sSSiYOHg6HHcfcc889dPLkyUFJkIOCQyYSCZSUlCAcDnOL1m2JgmEYnEuKogjDMJCfn4/bb7+di9xnn33WkdXDVAK3YNyRcdXjx49j7969g9K4GfAEaVkWlZaWoq6uDoqicLeKG3HNwHTNQCAAXdcxZcoUnqYmCALmz5/PjR1m1LD/dQdZlhGPxwGAu41M00RxcfGgNm4GLAzDoKVLlzrSylg82q3YZscy0f3mm28SEZFlWUREdO3aNcrLy3PsjfYITHd7sz0DgQCP3MiyTMOGDaOqqioabFxywHPIY8eO4cCBA5yDiaLIoy5uxSprGGBZFnJzczFjxgwHBwwEAnjyyScBOGPdbpzcjAva9yMifP/99/jggw/85N2BBCKit99+m3MhtxwRXXCwjIwMEkWRZsyYQVeuXCHDMIhB0zRat24dr5uRZdl1kwFBEBznpygKf33HHXf4aWkDCVeuXKGZM2dyK9ZeJ5MscTIC+/Wvf02tra2k6zpZlkWJRIKIiC5dukTTpk3jHS/ciGs364MPPhhUNTcDVmRblkVHjhxBTU0N9xHajQS34ppZ40xsL1q0CMFgkFvEgUAAhmFg1KhRmDNnDgzDQCKR4BnhqWLjxo2IRqMp7+Ojj5FIJOgXv/jFDY0MtyLVfrwoihSPx8myLDJNk4vsWCxGRESbNm3q5MN08xk3W0OGDKH169eT7yjv56iqqqKpU6c6iMNOkMmI1IyMDJIkiSZMmEBERPF4nIiITNMky7LIsizSdZ3Onz9PBQUFFAwGPel6AbQ5yxcsWDBoxPaAFNmWZVFxcTHOnDnjcFIzq9dtNjcDEUGWZSxevJiHD4HruYyCIEAQBOTl5eGFF16Apmkpd961f/aRI0dQW1vryX4++gDxeJweeughbsV25FYs0xsuOBQTu1lZWXTw4EHSdZ2LavY7s7h1XaejR492Ke57ulg2+p///OdBwyUHFIiISktLKTMz84blB+x3NyUMTLQXFhZSc3MzF9NExC3s1tZWTpDxeJzuvvtu1/t3t9gXYvr06RSPxwc8QQ44kR2Px/HJJ5+gpaXFkbktCAJkWXaIUjdi1bIsyLKM6dOnIzMzE5ZlcYubHR8MBnnNtSiKKCoqcmTwpALDMKCqKi5cuICjR48O+Pj2gCPIK1euoLi42EEQlmWBiGAYhiOG3V0UhHUsU1UVTzzxBCzLgiiK3BXEssh1XYckSdB1HbIsY9WqVRAEAaFQCIqiOPIu7Qm8brurqaqK5uZmbNu2zZP2LumMAXV1RET79u1DTU1N0rUpXREH47B5eXkoLCzkBhIjZGbcsJ+ME+fl5WHWrFnQNA26rjvORRRFKIqSFGExP2ppaSkqKiowkOu3BxRBAsDOnTvR0tICILn+jsxStoNZ17NmzcL06dP53+31NQz2SsOcnBw888wzXdbt6LrOLXM3Nor9fV988QU2bdo04LnkgAARUVVVFY0bN44bFG4d0yye3JUREgwG6cMPP+xkvDDrmhk4uq5za1vTNDp06BDl5eWRqqpd9ptMJoHXfuzkyZOprq5uwHLIAQMiotdee83h8Hbr2rkRQQqCQMFgkC5evEhERNFo1OEQt0dr7EgkEtTS0kIvvfQST5YIBoOOWHpPYt3smHXr1vkuoHRHfX09TZo0yeFuSYYgO/orGYedMmVKJ4JjiRUdOSMRORIu1q1b59gzHA47ch7dnJs9d5Nx1RUrVgxYF9CAUEYMw6Dy8nKcPn3aMajIDew5iHamI4oiJEnCqlWrHLogtVct2o9jERvTNGFZFncHzZw5E/n5+fbz5J+RLINjFr8syzhw4ACqqqqSOr6/YEAQZEtLC7744gsA16v+APcPveP7mIEjiiJWrlyJWCzGCdY0TUf9DLOY7da3JEkwTROjR4/G9OnTMWTIkE6fw2qxuwMrw2XuKsuyUFtbi6NHjw5oa7tf49y5czR+/HgSBIGysrK4MQKXupmqqlyEsn7jiqLQggULuEi+kb7YHYqLi7kKYc8wYjmabpZd32S67v333081NTUDjiD7PYdsf+ioq6sDEXGfndvUf1a4xWYRMrGq6zoWLVqU8vndfffdeOihhxzdeQFnc6ruwPyYsixzh391dTW2bt3qjxVJN8TjcZo7d67DmLG3w+tusbIDe622oig0cuRIOnPmDOeOLM2sJ3jjjTe4MWN34SSTfCEIAimK4jhm3rx5A9a46ZcgIiorK6OMjAzHA1YUxbWfz96jkb1WVZV+9rOfUSwWI9M0HQTZE6IsKyujYcOG8c9i5+vG9WNvyN/xnLOzs2nv3r00kLhkvxfZa9asQTQa5V3JgOvREDegdquZVSLKsoxEIoFVq1Zxw6OrCI5bGjAMA1OnTsWjjz7aIwubXYe9PyU752g0ivfee8/1Xj56Gc3NzVRQUMCdz3ZfotucRyaqZVnm7x8+fDjV1dVxQ4Zxxo7c0g0MwyDDMOijjz7q5FdMJj2to5HG9rntttvo6tWrPofsaxARlZSU4OLFi5AkiWfiMB8hSxtzsQ/PBGJGxvPPP4/s7GxHo6mOx7gFM14ee+wxjBkzhvs07R3PujuevR9Ap2uqr6/Hrl27Boxx028Jsr6+Hp988gmIiPvoOrYwcfPAqT2BAmjzHwYCAfz4xz/2pGKQQRAE5OfnY9q0aTBNk7fuc5OPyazyGxFkIpHApk2bcPXqVc/O10eSICL67LPPuKHQXVP57hYzMiRJomnTptG1a9eSNlxuBk3TSNd12rNnT9Ld0bq7PkVRKCcnhzZv3kyapvV7LtkvOaRpmti2bZtn9cpsrqFpmliwYAGys7MBuOOwbqAoCkzTxJQpU3DbbbcB8Gb0MdBmwEUiEezevduT/Xz0ADU1NTRt2jRXHAQu3T6BQIDy8vLo8OHD3JCxJ030FCzRQtM0IiL66U9/6imHZO8pKCigEydO+BzyVoOI6LPPPsPZs2e92g9Am4727LPP4u677+Y9JL0oZaX2+DfTSVesWOEwbrxAOBxGdXU1Nm3aNOBrbtIOREQrVqxIioPcbNmHHjEns5ewVylqmkZNTU306quvuuaSbq6P6aX33nvvgHIB9QvU1dXRkCFDPCVIADR69Ghqbm7mopWIHDXYqRAkUVu2OQtDFhcXu/Y/dnd99rzKzMxMOnToEFmW1W+Jsl+JbCKiHTt2IBKJJN02+UZghsuSJUu4O8bes9Gr/Q3D4MkbDz74ICZOnJjy3gAcFYyJRAKbN29GY2OjJ3v3BfoVQTY1NWH79u08nOeFFcyqAJctWwagzSJmLZbtuZU9BfONZmZmAmjLLho5ciRmzJjhiY6q6zpEUeQZSlu2bMG1a9dS3tdHNyAi2rNnDw0dOtSRCAGXIpnpWUzU2TOC5syZQ5qmUTwed+Q9emFlW5ZFmqaRaZp8v0gkQgcPHiRFUSg7O9vhC2XZR8kslr/JxPfrr79ORP0zctOvOOTBgwcd4igZXx57PoybEBEfhjR//nzIsgxVVR2lCV5wMEEQeFY54+jhcBj5+fm477770NTUBACOxvdMHXET+mTHsISScDiM4uJivm9/Q78hyPr6eu787TjuzQ1YKQAjOPawCwoKsHjx4k7E3RtDMO2ZOwUFBXjmmWcAAFlZWY4uGKzG2w2TUxTFMTkMAI4cOYK9e/eiP0Zu+gVBErUlUhw7dgyAuxiw7VhebN9x7BsAzJkzB1OnTuXvpR6kiCVzHvaZiY8//jjGjBnjaO9i/5K5MarsXzBJknjG/Lvvvuupr9OHDUTEp2VJksRrU9z68eyJsB2HrW/ZsoW7epiuR+SNy4fBNE2HO4lFb2pra+knP/kJ1x3t9eHJtAwUBKFTJnowGKSvvvrK55C9gcuXL6OiogJAG2dh3cfcgOlkdvcI437jxo3DvHnzOk3SYu/zKpZ9o/S1ESNG4KmnngJwvSFWTz4zFApxLhsOh6FpGu8C19+Mm7QnSCKizZs3o7W1tVOLO7ciifkA2/fjRPrCCy9g+PDhvHE960zGxKtXCRAdC7rszakeeughTJkypZPYdqtDsuuzH8v2Li4uxqlTp7y4BB8Mly9fptmzZ3dy9SRT5gp0blSal5dHn3/+ORefkUiEi9RUyl47wt6PvGOHC/YZq1evdohq5r5xk1Fuvw9MlWEupMzMTNq4cSO1trb2Ky6ZtiAiKikpoaysLO47BJyFT27yBdEFARcVFXlCcKkiHo/TkSNHeBlGspMburv+VatWUSQS6TcEmfYi+8CBA7xzhF1Es7IFt7CLtUAggFmzZnl6nj2FqqoYN24c7r//fsiyzDvmsv+lirKyMpw+fbrf6JJpTZDnz5/Hzp07O+mKlITTmh1r7+k4YcIEFBUVeXuyKWDEiBFYunQp942yc/XCqLp48SI+/PBD7nj30UMQEb355pt84DpziTAd0q5Tus32YTrWL3/5S2ptbfVMT0wFiUSCLMuiyspKmjBhAhfZyfS27O768/Pz6dy5cz6HTBUfffQREokEj0ZIksQ5YzKRFNbjm9qlVlFREYLBoOfO755AkiQQEe6880488sgj/LrcDph3g7q6OuzduxctLS19f8HdIG0J8tSpU/jqq68AwBE9YWKMbNWCN4MkSY5uZXfeeSfuv/9+/r++Bjs/IsKCBQv4uSbja+0OiqLgnXfe8Wy/3kRaEmQsFqP2dHxefAVc988xP55bDqdpGvcprly5Erm5uWkzh5pdg2VZmDVrFu666y4A7ptldQdJkqBpGioqKlBZWZn2xk1aEmRjYyO2bdvmSIawR1EYQbpxjLMmoqFQCJIkYfHixZ7WXKcK0zRBRFBVFfn5+Zg7dy4AJJXtczNQu3ciHA7j008/RXNzc8p7DioQEW3ZsoX3eezJYgq9KIrckGE9FZubm4mIqKWl5RabL12DGVbxeJw0TaNjx47R0KFDeUy6Y2w72RIN2Bzl06dPT3vjJu04ZFNTE4qLi9Hc3OxJ6I7pYrIs4+mnn+bGQiAQSAujhsXMmS45ZswYPProo/x/XoDp3RcuXMBHH32U9mI7bUBEVFFRQWPHju0U7ktm2TkkK4S688476ciRI0TUeWhmX8OeYWRZFr399tuOMGeqHNI+mnnq1Klp3eEi7ThkSUkJ6uvr+fzAVMESJ55++mkUFhYCgCMnsa9h71nO+pQ/8MADGD9+vCf7s+sH2qTE6dOnsXv37rSt304rgmTz/FihvhdgXc2WL1/OCdA+e7CvQbakYOb+mTJlCpYuXerJ/uzLx9pWW5aFDz74AK2trZ7sP2BBRFReXk6qqnaKxiS77CIb7WIqGo1yg4bIOYWrr2FZFs8KYr0nd+7c6RDXqYhse9ZQMBik2267jSorK30OeTMkEgmsWbMGmqY5OIYXeO655xAOh6GqapfJuH0Nsjn5BUGAruu45557cO+996a8t9DezN/uQqqrq0NJSQl0XU87okwbgrx8+TI+/vhjXhvCWiunipycHCxcuBBAm/9S0zRHD8m+hmEYvI+QPRFk9OjRmD9/fsr7M72UDfw0TRO6rqOkpASRSCTl/QckiIjeeustXpOcmZmZtHi2H2fPl5w/fz5PvmUimlnX6SKyidrOxV7HE4lE6OzZs9yPynyToijy63Oj0nRM2mUrOzub3nnnHSJKLxdQWnDIxsZGlJeX8zR+9tNNRMV+P5mizuqTZVnGU089haysLMcxTLlPBy5pT4uzi9Xs7Gxeuw203aNAIMBVjlAo5Cq8yO4PkzaKokCSJDQ3N2PHjh1pl5bW5wRJ1NZeb9++ffxv7Ea7/fKy+hf2cKm9Jub222/HkiVL+P/Ippv2Rt11T9DxGu05kMFgEEuXLkUoFAJw3U3FZh66AbtOu9eCWfO7d+9GVVVVWjnK+5wgAeCTTz5BTU0Nn1TF7o8bomEFVMwAYlw1Go3isccew5133umYU8j2TgfuCDh9oZZlwTAM6LrOfy5cuBDjxo1DRkYGL3QDwEehdAd7FIgZTMwF1NLSgvXr16dNogmQBgTZ3NyM0tJS/poZHG59hdSeksamMNgf0rPPPsu7grFEja7mvvQl7MxJFEUEAgEoigJZlqEoCiZPnoyFCxdy0cq+ePaps24+o+NUClYesXbtWly6dMmry0kZfUqQREQVFRU4c+YMAoEAEokEF7eAe7cPKxm1p6oVFhZi5syZnepw7KM+vKq7TgWs7LYrqWlZFgKBAJ5//nn+RWXvY6393OzP7o/93rL7cv78eVRUVKSN2O5TgoxEIlizZk2n9sksh8+NUWOveWY3XZIkvPLKK8jNzeXt9gBwQ4aJqHQhSEYkjNObpsndQUDbl+u+++5zzONxq3LYv9Ss9lxRFIeY3rp1KxoaGjy8qp6jzwgyEolQQ0MDduzY4eBsqqpy0eLmS8v0Tvv7VVXF0qVL+YNjRNhRwffK8e4FOjYmYCKbObaXLl3KexMxXdON2tFRBTIMw5FXGgwGsXv3blRXV6M/d95NGUREf/jDHxyFW/beNjcLi3UMDQLOkW0LFy6kaDTaG+5Cz2Ef6slG19kXUVuu5LFjxyg3N5eA5GZtd1cExkbrvfrqq0TU92K7zzT7hoYG3q8nFdj7PQJtiRNPPPEEF0vpxAW7gv387DoiA1NnCgsLMWXKFFy9ehXxeLyT2O0pGAc9fPgwLly4kPJ+/RKaptHOnTtpyJAhKXPIQCBAiqLwctnJkyfTiRMniOh6l7H+ADuntHNLIqKmpiYiInr33XcpOzubd3BjUZibre44pF3S/N///R8R9S2X7BP2IcsyNm/e7EksVdM06LqORCIB0zQxd+5cFBQUAEivNLMbgbqwsDu+VlUVmqbh6aefxsSJE3l6nhcc0m4UrlmzBnV1dSnvmQr6hCCvXr2KTz/91JO9VFXlkYwhQ4Zg1apV3BplRkA6L2bM2Jd9qq2u6zzJdvjw4Zg9ezYURYGqqp5OoZAkCWVlZSgrK+tTF9AtJ0jTNGnv3r24cOGCJ87pRCLBY9j5+fn8gdn9jem8bgZBuD6UPhwOIxQKoaioCLquQ9M0z8KfzFdpGIZnjKKnuOVGTU1NDdavXw8AnqSBMXGWkZGBiRMn4tq1a9yhbHf1pCvsjQ/sYK9VVUUkEkFGRgYkScLQoUORk5ODaDQKXddTLlSzp70pioL9+/fj5MmTKe2ZCm45QZ45cwZlZWV8KoEXMWUiQktLC06ePInf/va3yMnJQWtrK290n86wX39XxKUoCmKxGAKBAILBIL777jvEYjFHg9NUwPIlmZpz6tQplJaWorW1lUKhUHoE/HsLRERvvPGGI0/PX32/WDMv+8zEvnKS31Id8uLFi9i3b58jfOcjPUDts24kScKVK1ewe/fuPjFubhlBmqZJ+/fvx+HDh9OiQN/HddgTLmRZRm1tLT788MM+YRq3jCBFUcS2bdu4RZzuEZTBAvuEMeC6kVVaWoqvvvrqlnPJW0YV586dQ1lZGc+8sU9G8NG3YF4Ju4Fz+fJlbN++/Zafyy0hSCKirVu3oqamxpFYmk5dyAYrGAO0W/sswlVSUoLz58/f0vO5JQQZiUS47xHwdh61j9TACNGuLzLf7TfffHPLjZteJ0hd1+nKlSv48ssvAYC3UnZbNeejd2EviWAhS/ZcWltbcejQobSrTEwJRES/+tWvHLXWLEMHt8DH5q/UVm5uLh0/fvyWZQH1OoesrKzE0aNH0dLS0vaB7SWoLGnAR3qjsbERGzZs6OvT8Aa6rtPrr7/Ouyaw3Ds28iKZDhX+6rs1fvx4qq2tvSUcsldBRPTAAw8Q4OzAxVqmJDtGzV+3frG2LWvXriXDMPovURIRnTp1ilRVJVmWeSY42i/S5479Y7E497Jly6ihoaHXCbLXdMjW1lZ8/PHHSCQSPN+OOV+9bEjqo3fBJjjs27cPX3zxRa+7gHqNIGtra7FhwwZHQbu9fXEikfDDh/0EiUQCjY2N2Lp1a68zkl6hiGg0SjU1NaiqquJVgaxKzjAMBIPBtOk+5uPmYOUTsixj//79uHbtWq9+Xq8QpCiK+Ne//gXLsriT1e4EZ47WG33bOtaWMPeQvamUHwe/DkEQOo00dit9uiux0DQNmZmZMAwDp0+fRnFxMRKJRK+J7V5Jpz516hTKy8s92Yu1FpFlmXcvs1fe+als4DO2TdPExYsXAbTdtyFDhqRc2SlJEvchC4KANWvWYNWqVSmf843gOUHG43F66623+ODMVCHLMg9rUfuAypUrV0JVVUSj0UHvXLfnMgqCgF27dmHjxo1IJBKelBnb1SpRFLFnzx58/fXXsCyLRFFMf52rpaWF5s6dS0DP/YwdGwGwv6uqSlu3bqXGxkafLXYBIqKvv/6aCgoKeDlCd6u7JgL297BnkS5tV7oFEdHhw4cpIyOD941BigSJdsIWBIGefPJJnxi7gWmatHLlSt7JAx4QZCAQcPw+dOhQOnLkCMXjcc+fhedGzfr16xGNRh0dzVIFG+C+aNEiDBkyxJM9BzJeeOEFz/Rrlv1j3ysSiWDDhg3cgEpbnDx5ksaNG5dyJo+dQzIuOWLECCovL/e5ows0NDTQvHnzPBPZbLGoTVZWFt1zzz0Ui8XSl0MSER07dgznzp1zDAFKFSyrfP78+XjggQdS3m8wYOjQoVi8eLFnrjE2QZcZlolEAidOnEBlZWXazkzEt99+S0uXLuWZPSyBorvF9EP2WlEU/lqWZa6cFxcX9w9FOk3Q0NBAubm5vP7dzvHsiS5ult04Zc83KyuLVq9enb6TZcvLy2nUqFE9FtHsZ0dxLwgCjRw5kqqqqtLzwtMUmqbR8uXLOXOwqz/MWnZrdNo9HfbfJ06c6Plz8URkG4ZBhw4dQm1tLYDr0QK3IoNFZah9dIcdRIRHHnkEU6ZM8eJUBw0URcFzzz3Hf2f9ywEkbezYcxDsx549exY7duxIm4b5HJFIhGbPns2/caFQKCnDpqO/kn2bFUWhYDBI77//vi+ue4ALFy5QYWFhJwOFccqORovbpSgKf76zZ8+mS5cupc+zISLauHEjJx60X3AyTvGuCBLtN+zee++l6urq9LngfgRd1+m11033m4cAAAqMSURBVF7j95T177HnpSIJcW0nYPZ7KBSiv//97+mTvGtZFi1atIifuJ0zutVR7Eq2nTgFQaDf/OY3PnfsIUzTpNLSUj64Ex2ejxvjxv6ejlKPMZ7Zs2enzzP6+uuvaciQIdz6CgaDnBDt3y43i00EQPvFjho1iv7973+nz8X2Q9TU1NCqVau6vN/Jimz2fJhKFQgEKBAIkKqq9OWXX3ryjFIyaoiIysvLEYlEEI1GAVyfqgUg6R6GrIsrAGRlZWHs2LG46667IPiJkz3GqFGj8MwzzzhaQLOJZm5S1ATbjBs20IkZSKy/u2EY2LlzZ98bNw0NDfTEE09QVlZWJ5bu1qjp+D573PRvf/sbpePU+/6Guro6mjRpEtfxJUlynXzhZkmSRLfffrsnkZsec8hYLEZlZWX49ttv0dzcDMDp5nH7ZWGJu+zbytKoRo8ejccffxyKovjcMUWEQiE8+OCDjsRoL/uTA0B9fT127dqVMpfsMUEqioLt27c7Jol6IVlN04RlWZgyZQqmT5+e8n4+2soQlixZwifNAs4Rc6mA2oeexmIxrFmzhjOnW45IJEKTJk1yiN6OItuNFccMH3tYS5Zlev31131jxkPU1tbSnDlzHEOpepoe2HGxZzhq1Cjavn37rW8HbZomrV271tGJQlVVh//QrQ7JrGp2cxRFoXHjxtHx48d9YvQQRER/+tOfHPe6p45xdHh+kiTxZ//KK69Qb9bc3PDinnrqqS7dAbIsOxIk3C6WjCGKIi1fvtznjr2AsrIyGjt2rGfGDHA92YKt8ePH08mTJ3v87HqkQ1ZWVuLzzz/nr1kMmukTbEqVGzBDiL0/KysLS5Ys6clp+egGhYWFWLBgAQDvWmoz1x7TRy9cuIDi4uIeGzdJnxURUWlpKU+CkCTJMa/absG5uWhGkGymTH5+PhYuXOj7HnsB2dnZeOqppxxls6lC13XIsoxAIABZlmEYBkpKSjybo9Mtrly5QrNnz05qZvPNFtMhmWL8xz/+kVpbW31x3Uuora2l/Px8hx7pNmO8q8XsCGYzSJJEWVlZdPTo0R6pXUlxSMYd//e//3lWL8PEPOOQM2fOxICfINWHGDZsGJYvX+6YvJAKVFXlDSFkWYYkSWhubsbmzZuRSCQ8+Ywbgoh40qeXk7gYl5w6dSrV19f73LEXQUR08OBBGj58uKtZ2ujm2SmK4shdYM9y8uTJ9OWXX1KyJQ5Jccjq6mpUVFRAURRPPf2SJEEQBCxZsgTDhw/3ZF8fXUMQBKGwsBAPP/ywJ45xXdcRDAa5lDMMA6Io4uzZsyguLk7aeHL9biKiTZs2ob6+3tMSV0mSoOs6cnJyeIazj95FRkYGli1b5pnYBpwGrCRJICJs3boVV69e9ewzHCAimjlzpsOY8aIDLnOozpw5k6LRqC+ubxFOnTpFo0aNSllkA13ns7IUtY0bNyYltl1zyCNHjrCyRwDwbOyvZVlQVRVPP/00wuGwJ3v66B5jxozB4sWLU96HjTW2/85+WpaFtWvXJhXfdkWQsViM9uzZg9bWViQSCQQCARCRJ3qkIAjIz89HUVFRynv5cI9wOIznn38+5X1YAZidCDMzMwG0WeClpaWIxWIpf44D58+fp1mzZqUkpu1WOfM5iqJIkiTRyy+/3CtdEHzcHPF4nKZOnep4rtnZ2Y5nAxd+yJstWZbpr3/9q2ux3S2HNE2TNm3ahHPnzgG4nrbErOPuwN6j6zpXfDVN4xYea7EXCoXcnK8PDyGKIpYuXQrgeugvFovxXkpeGD2GYWDbtm1oaGhIeS8AbUVcjz76aKcpCkjSxwg4a2zY3/Py8ujq1as+d+wDmKZJR48epfz8fMezSWZChhujSFVVb8aK6LpOx48fp7y8PBIEgbfZS8YCY2ybnRj7G7sBL774op/Z04eIRqP03HPPkSRJnNHYLWV4ILJlWaaioiJqaWnp9jnfVGTLsoz3338f165dAxFB0zSezePWymYN7wE4EjI0TUMwGMTq1av9ESF9iEAggIULFwJoe95s9J9XYEbP/v37UV5enlqJQ2trK02YMMFReMUyjjs2ibrZ6th4in0T77vvPr8BaRrgm2++oenTpxNwvejObYK1Wz+mLMv085//vFtpeEMOSUS0d+9eXLhwAcD1tniWZSEYDPIQkRuwb5zdkAGABQsW+A1I0wBjx47Fiy++CKCNo7FIi5dQFAV79uxBdXX1Td93Q4pqaWnBzp07oes6NE1zWFz2foHdQRAEXlnIxLwkSQiHw5g3b54/RSENEAqFhOeee443pRIEwVOxHQ6H0draivPnz+PEiRPoUQu/qqoqysnJSTm0ZK+zYaJbkiQqKiryres0QiwWo5kzZ3YyOr1YzJgNBAK0evXqmxo3XbI4IqIjR46gqakp5Qu1LIuL+9bWVgBtXHPRokUYOnRoyvv78AaKomD16tUIBoMOA9YLsOxxy7JQVlaG48ePJ8clr127RitWrEhKab3ZshcCiaJImZmZdOLECZ87phmqq6tp/PjxDoMFKXJHdOFGeu2119x3JCEi2rNnD40cOZJb1KkQpN1CZ76uRx99lCKRiE+QaYZ4PE4rV650+CRTXaxEmr1WFIUmTpx4wxaLXfLkjRs3oq6uzpPQEatAtLP/H/3oR8jKykp5bx/eQtd1/OAHP0AwGPTMN2xZlqOUQZIknDlzBlu2bIGryM33339Pd9xxR9J+phste/gIAOXm5tLly5d97pimuHr1Ks2YMYNLN3hk2IRCIUeXkhkzZnQ5eMnBIePxOPc9Kori2fhgFt0BgLlz52LEiBGe7OvDe4wYMQKrV6925DmmCkEQQEScnjIzM/HVV1+hoqKi01gRB0ESEYqLi3kVmVdzToiIlynMnz/f09R5H95CEARh+fLlyMvL88wXmZmZiXg8jkQiAUVREI/HYZomduzYcfMDT5w4QZmZmRQMBlOexmVfzMqaM2cONTQ0+OI6zRGNRmnx4sWdnh9wvRmYW5XtRvmzmZmZVFBQQN9++23XHJKI6D//+Q/i8TgMw+DRFZb72NMliiIvTVi2bJlvzPQDKIqCoqIiHlFjEEWRd9Nlhmp3z9/OZWVZ5mI7Go2ivr4eJSUlXSdc1NbW0uzZsx2GTEZGBs+D7OmC7VtRWVnpc8d+gsuXL1NBQUEnA7UjV3RLA6wnuV3yCoJADz/8MNXV1TnpoqmpidatW0cjR44kRVE8qSZki4n/+++/P+micR99ByKil156ifsOMzIyHJlAoVDIla/yZjmVgiDQ6NGjacuWLc4soIsXL9IjjzzCTX1ZlikQCPC6ilQW+/Df//73fiJuPwIR0datWykvL69LBtUx2HGjZZ/KIQgCb90YCAR4n/M5c+ZwZiUDbXri+fPnEQqFEI/HeQKuFx0qQqEQ7rjjDhQVFXG91Ef6QxAEoampiWbNmoWDBw/i+++/R0ZGBgRBQDwe513vWN/yG4HRD+tOwlxAhmGAiBAOh1FVVYW6ujoANoL83e9+B0VRuKJqGAZUVU25rZppmsjNzcXcuXP9Fnv9DFlZWXjjjTfw+eefIxKJICcnB4ZhcPeNG1iWxUeQMGK09xNlBOu30PGRlvh/nlC6A+cTJIUAA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q1bkZWVpVKPFEJgxb4SROotKCNGjIj4XsphSw6HAwsWLFBlV7T7eNrDYrmo2PIuPj4ef/jDHyJ3n024k8/nw6lTpzBp0qRmUhoqVawtSjcYDFi0aBFu3rzZA2pHEgDs27cPKSkpIGoKFIRKYtl1WMrPbDYjKysLxcXFPYnzziAAWLZsGW9/SyFympjXLbYw+s53vtNjVzuLgKYDnwYOHMhtYyhUsbajNxEhPT0dFy5ciMjdcXJX30Cw5Ha76X//+x8/K85isZDb7W73dX0+HxER3bp1i4iIDAYDXbhwgTZt2sRf66EOIgA4deoUhgwZojuVp5dFtS5JEveKe/fuHZEHUEQUXb16Fb/5zW+4ymQBi1AcNiG2UCBS90l8/PHHO6fL991IXq8XH3zwASwWiwrIUJ0gwlhsn8C0gtlsxsKFC3vKX0JNXq8Xhw4dwkMPPQQiUh0CSCEEVctiOUx0dDQ2bdrUI7WhpJqaGsyePZvHbsXUmrbMJZQsAqsoCh566KGw6JvcLcjr9aKgoIBXS7CQH5G6rJQ6GFj2nTNnzgzr00Uigurr61FWVsYbk4gpO73bL9vD2h14RE37gdauXdsjtW2lhoYGXLx4kfetIFJvywi22LstrC05ZVojMzMTO3fu7Kl5agsBwJIlS1SNMZmEaktWOsPGatX+uHHjcPLkyZ4qxWDo5s2b2L17Nw8SiPFbSZJU6bpQJQH8sT8bK26xXL58OS5cuNADrB5yu90AgDFjxjSTRDa4ogoO9TqWWgBW9L5ZMCM1NRUHDhy4O3pMtJeYCo6OjlZttNKz8VmboxVLR8VyGvE4Gb0Sz1J57G82uSZNmtQ9G3OFkgDgtddew6BBg5od+KcHWNayXlz+MIlm1xOrHC0WS1AnfYmNM9maOjk5GbNmzeq6w4/CnVhDTZaOY8xitoGAZQDKsqwqQmPbOvxt2grWq2afZVWL7POKoqCgoKBHav3RtWvXMGfOHJUHqvd8cxFYojt1wGIgv0+fPvjud7/LwQ42Se/voAZ2tpAsy+jfv3+Hn1MQceR0OvHqq68260Mhsh5VHB0d3ewkEAb6r371K2zbtg0DBw5s1jwkGMk1m83N1tPsOk8++SQqKyt7gCVqUsG7d+/GoEGDmkkCkbpoO5iuMUyCbTYbfvzjH6OkpAQ3b97Exo0bVS2DSCewoq1vKeJlt9uxcuXKHqklIiouLuYnSIvAMOlla9lAwGp7GLMJMX78eHzxxRfc/lVUVOBnP/uZ6vw9PawFUww1io2x09LS8M9//vPuLle9dOkS8vPz+aCwhiLi9slgvGLWY5j93atXr2ZxXY/Hg+PHj2Pw4MEqO66Htefuab1pBvD3vvc9nDx58u4E1+VyYefOnejbt6+uQQ0ErHg6CFOtc+bM8VsTDDSdWC1ukhZtsxgI0evAiceHSpKERYsW3X1essfjQUVFBT/BUo9K1COxiqJwScrKysKBAwdabP5cUVGB73//+/z64vHbYudTvRrDbDarton069fv7kvMe71evPDCC80q71tjPcAyu6coCt54441WVSEA7Ny5kx/Xpu2fKKpavWcWaDvTZGdn48svv7w7VLLL5UJhYSGSkpK4CgyFxIrZnmnTpqG6ujrgYDY0NGD9+vV8eSVKrVYTBPp+cRKwe46Li8OcOXO6f2IeAPbu3YvU1FRVLDcUwDIPdeDAgTh69KjudNrly5fx+OOPcwBZgxJtMELvxGLPJG4ee/nll7vneQCMKisrMWvWLNUA6GU9qjg5ORnr1q0L+rCHf/3rX0hJSVHZWLaM0XvKiPacPtHbvv/++7Fv377uqZLr6+uxevVqxMXF8UMQWNCeQgCsoih4+umn23SuDethzDx07XX1fL84wUSvmqn5p556CseOHetewDIVLG5cDjYAH2hAMzMzcfDgwTZ5oS6XC5WVlZgxYwZPzzGQ9EqsvyPTtAdAvfbaa92nnIb1CR42bJjq0HoxD6onJ6rNrYq/JyUloaCgAHV1dW0eNKfTiWPHjiE+Pp7bWfY9oSi9MZlM6NWrF3bu3Nk9lkA1NTVYunQpkpOTVXtQtetG0jlADGC73c4HfsaMGSHpu1RdXY1XXnlFt0MXDEuShNjYWIwaNQoHDhyIbHC9Xi+2bNmCb3zjG6qHZI6JeGgh6RgcMSnOBn706NHYvXt3yAaqvLwc48aNA1FTnDqUe3CZ+Zk7d27k7pIHgJKSEowcOVIViNAuIfz15ffHVquVSyjLzpjNZhQWFoZ0/+qtW7fw+eef86NbgvXeW2OWSkxMTMS7774bkftu6ebNm1iwYIHqcEJtGYpY/aeHxW6osiwjJyenQ85h9Xg8+NOf/tTse9vLYp6ZRaUiClwAePPNN5GQkNDi+XDBgkpEqoOFs7OzsX///g6zVefPn8fEiRObAdIeFtW6yWTCvHnzUF5eHhnA3rx5E//+978xfPhwHkPV2lBtD2E9zCTeYDAgKSkJ+fn5HeqAOBwOFBUVcbUfCmbJAqI7LRbWrVsXGdszfT4ffvKTn3Aw2E8GJANbBFXPckJ8z9NPP90pBwFev34dubm5Idn0JQZizGYzBzgzMxPFxcXhXXUBAC+//DKvNRIX96Tj4cVG0aKjJe6ui46ORnl5eaeE5xoaGnDixAl+Dp94fyRMtmBP1RTX7UlJSXjkkUdw5cqV8ASWtaFNT0+HJN3p4SCezNwa+1vTKoqi+nxiYiJeffXVTg2ou1wuvP7660hMTFTFpNk96V0OaTu1is8ZExODvLy88Isls6UNy5IQqaNDepwkMe2mrQtm/5s+fXqXhOSuXbuGZcuWcSBFMPU6gFonUgt0RkYGCgsLw0sl19XV8TNhxXSctvV7ayzOYK3KIyIMGTIEe/fu7ZIHB4Bz584hKytLlRRo6Si01p5RBJOt45lWGjx4MI4cORIe4Ho8HmzdulVVia9160nHQxORqse/2WxW5TS7uswEAN577z3YbDbunQe7DGKf076uKApP5s+fPx9VVVVdCywAFBcXY8SIEX5VU7DBc9Geilsop02bhhs3bnT5LK6qquJHtbXFUxadJm3EjS3nEhMT8cYbb3RtLPn8+fNYvHgxiO5UDIizWAz9UYCH1joTTNIffvjhsAma19XV4fTp08jKylI9UzA5ZfEz/raJSpKEoUOHYt++fV0TT75x4wb+/Oc/Izk5WbU5iUjtKeq1P/5UVJ8+fZCXlxdW3UedTicKCwsRHx+vqpqgIIEVWQSYTZKZM2d2/nM3NjZi//79vOlHKKsMxUMXcnNzwzLkBgALFy5U3a9Yociex263B2WO2NqdbQVdvXp152qqhoYGTJkypdlsa40DASsWbRM1uf/Hjx8Py4oDh8OBo0eP8oZiUVFRXI3abDaVag7GFjO/gsXE09LS8Pnnn3cOuB6Ph2/LEG8mEOutF6LbtnndunVhYVdbIqDp9My4uDhVobj2lC29aUntODKBmTZtGk6dOtWxY1FdXY2DBw+id+/eXO2EqhiNbttji8WC6dOnR8QJj1VVVVi4cKFfW8meSa9GE88kYD9jYmKgKAqWLl3acdE2t9uNkydPYsKECc3cdD03HghYVmeUmZkZMSdRud1unD59Gg8//DCPAYtbQ8RTp/WwWLguvn7vvffinXfe6ZgxqaurwwsvvMAlNdiuaHqdp9dffz2ieicBwLZt25Camsonur+SVdIpsWJrQfHnmDFjcPz48dCCW19fj6KiIn7zRE1uuRjTDcSBgDUYDJgyZUpkVRTcppqaGixcuFAVfSMBLD1CkJiYCKI7hziZTCYeB2De8qJFi1BSUhKa8amvr8eNGzcwbNgwbge1u8wD3TTpAPaBBx7o0IqIjiSPx4MTJ05g4MCBqjERQ6J6mKlisbONOPFTU1Pxl7/8pf32FgAqKiqwaNEiVXON1jzalli0G3FxcaqZGBMTg4KCgg6pX+os8ng82L59OweHrUVDVcbKxurBBx/E3r172ycAAPDSSy+hd+/e7QZWXMwTET8Xlogwf/58lJaWRiyojBwOB3Jycvhz+dv13h5mjmpOTg4uXryI2tra4McMaDpSOz09XTVj2goskTqOzLZRpKen4/Dhw+GXZG4DeTwelJWVqeqoO6KXcnR0NJYsWQKHwxH8mJWWlmLq1Km8Xqm9wIpViWxTltVqxfr16yPSrrZEALBmzRrIstzi8qUtLJ4NT9R05t7HH38c3NjV1NQgLy+P9xykEEisqIaZUzF16lRdG5Qjja5evYqf/vSnIKKQnSPP1vnsb6vVisceewzl5eX6EvMAUFhYyCvhSbAVoQCW2Z/hw4d326M7nU4nSkpK0Ldv35D2UmZjaDKZeBOTxYsXB+7j6PP5UFxcjLFjx6ouyNzv9gDLZpvNZkN0dDQ2btzYLUFlVFtbi8LCQlit1pD1VGYOKFsvs6TDe++91/qK4tatW1i6dCmImhwdsWFGKGysJDVtJJ48eXLXl390AlVXV+MHP/hBSIAVpZU0Kn7EiBEoKSnx70zV1dVh8+bNSEtLA5Ha4Idi7wq7oczMzM5LRXUxud1uHDx4kHemEdNyRMF5zKJg+eOpU6c2Lx/y+Xz4z3/+g1GjRvEbYF8utpNrjf19mfh/oqaO3Pn5+e3aoBxp5HA4sGHDBg6Q0WjkABuNRu5IBhpfCgB8cnIyCgoK1HH22tpazJkzR2VT6baUhcqrI2ramtHtW+P4ocrKSjz33HMcoJZ257fGepIo/fr1w5EjR0BEZCQiun79OhUVFZHdbier1UrXr18nIiKTyURer5dsNhvp0ZwAOEuSRLIskyzLJEkSZWVlUW5uLiUkJIR42MKfevXqRbNmzaI9e/bQmTNnCACZzWbyeDzk9XrJbDaTLLd+4qvX6231/xaLhc6fP0+ffPIJEd0GVpZlysvLo7i4OLpy5QoZjUZKTk6mmpoaamxspKioqHYDm5ycTGPGjCFJkiS9A9JdSJIkyePx4Pe//z3V19fTpUuXyGw2k9FopIaGBlIUJeA1A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"},{"id":"14f1fc1f-d552-41ed-8514-2a6a4302ff92","height":30.14,"width":24,"perimeter":106.66,"area":180.78,"image":"data:image/png;base64,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"},{"id":"c1a70ae7-f38d-493e-a769-ae3f87ed2cbd","height":30.66,"width":18.92,"perimeter":98.57,"area":399.77,"image":"data:image/png;base64,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"},{"id":"e0fd5503-504e-45ed-8bcf-ecdc5f80791f","height":30.66,"width":18.92,"perimeter":98.37,"area":397.53,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHAAAACzCAYAAABRnJhRAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1de3BU5fl+zm2vuZMEAwSiQSKCUi8NtRZ0RKyO1nZAq1inYvFS69TWPzr9o1On05mOM1Sntj+tZaxKsWqdXqw3BKSKAnIRuUggF0MgBkI2V5Lsfc857++P8H45Z3PbkJOQhX1mdrK72T17zvec9/ve2/e+QAZpDelsn8D5AiIiJ48nSZIEAKqTB81gIIiIPv74Yzz11FM4fvw4srOzEQ6HAQCapkFRlJG+D1mWQUQIh8PQNA0FBQU4deoU5eXlSRkCxxnt7e1Yt24d3n33XXR1dUHTNJimiaysLEQikZSPo6oqEokEAKCoqAjz58/ve39czjoDgcLCQhw7dgytra1QFMUmfaFQCKo6PAWKoiAej8PtdkOWZYTDYTQ2NiIQCADIEDju6O3tRXt7OwDA7XYjHo9D13UhTbquD/t9/n80GoXP54OmaUgkEggGgwAAeRzPPQMAhmEgKysLQB8JrMvEYjFomjbi991ut3gej8chSRJkWRbvZyRwnKHrOmS5T05M04SmaZAkSUjhaWVySMTjcbhcLpimCcMwYBgGiAjRaBRAhsBxhyzLSCQSkGUZpmlCVVWoqopgMAgiQirWRTwehyzLUBQFqqpC13W4XC4AGQLHHV6v1yZprHkqigLTNEckkKfKWCwG0zTFIxaLAcgQOO5IJBJQFAWGYQAAJEkCEYnXIyEWiw06zbL2mlFi0hwZAtMcGQLTHBkC0xwZAtMcGQLTHBkC0xwZAtMcGQLTHBkC0xwZAtMcGQLTHBkC0xwZAtMcGQLTHBkC0xwZAtMcGQLTHBkC0xwZAtMcGQLTHBkC0xwZAtMcGQLTHBkC0xwZAtMcGQLTHBkC0xwZAtMcGQLTHBkC0xwZAtMcGQLTHBkC0xwZAtMcabtHPhKJUGtrK4gI8XgckUgE0WgU8XgcpmmKeipA3z5zWZaRlZUFv98Pj8eDnJwcFBYWpn2xv7QgMBaLUTweR2dnJ5qbm9HS0oLnnnsOdXV16OrqQjweRzQaRTQaRSKRABEJArksh9vtRk5ODtxuN/x+Py666CL885//pNLSUhQXF6OoqAgejweapqUVqZOWwPb2dgoGgzh8+DDWrFmD+vp6QV5nZye6u7vR09Mjqh9xARyGLMuiusNgFSHy8/NRUlKCrKwsTJs2DbNnz8bs2bOxYcMGuvDCCzFz5kx4vd5JT+akIjAej1Nrayuqqqrw5z//GXV1daitrUVNTQ16e3uhqioURRE1UqzlO4C+Eh5cxoOIYJqmKIhjGIaQSlmW0dvbi+7ubsiyjM8++wyapiE/Px+lpaVYsGABrrvuOhw8eJAuvvhieDyeSUvkpCCQiOjIkSNYu3YtPvnkE9TU1OCrr75Ca2urkCJJkkSpKX7PNM3k4wwonBOPx23/52MwTNOELMswDAOBQACBQAC1tbXYvn07iouLcfPNN2PLli1UWVkJn8836Yg8qwTquk4bNmzA6tWrsXXrVuzbtw+BQECUpPJ4PELaJgIsvb29vWhoaMCJEydQX1+PTZs2YenSpdi9ezddfPHFyM/PnzREnhUCDcOgqqoqrF69Ghs2bBCDBfSVltJ1XUjOSMXgnABLIWuthmEgHo8L7TYQCODQoUPYtm0bbr75Zhw4cIBmz54Nv99/1omcUAJjsRg1NTXhL3/5C9577z1UVVWhtbVVVN5zuVyiKNxEw0qipmliDeVqg21tbXj//fexf/9+fP7557j77rsRDAbJ7/eL+tVnAxNG4IkTJ+jtt9/GO++8g40bNyIQCIgyiqyM8F3PmIgpVFEUsW5yITkAgkzre5qm4eTJk3j11VfR0NCA3bt3Y+XKlYhGo3S2FJ1xJzAUClFtbS3+9re/Yd26daipqRHFvpksXu+4eh8rFdFodNynUMMwBFmsKAH9ClJWVpaojgv0zRLxeBzbtm3D7t270djYiLvvvhtERGdDEseVwJ6eHtq8ebPQLjs6OgD0rXNcOxroK4pqLT2squqETqPsuWEzw+oICAaDA8wXVVXF7PHyyy+jra0N4XAYnZ2dVFBQMKEkjhuBwWCQXnnlFaxbtw579uwRNlk8Hkc4HLZNnTx4AMS6M1EYztg3DAN+vx+hUAi6rkNRFFHAVdd1SJIETdPw7rvvIhAIQNd1GIZBiqKcdeXmjEFEFAgEaPXq1VRYWEiSJNkeAEb1kGWZZFm2vadpGimKIl4rimL7jPW3FEUZ8LvJr2VZFu/Jskyapg34zaEeLpeLXC4XAaDZs2fTK6+8QolEQhijuq7TokWLSFEUUlWVAJDb7R7VGFjPl8/rT3/6EwEOSyARUXNzM5577jmsXbvWtnacKXgqZRuN/1phGAZUVbX9L9nYH255sk7X/Jyn8VSqypumCZ/Ph7a2Nvzud79DLBazrYmnJVN4haznONaGLo4RSETU0NCAF198EX/961/R2to6Yk+EVMH2GXtahhpUnt6GO47Vs8PPed1jMkzTtGnDw4GXAl3XEQ6H0d3djT/+8Y+s3VIikRDV6a0KGmBv5nGmcGSEiYgaGxvx/PPP46WXXkJXVxeysrIQCoXGfGwe3OQ7lQef3+c1iiVHlmW4XC6bJms1CQaD1Zc6Gvj9fvT09AAACgoKcPDgQaxevRolJSWYM2cOFEWBJEkDfp9vzLFgzAQSEbW0tODFF1/E2rVr0dnZCZ/Ph1AoJKa8scB6wZIk2aZKIhKKEU9T1u9ZJdXqaUk2G5IHlom0mhXDIRwO27RWAGhsbMRvfvMbrFixAh0dHUJK+fedUtbGTGAkEsHzzz+PNWvWoL29HS6XS5gILD1OgY1u67RjHQQmWNM0MUjxeHzQdXGwqUuSJFFNPlUzhjupsORzcw7TNLFz504QEY4ePWq7Efg6Ui18PhzGRGAoFKJXXnlFrHnZ2dno7e0FAGRnZyMajTpmEiR7RVRVhd/vhyzLKCkpQUlJCXJzc5GXl4fCwkL4fD4QEfx+PxKJhM232dPTg66uLvT29qKmpgbBYBDBYNDWBiB5ih4KfNPwdfKMEI1G4XK5sG/fvpTX0zPBGRPY1dVF+/btw29/+1s0NzcDgM0BHYvFUupMkgqSNUq3243p06dj2rRpWLx4MebMmYPy8nJkZ2fD5/MhNzcXLpdL/L7VPcZt3Do6OtDT04Njx46htrYWn3/+OWpra9HW1mbr7TCSlFjJYSlkKeaGHcmSres6iCil44+EMyLQMAyqq6vDww8/jEAgAFVVhRbHg8RT1GB3sFUTtKr5rJUlP2fNzev14vLLL8dNN92EhQsXoqioCLNmzYLP5xPSyE7okfryzZo1C0BfP6NAIID29nYEAgHs2LED7777Lg4dOiSuwe12267J+jvWGzSZDOv1WWciHpOzNoW2trbi+eefx8mTJ20ndCbrHTdySiQSSCQScLvdMAxDPGcC58+fj+XLl2PJkiWYNm0asrOzRQ8+jmIwRiv1JSUlmDFjBgDgW9/6Fm699VasX78eH3/8MXbu3GnLAOAbi2OWTpAwoUgkErRu3ToqLi4Wng5+sEdjJK8L/5+9Cnl5eeJ/Xq9XeCokSaILL7yQHnroIfrwww8pGAzSaduKhoJpmmQYxpD/Hw6RSER8t7m5mTZv3kw/+clPqKysTFwrnyc/T/Y0jdXzNNR48fNkT8yoQES0b98+WrRoEWmaZnN18eNMCGQXE7uxmMhvfvObtHbtWjpy5IgY5Gg0Kohqa2sT7xuGQYZhkGmaoyJN13XxPJFIUCwWs723b98++sc//kFLly4d4HZzu93pRWA4HKbHH3+cAJDH4znjO9BKIJOnaRplZ2cTAMrKyqL77ruPNm3aZBvcSCQyYMBN0yRd10nX9QGSl4okMmnJxPPxEokERaNR2rVrF61cuVLMDj6fj1RVPesEprwGRqNR2r9/P9544w1+7cgawPE4XgNzc3OxatUqPPjgg6ioqBCamyRJcLlcIt3C5XIJV91gCgul2NqNj2EYhlA0FEURthpfY2VlJfLz86FpGv773/+iq6tLRCTSAs3NzfToo4+KqQOA8MJjEOlKVQKtx8vPz6ef/vSndOzYsQHTGxENkJJwODyoVJmmKR6pSGDya6vk8pQdCoWot7eXOjo66IknnqDs7Oz0mUJDoRDt2rWLpkyZIta65BDOUCSORKCmaSRJEhUUFNBjjz1GTU1NREQUi8WIiCgej4tBNU1zwJTHUx0rL4NNpamQGA6Hxfd46uTXkUhEfFbXdTp58iQ9+eST4twnPYFERLfeeiupqkqyLIs7L5Uft0opKyi81nGszu120y9/+Uuqr6+neDw+qsGfCLAUEvWT2dTURE8//TTl5uaKQWa9gK/NCfJGInBEd7hhGLRx40bU1NQIxy+3FE2R/AHv9fb2CkcxEeEHP/gBfvSjH6G8vByaptnWo8mK6dOn47bbbsP999+P05lptsiHz+c7y2d4GuFwmL7//e/b2Af6Vf9UHmwnWt/jde/mm2+mTz/9VNzhrFUmr0VnE9Z1MhqN2iSyurqaHnnkEVvE3efzOTZ9YixTKBHRnj17aOrUqYI0q72XatqBx+MRn7VONWVlZfTBBx9QLBajWCxGvb29RNSv/icrMWcLpmna7MN4PC7WaCKihoYGuuaaa8jr9Q5YNsabwGHnQSLC22+/jUAgAFmWbYk9dDq6nAqsUQQ67VOUZRl33303Fi5cKFINuN+6NW42GZAcmeBwFbvULrzwQvzsZz+D2+2GqqqIx+PweDwTcm7DjlB9fT3eeustcdIAhBOXn48EviAAtp1CV155JVatWgWfzyfsOgC2ON1k8DPyObhcLpvNx7Yi0BeRWL58OW699VZx8401VSJVDEkgEdHGjRtRXV0NWZZtoSI2rFMZYLJE5ePxODRNQ3FxMR5++GHMnj3bFmbhdD0mczLA6iTg8A/nzgD9s4SqqnjsscdQWVmJvLy8Cbv5hiTQMAxs3bpVDDoRiYxqAClPEYZhQNM0QYrH48GcOXNwzz33iLtVVVWxm9br9QKASKidDOCUDaBf8jjPJZFIiNhjZWUlHnjgARFW41lrPDEkga2trdi1a5eY6yVJgq7rYiMKBz1HAk+hPE3GYjH8/Oc/h8/nE5LJRFmnKF4PJwOsbjvAHs/k55xGsmLFClx11VVCZwAgbk7+PIelnHDDDUogEdEHH3yArq4ufn3GP6Druk1aFy1ahCuuuCKloGs6gG/Q3NxcAH3B3x//+MdCChmcrsE6hDV9YywYUgLfeOMN9PT0OPIjdDp9IB6P44477sBFF100rnkiE43kaPudd96J6dOni/TGZEmjFB3tqWBQAtvb2/Hpp5868gNAv0bm9/uxdOlS4eV36iLOJqLRKHw+n1BqeGZZtmzZAPJ4Ch2M1DPFAAKJiPbu3YtTp07xa9uDT8I6/w8HXsgNw8Btt92GsrIy6Lp+zhDI18fTpcfjgWEYuOeeezBlyhSYpilckFbynNp9NagEbt261bE7xJoItHLlSpGwBEzM9unxhqIoIgOdTQdJkrBgwQLMmzfPdo1WKXUKAwhsbm4W2udISJUA0zQxffp0XHPNNeLknUo5nAywEsIeKq/XixtvvBFer9emrDm5/gGDENjY2IiGhoYRtcRUB5/tutmzZyM7O1skwU4WN9lYQUTIzs5GLBaDoiii3BcAXHvttfB6vXC73YOue05o4bZRJCI6dOgQjhw5IsI6g52wVRUeCXwxd955p7CN2CFwLqyBTAo7Krxer7B3r7rqKixevFisgdbrte5SGgsGiMGRI0cAwLF4nCRJKC4uxsyZMwHYbcpzZQodbFpUVRWqquKyyy6DYRhC2qyuRScwgMD9+/cDgKOGdkVFBebOnStenwuSZ4VVS2coigKXy4XFixeL5Cfr/vtxsQPb29vR0NAAAI6puoZh4NJLL0Vpaal4Lzk8k+4YyqSSZRmXXXaZcILz9Y6bBB4+fFjYf07ZaUSEuXPnim1YVuXlXCJwKOO8oKAAJSUlNgkdFy2UDXh2VjuJiooK/g3btHyurIHDQZIkXH311QO2c4+LJ6a6uhqRSASKojgWkNQ0DeXl5SIsBdgN3nMRVgnTdR033HCDSHJyWvsWBOq6jkAgYDOwnQisulwuTJ061VYmkqvqngtILjQ7GC6//HJBoNP2rziaoij48ssvba6uVL0xg83/vLDzti2v1yvqoXk8HhFfTHdwYNcK62tZllFRUSHif2xScKRirBBHME0TbW1tto2Mqa6Hg9lB/F5paanYX8CBTP69cyEeOBIkSUJWVhYKCwsBwLafwtF4YDweFwFcoC8wmSqGM84rKipESgbQv9fdaYN2skKWZfj9fpSUlIj3eNZy5Pj8pLW1VSgXg00LQ2Gkz82YMcNW4oNxPkgf0L+U5Ofn28wIx8NJR48etSXhjGb6tJ6s9bnL5cKUKVP6fui078/q/ztXFJmRoOu6yPFx0gsDWAhsb2+35X4Co5cS68nx3nfr1JG8Vp4vBJqmiby8PADjqIVyzU5N04R2mMo0aiXMenKKosDr9aKsrMxmxFo9POfDGshplcXFxQBg0z4dU2J0XSegr0UNS5E1LS4VJJPBeZHTpk0TJgOfeCoVBM8VsNZZUFAAYKA3aqyQgb4B3bt3r6gyBIxe1Dljmb9nTfbhXEirtJ4v4KRfnqE8Ho/QL5xIXJaBviTd7u7uc8KwnmywZqJZC9w5GtANhUJoa2sbkNuRgTPg2CBg33nl2BoYi8XQ2dkpDgxkCHQSkiQhNzfX5qJ0NBpBpwvA8Y/xexmMHTyO+fn5yM7OHvD+WCEDsBUjzcBZ8LLk9/uFMe+4J4bVWvaSA+eXpjie4HQKNqtYqUmudHimkIF+sqwL6/lgo00UrBtCnYYM9EUi3G63KKEI9JfASvlAll5D/Bro7/tnTfwZj9yQyQxFUeB2uxEKhURRWKd8ojLQl/aQk5MDwL4vfbR3zWCObfbuWI95vilKVvfhaOoLpAIZ6IuWT5061XbgVKfQobLM+A6z+v44/eB8nJ65u7ZVKBxLrff5fLa8TSB1JSZZmqzkJHcrSfYDnk+KUnd3N3d0cfS4MtBfRNwaNRiLlFjrZjNhI9WXPpdBROjo6EAkErFF4x1bAyVJkjjwav3RVE9uMBiGYfPwDLbN+HwAp4/09PTY9koCDufEWLcJEznTlCIej6O+vh7RaHSAhnq+TJ+sAyR303YKYhStTRdHswkx+XNWSdN1HY2NjeLkeZsV4HxXl8kKq27AY+Oks0QcYf78+eJNjt+N5gStajKfYCgUQmdnJ/x+P4B+lx1/9nxYB9lFGYlEQNTXScZJZ4ltCmUj3sk97M3NzWId4IpNPEVPlkpM4wmv1wtd19He3g4AtoC5E/5nQaDX67VlpVk3JY4FVVVVoqC5FeeD9DF0XUdTU5Ot8J9jvRX5icfjQX5+PoDRG/PDoaamZkBRHyfjYekAj8eD1tZWAM77mAWBsiyjvLzcltTrxCLb1dUl2uNYlZjzJbGXp8menh5RH4cl0YlieDaGLr30UltHLSe2mEmShJaWFvHcmth0PsQgJamvkxt3+LSOgaN2IO+ktcYEnQqBVFdXA+jfEzBeoZXJCEVRUFVVhdbWVqGFs4A4MQ7WKVQqLS0VncCcqnWp6zq+/PJLW8FYaxPg8wHV1dXo7Oy02dqOKzEAsHTpUlxwwQWivpcTP+JyufDZZ5+ho6PD5vg+V6RwsGWGlwa+xu3bt8M0TcRiMbhcLpH97ni9UI/HIzKpnVqjIpEIGhoa0NLSYqs/DThbM+xsgW9yov425skbZL/44guR7c49dgFnTCkbgZqm4bLLLnPcxXXs2DEcPHgQsiyLrORzRYmxVu+1SqPVG8W1d1jzHtdCP5WVlQCcq9SkqioikQh27NgxYFv1uWBKWJcDbkcAQHT9rK6uRjgctvl+R5uuMhxsR5EkSVqwYIEw6J24U9gbv3v3btGy7ly1Ba35RPz8ww8/hKZpIq2eNdFxK/g6c+ZMXHvttQCcGWD2g9bV1WHXrl027fZciEYkm0Z8TZqmobe3F5s3b4bP57PtfgacW/8HEOjz+bBs2TLbyYwVRIRgMIhXX30VsVjsnErfT+5SbU0b2bZtGw4ePGhzJY5LUpMVmqZJixYtshn0Y4G1i9f69esRDAYB9BdGTXcwOclb5+LxOLZv3y5SKax7I7mGqqPxQCtmzJiBioqKAcFIa11oILVCQNFoVPRbCoVC2LJli2jTFo/HhfrNfYgYqdYjPdvgseBz7e3tBRHB5XLh9ddfF+sd5wSZpil6bjjqibG9Kcu4/vrrxWvrrl2g/25LxVfKRJimie7ubrz//vviu9yPSFVVUWDWmjeSDhJqGAYikQi8Xi9isRiys7MRDoexceNGUUt7PDHoCKmqijvuuAPZ2dkD3GrWPfSpzOPJtcE2bNiAvXv3DqibBjhfwWEiYBiGmBL5mrxeL1544QWxXIwnBiVQURSpsrISlZWVtnRADgdZ656N+AOW5lButxstLS144YUXbJLJCb+qqk6qxlejAdt6pmmioaEBO3fuPHsSCPRth7r99tsB9NeMsTqiU3V285RomqbITnv77bfx5ptvCulOzoKzbkWe7GAD3e12i95Sa9asEeGjcf/9of4hSZK0ZMkSzJ49W5yodRfTaGDVRD0eD3p6evDMM8+InFHuXsZwauvVRIC1da4Dt23bNvz73/8WfYLHG8MyUV5ejjvuuGOAQT8aPyZv5req0bIsY+fOnVi3bh06OjpEdQtrNne6eGk4g88wDNTU1OCFF15Ac3MzgIlphDwsgR6PB7fffruoccLTHPv/UhlkTdOEX9Dv94u+Coqi4P/+7/9w7Ngx2/Zuq/RNVBfMsYJNpX/961/48MMPxfXydZ1VhMNh+va3v02qqoomv9yBWk6xCfJwjxtuuIGampqIqL/pMfdqj8fjopu1aZpkmiZZMVFNkiORiPgtwzAoHA6L19y4eceOHVRYWEiSJFFBQQEBsPWVH8tDOtMu1kBfFaeXXnqJ3G63aCUuSRJpmubIyamqSnfddZcYiFOnThGRvfU3wzRNMgyDdF0fQOZEIJFI2LpXh8NhIiKqr6+nJUuWUHFxsbguvtnPOoEA0NbWRosWLbLdVaPpIz/SyWVnZ9PTTz9NoVCI4vE4xeNxIiLx1yp9yS3Bxxu6rlM4HBbnouu6TRpbW1vpkUceGSBxmqY5OkZjIpCI6O9//zvNmjXL1iNdcqDZvaZppGkaFRQU0Jo1aygYDIq7PBgMkmEYFI1GxQDyIFpfjzcGmw34PH7/+9+Tz+ezjYvf77cN9lknEAC6urro8ccftx3YqYb3PDWXl5fTs88+S6FQiIhIEBmPx21Tl2mapOs6GYYx7uRZb5Senh5xHk1NTfTyyy/TzJkzbQPM1+LU+ucYgdFolHbu3EmlpaWOSqDL5SJVVSk3N5cAUEVFBa1Zs4aOHDliG0jDMGwKzUSBpd0qhS0tLbR69WoqLy8nAOLcWfKsRI43gSlb5B6PR1qwYAHuvfdeTJ8+HQAc8VtyndLu7m6oqoovv/wSf/jDH/Dee+/h2LFjCAaDwnZMLhA3EdEKzlTnCHtdXR1efPFFvPbaa6LLWygUsuXEcBfPVFu1TxiIiOrq6mjJkiWO3WWSJIk7TNM08XzGjBn04IMPUl1dndBQWRIZ1ml1vBCNRsk0TUokErRjxw5atWoV5efnD5A01sp5WXFqeeEx4udnPIVaSdy8eTPNmTNHHDT55AFQdnb2mEmVZZm+973v0aZNm8SA8vpIZFcuBrMTk8FmiPVzsVjMdlMwWYlEQmibp06dojfffJO+853vkM/nE8QNtYRYz19VVTHoVq00KyvLEQJHnbkrSZL01Vdf0fLly/HMM8+IZh7J/tFYLCa6dY4F//vf/9DZ2YmdO3fipptuwtVXXw2gPw7H5as4aAxABIm53DEHozkwTaed53Q6AsJuPD5na67nJ598go8++gjr169HdXW1cPWlmtNpvX4uOa3rumOhpjNKvZ4xYwbuu+8+1NbW4j//+Q+AfpcZVyUKh8Nic+NY0Nvbi61bt+LIkSPYs2cPbrjhBlRWVuLiiy8WzTQYHJ6SZXnYsFRyBWEOJDN5sVhMEFdVVYW9e/fixIkT4jqtvZ8oRT1AURThQuTvOXGDnxGBsixLRESPPvoo6uvrUVVVJe5ea9lm9gmOBbxX48SJEzhx4gR27tyJr3/967jllluwePFiFBQUICsrCzk5ObaCQkB/MJlO+27JkiJi3aPIzvPW1laRPbdx40bs3r0b3d3dAPojJtYBT4VAa9s9brvgdrsRi8UcCZmd8eYHSZIkIqJf/epX+PWvf426ujpkZWUhGAxC13X4/X5HApqmadq2JXd1dWHDhg04cOAA3nnnHVxyySWoqKjA1VdfjTlz5ggimTQmKrmiFEtrU1MTTp48icOHD+PAgQP44osvUF9fj/b2dttuWs7h4fOwxkaHA/8uk2gNiKcqvcNhTLtXJEmSQqEQBYNBPPHEE2KaAZzbQp2cBMsDd/z4cRw/fhwbN25ESUkJLrnkEpSVlaGwsBD5+fnIz89HTk6OCGXx96LRKILBIILBIKLRKNrb21FbW4vDhw+js7NzwHmztDB4rU31+mKxGHJychAKhWCappBIvpaxkjjm7Ud+v1+Kx+PU09ODp59+GoFAwLYHwgnk5OQgGo0iFouJyoo8nRER2traEAgEsGXLFqiqiqysLBQUFCA7O3tASkgsFkMwGEQoFEIsFhPkqKoqwmNcH0DTNFs2AmchcPu8VJSZwsJCrFq1Crt27cKWLVtshKmqOnlCZuFwmP74xz9SXl7emO0gqxpufV9RFPL7/Ta1Ovm5oijD2qd8bH64XC5yuVy246iqanvN/lrrMZI/M9T533LLLRSNRunZZ5+1mQKj8WI5akYMBZ/PJ508eZJUVcVTTz2Fo0ePinWQ85vZ7q8AAAUrSURBVF6skffhpg7+X/JnDMMYsK5aP0M0coWp5GMmF2AABm7sGUxKrOuYz+cTwVt+rigKlixZgieffBKapqGsrExMn6xcOVpmxAmUlJRIy5YtwwMPPIDy8nJR4DSRSIiNHQDE9DOaFneTFVY3G9B/gyxYsACPPvooZs2aBUVRpEgkIlx/nN3nRNqI43ucS0pKpLa2NnK5XHjuuefQ1NQk/sfS4Xa7IUnSuDRcnmjQ6UJ2LpcLiqIgEomgrKwMDz30EG677TYoiiIBQDAYtEk/KzRjVfbGZZN6UVGR1NzcTH6/H8888wwaGxuh6zpcLhcikQhisZhje/DPNrxeLyKRiDATSktL8eCDD+Kuu+4S5AEYYJKYpumIAjNuVQamTZsmhcNhKioqwrPPPouPP/4Y0WgUHo8nrdIGR4IkSYLE4uJi/OIXv8A999yD/Px82wVat6A5efOOa5kIn88nERFJkoScnBx8+umn6OjoAHDubO5k5WX+/Pn44Q9/iBUrVmDKlCkD7k5r72Anw2DjXudDkiTJMAz62te+htdffx2vvfYaqqurhaN50thBZ4i8vDzMmzcPDzzwAJYtW4bc3NxBp5bB+lI5UTNnQgq18FrQ3d1NV155JV5++WVs2rRpwtLPxxP33nsvvvvd7+K6666Dy+Uacl2wtqBjnHVX2miRm5srRSIRKisrwxVXXIF33nkH+/bts3lDrN29WNUeSlMbSoJZtVcUZUhN17oGJ3tH2MtjbVTpdrvFsYgI5eXlWLlyJe6//37k5eUNSx5gdy2yPZyq9HGAgM0vayeACS+V5PV6JaAvVXHJkiVYv349tm/fjj179gjPP9C/F4PtR64AwY0mrXsJgX4fJTuLucSlNSKRbPTz96wxQqtx7fV6hduMb7KZM2fiqquuwvXXX48VK1aguLg4JW3Mqrj4/X6x0TMVXYDJk2V5wM7ps1brqqioSIpGo7Rw4UJ89NFH2LhxI/bv349Dhw7h+PHjtoFM7n5tjedZjWN2XDMpybVbOCph7Spj9cR4PB7IsiwcD9FoVAxcUVER5s2bh+XLl+PGG2/E1KlTB2iaw4E7l7Fznq9nJDvQ6/Xaek7wLMD7Ls5qsTKPxyMBQCgUorlz5+Krr77CJ598gg8++AAHDhxAIBCwxRcBe2UkDtzydjSrhsdkJXtJ6PQGGkZOTg7C4TB0XRe/Y61pnZeXh2984xtYsmQJFi5ciAULFiAnJ2fUNlBJSQkqKipQU1MDRVGQSCTg8XhGNKfYYc/Oj0gkghkzZohOO5POGAsEAtTQ0ICqqipUV1fj6NGjqK2txdGjR0XjjKEWfw4bWSVzMFgDuoP5IwsKCrBgwQLMmzcP8+fPx6WXXoq5c+eiqKjojMeLiOitt95CS0sLFEVBd3c3cnJyRlRkeDng7WtEhIKCAixduhQFBQWT15omIurs7MSRI0dw4MAB7N+/Hy0tLejo6MDJkydF7I7jbNZiskA/mZzix+mLVshyX6/7goIClJSUYOrUqZg2bRoqKipwxRVXoLy8HDNnzoQsy5N2nCbtiVkRDAapu7sboVAIXV1dOHbsGGpqanD8+HE0NjYiGAyis7MTnZ2dCAaDYi3kyhhAnxLh9/uRl5eHKVOmID8/H36/H3PnzsXUqVNRWlqKadOm4YILLkBRURGys7PTYmzS4iSTYRgG9fT0oLW1FR0dHYjFYgiFQggGg4hEIrbWBtxWj1Vwj8eDnJwc5OTkwOv1Ii8vD8XFxcjKykrLscggzfH/7YKWydYxBBsAAAAASUVORK5CYII="},{"id":"05227bc0-3ab6-4c09-ad30-baba3188ff37","height":30.14,"width":28.03,"perimeter":115.7,"area":332.96,"image":"data:image/png;base64,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"},{"id":"6a419781-0bc9-4496-97c5-c37d51ccbae7","height":21.9,"width":20.15,"perimeter":113.79,"area":167.81,"image":"data:image/png;base64,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"},{"id":"101681b7-7d15-42c4-a49b-4db639fb256b","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+UKnYuPzwww9jYGBgZJ66rosZM2Z4QBlrkQ2xdevWnVNjLQBs2LDBM7TJpziXW3g403VdHP0aCoWgaZpHDY9YkbvvvltUYDQPH67wGe987ux///vfcwJcAHj99ddFx25oaBA8KfeMez6Dtth3mqbhqquuKo+XALB//34BxliL3AA+2PaSSy45Z4C95ZZbPHzg83fpNASHrWD5WLQ//vGP5fPSNE3ccMMNCAaDQpUWm98qZRxFzZX3+XxibJkxYwZ++ctfTmlwAeDf//73sCc+c6ESYPJvGFQ5Ards2TLIZwGUVaknn3wSuq4jEAh4zi3lhzHopYDVdV38logwa9YsEBGamprwxBNPTElwgaETn1euXDlmYBlI9gf4/X5xivRPf/rT0QFLRJRKpbBy5UrPzVniVFUVDyoFLNFQNgVLunysdUtLCwYHB6dclkVvby/uuOMOoenGAixJWpJx8Pv9aGtrw6FDh0bPNwB45plnBKBsIbMU8kPLkViuHB9lbRiGmKyvXr0asVgM6XR6SoALAH/4wx9Ex68EsMwrWfN9+9vfPn1tB0BILQ/+bADRSekrBaw8ZdI0zVM57omXX345EonEpJfcWCyGnTt3or293aPdxgosSaqYpzz79+8venZsWQQAf/7zn8UYK4Mkj7elVHF9fb3H6JLB5Q6zYsUK5HI5ZLPZSQluJpOB4zj4+Mc/LtoWDofHDCzzXObZXXfdhUwmMzY+xeNx3HzzzQXSJ6vmkQp3CkVRPOD6fD7PkdaKouCiiy7CsWPHJp1nyrZtHD16FOvWrRPtq66urojEylMiwzAwf/58HDhwYOxDFwBs27YNM2bMEIYPGwXlTHfknpavxvmVpV9VVVx33XV49913J421bNs2TNPEZz7zGU8HrpQq5v/x/b71rW9VjjemaeKhhx4CEaG2tlY8kBuSfzC8rusj+pq5Ufyf/PPgP/axj+Evf/lLxVNGKk2WZeHll1/Geeed57EZOHpTTsfn/3FnkDUZnRQG1o6f+MQnMDAwMHY1LBMALFq0SOh7+eHcI7lRPJEerkfKwMqJ6dFoVKie1tZW3H333ejr65tw4ALAu+++i1/96ldoamoqGJ5k3pQCdiTvE/OPZxPbt28f/by1FJmmiddeew0dHR2iEQyerGpUVYVhGGVLLP++sbHRM/7SyQ5z5ZVXYvPmzQBQ+UaNknK5HHK5HF5++WXcfPPNHseN7Drl68yfkYo8v2fng6qqwkfM4K5bt+7MtZ89UtwYrpDsdJCld7giA8tjh9wRgsGgx/DSNA1r167F66+/flbU84kTJwAAiUQC3/nOdwSI3FY5IyIYDI7K7UpSZyiWeK+qKhYtWoT33nvvzE4HbdvG+vXrxdjIc1luRDm5PDKwsioKhUKe8VbXdWFd8veXXXYZHn/8cSQSiTMuwYlEAo7j4M0338RXvvIV0Zk5ZJYf1vT7/QVGUzmzhnwbRQ4U1NXV4U9/+tOZ78y2bSOZTGL16tUFksYNyp/q5Jd844nnuRy1UBQFNTU1HtXMHYAt7TVr1uDRRx/F/v370dfXB8dxKtJ4AEilUnjvvffw2muv4etf/zra29s9QwRJEhWJRBAMBguGH+6Q5YyxrIINw0AoFPLEbe+///7x01Ac2mtqakIoFBKA5BtRw2UKyMCOZGD5fD5hYfL1qqoqz/xX13UsXboU3/zmN/H3v/8dXV1diMfjAmjLssR7mRzHgWVZ4nM8HseBAwfw+OOP49ZbbxXBCmZ4Mcmqq6sr6NRsOJYbJMlvN/OstrYWt9xyC0zTHDWoY8rxBYAdO3bQNddcQ9lslkzT9JzOSDT8gUyKtGrA5/NRNpsln88n1v3ouk7ZbJZUVaVAICDOk5GPDOPTpmQKBAKcXE2NjY00Z84c6ujoEPtsyCdnctm1axfFYjEaHBz0HEpENHT4kby1ES9/kc/wIyKqqqqiVCpFuq6TYRieo0VLLZcB4GkL8+wLX/gC/eY3v+HE8fHNxwaAV199VUiUnCEgW7YsdeWuuZ1MpRyJZFuEfy8PK0Sn0l7Yl7548WJ0d3ef3WkeAOzbt084LvhVNoryreRAIODxSE3mUgpYue08H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uq7nbOxSEciNw2QGg0FSVZUMw6Camhq69dZb6d///ve0Saw4AjOZDB06dIhuu+02amlpEWRkk6IoCum6LspsqdDs5/P/A4EAtbS00J133km9vb15E1kxBBIRZTIZuueee6i2ttZXsZqaGgJG1WYwGBSSqKqqj+BSEmiaJgGj6jMWi/l2yI3FYr7fXXzxxfTee+/lRWLZE8he5ZNPPkmrV68mABQOh0Vl2PaYpkmGYfhUWSAQIMMwZoVAHJUyJhIAGYYh/h+NRknXdYpEIgSM2sctW7bQ0NAQJRKJCRuzrAkkItq3bx99+9vfpmg0StFoVFQmHA771BPboVwEyddLRaBcH8MwfBIoq1juWPz/a6+9dlKVWrYEOo5DbW1ttG7dOqESS1mmIrjQDiDbQ/l9YrEYnXrqqdTd3U3JZHJco/7mN78pKYEliYUSEf3tb3/DypUr8c4770y5oXcxkL0PtaqqvlIo5HeQ7zk8PIyuri6cfvrpOHDgADzP85EYDocLfvZkKDqBREQPP/wwrrjiCiiKIuKTpYbneeMK75Bb7Od7nie2SJbjsueffz527NjhCwGWOipXVAIty6J7770XX//6133bAnNscrZRbAJZ6lzXheu60DRNvFssFkMikcD555+P/fv3CxLr6+uL8uwJ61SsGzmOQ1u2bMFtt90G0zRhGAZc14XnebNCIDempmk+1VnIcTcyWIVmq2NN08Sm5nwswHnnnYd//OMfICJKJpMFP7vkcByHfv7znxMwOqZj1zvbLS9lmcoxKZYXq2mazyuVhyHy+LW1tZX6+vroJz/5SUmdmILR3t5Ov/zlLwmAL54ou+Y8lpvtkk1aMQhUFIU0TfPdQ1EUMk1TvG8oFCJVVemmm26is846yzckKaQUnUDXdemRRx4RPY9fSh5TNTQ0zBpZfC6RYRgUCAQoGAxSOBymcDhcMIGTdULTNIWmMQxDDPYBUGNjY9HeMReBM57QJSJ69tlnccMNN4iJU3YWZL3f29s74T3k42hM00Q6nYZhGLBtW3wn+9AMPoYNAILBIE4++WQsW7YMy5cvx8KFC7F06VI0NTVB0zTYti1m6Nnx6O/vx0cffYQPP/wQ+/btw7vvvosDBw5A13XYtg1d1xEIBMRBG4ZhCNsGAIFAAABgWRY0TUMgEPC9r23bvvr39PTMoHXzx4wIJCLavn07Nm/ejGg0Kg5iKgTpdBqqqsK2beEANTU1YWhoCJlMRhCnKAoWLVqEM844Axs2bMCGDRuwcuVKOI4DXR97Hc/zhKc40Tiwv78fe/bswb59+/DXv/4Vr732Gg4dOgTHcQTpTEYsFoNt20in0wAgOlpZOCnZICK65JJLhGhnT/3kW+RQFt/DNE2fk8CqKxQK0Zlnnkn3338/HTlyhIiIPM8jngx2XZccx6FMJkOWZZFt2+Q4DnmeR0REQ0NDlMlkKBue59HQ0BA5jkNERA8++CC1tLRQIBAQQXb5PbOnvWR1WepSFBtIRHTPPfdQKBQiXdcLCpNlB5Pr6+vF53g8Lr535pln0u9//3vq7OwkIiLHcai/v1+QkE6nxxEjw3VdMSFLRJRKpWhoaIiOJkgJMME9PT1077330qmnnipsqjy5zORxXWfagWedQCKiPXv2UCwWI0VRKBaLFTRMkAmUe7KiKBSJRKi2tpa+9a1viakbGY7jUDqdJtu2x13PZDKUyWTItm0fcZ7nib+xZHqeR+l0WkgySyIRUVtbG33ta18TBMkERqNR30xJWRDoOA5t3LhRvBD/O9NhQrYEssfKHuTzzz8vGnNkZIRc1yXP88ZJzuDgIDmO4ysycSyFU2FwcDDn55dffpmWLVsm6i0Pj+rq6maFvIIJtG2bHnroITJNk3RdFzfLtlkzJZDHkPF4nDZs2EBERMlkUtgyIiLbtmlkZIQ8zyPHcWhgYICSyeSEhDiO41OXstQlk0kaGRkR95YJy2QyQu1y+kdvby9deumlBMA3rivWGK/kBKZSKVqxYoVP2jh3ZKYVypXSsGnTJkomk6Kx2S4NDAz41JsM/o7jOGRZlk9FMmH8r23b4/4mq2HbtsX9sqW9o6ODvvrVrwrpY0mcrWjTjAl0XZfuv/9+4VgwaZqmCcmZLOrBNg3w2xG+xo7QD37wA+rr68vZsHMBz/NEkTvPjTfe6HPecjkz/N7FnAudMYGDg4MiHYIJ5NOVsys8WeiKUyQ0TRMuOv/tm9/8JnV0dBARUSKREFKSSqXmhDwiP4FEo94p29IrrriC6uvrfRJoGAbpui7ekdumWCTOiMBMJkOPPfaYaGzuZRy24opPRSCnU8jk8fHal112mW9YwJ5itvs/28gmkIcrXKerrrrKF//N1djcceeMwCNHjtCaNWtIURSKx+M+13mipNtcRXZ8mDzTNGnt2rVC8jjJlxsv29ucbWQTaFmWcJrY1l5++eU+TSKX7BjxrBNo2zY9+OCDohKcXCQHjCfKGptIjbKaURSF5s2bR++//z4RjWauMXhMln19tiETyKqc62bbtvBuzzjjDOEXmKYp3rXYzs20c2J0XccjjzwCYOwcc2A0iGzbNizL8sUfJwMRoaamBkQEx3FARNi8eTNWrFgBx3HEqczAaB6J53mwLAumaeZ1/1KD3zMcDovgejQaheM42LJli1jd5LouDMMAADGZXYycnIkw4Z2JiF588UXs2rULuq5D0zSEQiHfqcxc4Xxm3AOBgAh6h8NhrFq1CjfddBMAIJVKQdM09Pb2ilQMy7LgOI5ojLmGrusYHByE4zi+GZJAIID169fj2muvRTAYFDMzjGIlVU0bIyMj9JnPfMaXlSwbbHnOD3l6oWwTTNOkf/7zn0Q0NoCW45nZg/O58kRlFSqrctu2ffaQiKirq4vWrFnjc1oKCXLkKtOygQMDA4KoYlWC7cRdd90lHBSOXZY7XNel9957T9h5nmEpph3M2wYSEf3nP/8BMKreipHXaZomHMdBNBrFZZddBtM0Yds2VFU9ZtRkIVBVFc3Nzdi0aRMACFsvZ+eV5Lm5LiaTSTz77LMwDKNoKXm8BPrKK6/EihUr4HkeDMMQuaOVgLq6OnznO99BXV2daDc6OgldKuQkcP/+/XjppZfEw4uV2RwIBHDLLbfAtm3RM+Uk2UrAaaedhnXr1gEAQqFQyR2YcXcnInr99dexd+9eOI7jGz4UAiLC6tWrsWbNGnieJ3Jg+BmVAiLCVVddhUAgINI6ZnUY4TgOXn/9daHWivVwIsKXvvQlAP5MbbaNlQDDMOA4DjZu3IjTTz8dlmUBKG16/Th2PvnkE7zzzjs+x6IYJC5fvhyXXXaZyNbm5CUA5ZkYlAXWUoZhoKmpCVdeeaX4W7H8iFwYx8zhw4fxv//9T6Slc2peobjkkktwwgkngIhE6j1LXjweL/j+cw3btoXWSqVSuOiiixAMBqGqakmdNB+BRETPP/88LMuaURiLJUqWWA6Rbdy4EclkUmy6w0TKOZTljEAgIHJRQ6EQVq1ahZaWFtTW1gIYv/wtu8wU4yTwlVdeERKnHN2mKl8J5J4mL2jJZDKIx+NYvHgxYrEYgDHXupK8T4Zsei6++OKSd1AfgclkEq+99pqQPE5wzQeKovi8VU3TxLWVK1di8eLFgrDZWPA52yAi33vZto1rrrmm5MMkH4Eff/wx0um0j8DpeoiKtPCRpezcc88VqjS7R1aiFDJpZ555Jmpra2eHQM/zaPfu3VAURbi/qqrmrT75e/IiSM/zEI/Hcd5554GIxGpdebqlUsABD8dx4HkedF1HKBTCKaecUtLnCgIVRcGbb74pFnkAo2O06SzO5EG/pmmCnIaGBqxevVqslDUMQ5DMUlpKN3u2Idv2TCaDs846a3YG8v39/Xj77bd9KnO6cTyWWNmQ19bWorm52bdiVr73XC2/LhXY9jPWrFkzOyr00KFDaG9vBxEhGo0CGJ1UnQ6J/D2ZlFAo5BuOsCTKIbRKsIOyv6Aoipj4bWlpKelzBYE9PT1oa2uDoihibZyqqnkPI3h8x4N//v2pp57qC8uxiqmEKSQZcmoJt0MqlcLJJ5+MDRs2ABjrvAB8GqkQEyIIHBkZEYTpui5unG8UgQfnsjsdDoexZMmSilOTE4GJMAxDpKDU1tZi6dKlAPyaplh2Xz16M/rwww+FGmBvcToPke2bPKBvaWmpKCdlMmSbAs4XOumkk3Kaiem2cS4ICTx48GDOCuXr6suqlitr2zaampoqZsJ2OiAiYUqYQNmBK6oEAsDg4KBQn2yfpkOg/D3+fTQaxbx58/JOPawEyJ2Y22HZsmUTSmChEAQeOXJEjN8m2tRmMsiV4c/Nzc2IRCIFV7JcMFFHrampGRf7LboE9vT0+ObqgDFPKR8nhGfZAYicyZNOOgnRaNSXR1rpYCdOzm+V/YNiwydiHK/kh/HAPF81KkusYRhiy49jJbu6lGDC5MNHNE2DYRgT7lhYVBWqaZpv/CdXJp/eo6oq0um0UCOO42DRokXHBXnAmPrUdd0ncZ7nQVVVLFy40EeYvJSgEKgA0N3dPY48GcfLMKBU4JChbAfZMy9UtaoAcODAAfT3949ekGYgZLe3ipmBSZMlFIAv7FbwjHxnZ6cgUA7tVImbPrLJ4Gkm0zR9KYZF9UKHh4cxPDwsbjxbWcXHA5jAmpoaAOO3bi50R2Nh8DgAK0dNZmu75ErAZO2kqirmz58PYKydZV+jYBXKN5Ptnxwaq6TM6dmC7EcoiiKC+rnCaIW0ryAw25hO9LmK6UNRFDQ3N48bUhVDQFRgTFVm3yjb5Z0KPCcYDAZLtmP8sQrZtsnCIEdlUqmUL3eWv1PI0gKfCpUrMd2G523+Af8Y53iR3oninNwG2aeKZn9vpvBFYuSbzyRjjCvEPYpjqcfbdJKsedhh4Zgyt2uxtJMKjKo+Vnv8wOxeNN0XkAPglZQ+OBGy5/qy208OM/L3igEVABobG0Xau0zWTJKOmDhZ8o53L5aI8Mknn/iuFatTqwCwZMkS3yIM8cdpRA04J5R/z70OmLuTW+YC2QtWeDbno48+EqRxexTDP1ABYOHChWKJl3xTflC+BMrf9TwPyWSyYhZvToXsji97oZ7nob293XeuffZvZgoVGE19kNdzZwezpwPZSGcymeOGwInA9rC3t1dMLcmmqVDzogJjW/Rzwi0POF3XzTufhQO1TL6u69i7dy/6+voKqmC5QNZSruv6NnFg5zASicB1XWFa5M4+Uwj6I5FITjU43cUtrP9t20ZPT4+o7PEAOZcoe/rIsqySDKcEgXV1dePm/6YzI8/gGWnP83Do0CEMDg4WucrHJjiDL7u9OM1+ZGTENz4GijyQb2hoGDcPyPo7XwKzXePe3l709PQcN+E02YSwGiUipFIpn0NXzOiUMHDNzc05dfJ0G589LWBUbXR2dh434TSZQFmdplIpseYSKC6BQgIXLlzoGzbIY7d8SJTdZtkeHjhwoGiVPZaRrX3kxN6+vr4JhaIoOTGapimtra1iWwx2d6fzkFyV0jQNH3zwQUEVLBdkz9ywAHieh4MHD/rasJihRcFSY2MjTNPMSVy+vSTX5qbd3d3FqOcxj4myzVKpFDo6Onztku2xFwJx19bWVnGMGx8Dxy5wPj2Gz9mTM7k9z0NHR4dvY4NMJiNSGCtxiCFromQyiUgkgu3bt4tUiuxQm+wzzASCwGg0ijVr1vhOZuYdBqejQrMzuZPJJPbt2yd6Ju/SBGBaHaRcIEteOBzGe++9h7a2tpI9TxCo6zrOOeeccUlNQH5ODA83OKrDGBgYwKuvviqiPMDYOEjX9YrJfJNtn7zxeUdHB9rb20v2XEGgYRjKypUrAfgXquQbPeCZiOy0xGQyiZdffhm6rk/YOSqBQF7AIx/lats2Dh8+XJQTTieCz+Nobm5GNBr19aB8kZ1TI4+Jtm/fDgAiuRXwDzsqAXLCEmsWXdfxxhtv+MaAxca41UmrVq0CMOZgZI8J84W8OLSzsxP79+/3pZnLBFdCpEbTNLFtpq7r4tzf1157raTP9RGoaRo2btwIYEzF8ZrBfJAdA2SptCwLTz/9NDKZjC8OyDsaVVLODHdG0zTR1taGrq6uku7I4SMwFAop5557Lurr6wGMLZWe7oyEDFYtf//73zE0NCSuy1nflSCBruuKdYC2bUNRFPzpT3/ynYRdCoybTVy7di1aW1vFevnpQJ685c+sil955RW8/fbbICIMDw9D13Xouu7LlSxncMaZvBPxU089JZwbOdkpV5kpxhEYDodxwQUXQNM0pFIpAChKAzuOg6eeegqKoiAajaK3txdEhFAoVFIjP5tIpVJC4+zfvx979uwpuXnIOZ9/8cUXj5thLhS2beOll15COp1GKpVCQ0ODIK4SJBAY3VYMGG2vrVu3zoqHPY5ARVGUVatWobW1FaqqIhgMFq0ihw4dwrZt28T/TdPE8PBwxaQd8kTAwMAAtm7dirq6OgClzcrL2XLNzc24+uqrfVsnFwq2dw888ACCwSASiYRIPaiUsSB3xldeeQUHDhzAwMAAgIm3HykZiIja2toIKO4h93xY5LZt23wndVYK+ECvz372s+KoWvn0t0JL3odfKYqiLF++HJ/+9KeL6uKzrbv77rtx8OBB4W5XAvisw23btuHFF18U10u9S8eExsfzPHzuc5+DaZpFaWQ5UrFjxw48+uijvu1Myh26rqOvrw8//OEPRXxXURT09vYWbUuRaaOnp0ccP86HGrIYBwIBUlVVFGWKAyBZfRqGQaZpUjgcpjfeeEOcFc8nQ1uWNe7w47k6DDn7EOSBgQEiGjtHlw+A5L/feuut4oRuYOzUb/l8+ULKtM/QbWhowKWXXgoAwuWPRqNQlNGN0flI1nycEI5GkJSxffPNN4uBPm8YrmmaUDvsBBwLmwXZto2amhpYloVwOCwWsvJE7bZt27B161YkEgmx4zEdDWjPWXY6EdF///tfmj9/PoVCIdEDuEfxiZzA1EewGoZBoVBInGgZj8cJAG3evJlc1xW9O5FIUCqVIsdxaGhoiIjm7iRrWQLlY9FZa/Dpox0dHXTKKaeIttA0zSd5xXIEZ3SOfDqdpm984xsEgOrr60WF5PN0NU2bkkBWs/JvuAPcfffdRETU3t4uGk8+N5cbbLYhk8fHxMpn59q2TbZt01e+8hVhVqLRqOjk8lm6c0YgEdH27duFDQsGg8LuyZWbikC5J8pn8vJ9//znP4uGY3s4PDw8p+frZttA13XJdV1Kp9OCxDvvvNOnUbiNmMRiDsNmRCAweijI3XffLQhj1cCH/eZDYCAQEGMiWZXW1taKa2+//bavcVitOo5zTBDI9SEiGhoaoj/84Q+kqioZhiHaRO6cgUDg2CAQADKZDK1du9Z3Q64097TJiq7r4hhyVVV9R3Q3NzeToigUi8XoueeeEw3EjThXkAnkTjU4OEiWZdGTTz4ptAdLXyQSySmJc6pCGYODg/TrX/9aVJrJ4H/zUaHA2Fn0fEQ32wy+z6JFi+jpp58mojE7yG77XBLIkSPXdenpp5+mxsZGCgaDot51dXWiHfid5PeacwIBIJVK0TnnnEOxWMxHpFxJto+apo1zXLKL7OAAEGOopqYmevDBB4X9k+1gKpXyjR1ZUnPBcRyfBDuOQ5ZljVPJ/H/ZWZJ/y9eHhoborrvuEmqf2yCfDpxvBy8pgZZlUVdXl69nhcNhn96XB/fTIZDVcSQSEZ9vvPFG6unpISISEsCNKw8tHMch13UplUrRyMgIZTIZ8jyPXNcVnmK2KrZt29cZuKMMDQ2Ja5lMRjx3z549dN1114m6x+Nx0QaxWKw8CARGVenDDz8sCJBvzGTMhEDTNIWToygKLViwgFRVpYsuuoj6+/sFibL0MUmDg4MTSqFMMhOSSqUonU77JDF7rCnf89VXX6V169aJjsVjYnkoVDYEAkB/fz+tX7+eIpGIsGcyGblCa1MRiKPSLIei5Ht/97vfpe7ubiIi3zist7dXEOo4jpA4x3GEZE7mCFmWJTqI53nU398vpK6trY2++MUvEjAWStR1XahQ+XpZETgyMkI7d+6kBQsWUCAQEMOJyeKi+RDIJRgMUjQapUAg4Ito1NTU0O23304fffSRLz4qf06n0zljqbIdtSxLqFpZQlm633rrLfrCF75A8XicIpEIBQIB0VnlunOjRiKR8iIQGHVonn/+eXFzdmZyqc18CNR1nUKhkM+rlb8bCAREb1+yZAndcccd9NZbb9Enn3wiiJPB6jKTyQj1mQue59Hw8DCl02l688036ZZbbqEFCxbkrHMsFhNEKopC4XBYfK/sCAQAIqL7779fSAoTmIuoqQgE/OOlcDgsCGNvT9d1CgaDFAwGxbXVq1fTHXfcQTt37qSuri4hRaxKZQnL9ki7urrohRdeoPvuu4+WL18unh2NRikcDotwmKKMjlHlWYVQKDStWHCpCCxorl9RFMVxHBocHMRPf/rTgiZ/+QhvBs8dKlKGNx/OxbknALBz507s2rULd955J8LhMBoaGtDa2ooTTzwRjY2NcF0XQ0NDaGxsxODgIDo7O9He3o6+vj5YloXh4WGx3I1PF+XtpwGId+KcVp4f5Yy9iTZxLRtwj7755pt9ag5HezJ/ZinN5Z0Wc7A7V0X2RuUIzaZNm+iFF16gVatWCc8VGItiTefdi65CGUziddddJ7xInlIB4COVX5Kdk3zVR7kUdmoA0OLFi4loNPhQKgKLks+nKKM5Fw8//DCuueYahEIhsSdYIBAYp17o6CSwpmkVk1IIAPPnz4fneRgZGcGiRYvw6quvoru7e+5SKqYLlsQf//jH43oPqxa5x+m67gtHlXNhTWIYBtXU1NCjjz5KdLTndnd3H9sqVAarjM2bNwuvklWKrFb5pSvB/gFjZiIUCtF9991HfX19ooGTyWT5EAiMDvQzmQw98cQTPlebK8Fjxkqyf9xZH3jgARocHPQ1bnt7e3kRyHBdl7Zt20YNDQ1UW1vrq7RhGBVFIADasmULJRKJcQ07PDxcngQCABHR7t27acWKFb4YoqxKK0GN/uxnPyPP83I2ak9PT/kSCIySaNs23XfffTRv3jwCRm2FnIbAajVXHqWck8qO0HQiGPzbib6f3Yiqqvrqx7+TE5V4YvpTn/oUtbW1USaTmbBBE4kEnXPOOb6c2omePdU7qKpKS5cu5aUPswsOFF944YWiUvF4PGfsNBAIiHAWX8v1venaUv4NdxQuoVDIF9uUi2EYvmA21+nLX/4ydXV1UW9v76SNmUgk6MQTTxTP5+C3aZp5z2YAo7HYWCxGS5YsoV27ds0+gcAoiZ7n0eOPPy5yKblnmaY5Yf4Ix1rl4PF0eq/cEBx/zRW3NU2TDMPwRY7k1A9OBfn+978vsuemeudEIkFr166lcDjsSwTj++WqR3YJh8Pi8+LFi6mzs3NuCGSwWn388cfptNNOEy/CxPBnwzB8lYdESD6TxpCImYxwOROAv5+daaYoCl1++eW0Y8cOMYuRz7uOjIzQsmXLfBKda0g1lQRGIhFqaGiglStX0oEDB+aWQAYRUXd3N/3ud7+jCy64QLyMnN3FKjUQCIwjQo49Tlayic5WpfJ3ZYkDRmO65513Hv3rX/+i/v7+nJ7mZLAsizZs2CCGVKySpzObL0vp0qVL6d133z02CGTwHN5f/vIXOvvsswkYNfAykcUo7D5eeWgAAAFnSURBVDDlktpgMOiTdl3X6fOf/zw99thjYr5xJu/mui5df/31tGzZMqFC2f7xDD930IlKQ0MDAaOT2j/60Y9EXY65xXmWZZFpmuju7sZzzz2HJ554Atu3bxdr63lNIW8UxFt85bPAhn8nb0prGAZM0xTbggHAWWedheuvvx6XXHIJFixYAF3XRbx3JvA8jxRFQTKZFPU1DEMsueONj6ZCIBCAZVli1bRhGMf26koiosHBQXR0dGDHjh3Yt28f3nnnHXzwwQc4cuQIhoeHkclkZjwfF4lEUF9fj5qaGpxyyik499xzcfbZZ2Px4sWora2FaZrHdPsAx6AETgTXdYml5/Dhw9i9ezd27tyJvXv3oqenB4cOHUIikUB/f7+QpOwtpBsbG7Fw4ULMnz8fCxcuxMknn4xVq1ZhyZIlaGpqAoCCJG0uUFaVzYbjOCRvwiDviiQff8CHksjbmbDkBoPBsm6DKsoc/weaDwiBjTWDyQAAAABJRU5ErkJggg=="},{"id":"af5e775e-cb9d-421a-ae3f-2e1d6cf876b4","height":30.66,"width":18.92,"perimeter":98.57,"area":397.84,"image":"data:image/png;base64,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"},{"id":"0c176b76-2a50-47a3-87c7-fd0bb56deb73","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":181.18,"nested_area":82.0,"occupied_area":39.33,"avg_char_height":27.968095238095234,"widthOfSign":"164","otherDimensionOfSign":264.22,"width_of_smaller_line":20},"timestamp":"2026-04-14 11:37:16"} 
[2026-04-14 11:37:17] 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":1452,"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":181.18,"nested_area":82,"occupied_area":39.33,"avg_char_height":"Greater than 24 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\"},{\"id\":\"fcd6b827-ee6e-4078-9bf6-b557db0a6775\",\"height\":30.66,\"width\":18.92,\"perimeter\":98.62,\"area\":397.39,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"e04b95b5-3ca8-49c6-b7f1-bd36e148984f\",\"height\":30.14,\"width\":28.03,\"perimeter\":115.7,\"area\":332.86,\"image\":\"data:image\\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKQAAACwCAYAAACB8sXMAAAABmJLR0QA\\/wD\\/AP+gvaeTAAAgAElEQVR4nO1da3BU5fn\\/ndue3c0FAgRCBCNXucQrIiLgFTUgUEARqFZ7cTqd6bQz7ZfO2C+damf6pbb6odP\\/OFY7KnK\\/xUIEAhQIJqhUSyAgIAQQkpBINsluds\\/t+X9I3pdzkkDOZk\\/IJjm\\/mXeSTfa8ey7PPvcL4MNHGkHo6xNINxARNTU1ITs7G4ZhQJKklPZLJBJQVRWCIKCxsRFDhw6FIAj+fb8B5L4+gXSBpml08uRJ\\/OUvf0F1dTVycnKQSCRSJkhZlkFEkCQJjY2N+OEPfwgiIp8ou4ZPkO1QFAX\\/+Mc\\/sH79emiahtbWVoRCIei6ntK+gUAALS0tEEURgiAgIyMDM2fO9OisfQxImKZJx48fp9zcXAJAmZmZBIAAkCAIKS1Jkvg+AGjGjBl0+vRp6tMLTmP4HBKAKIr46KOPcPXqVaiqipaWFqiqikQi4cnejDtKkoSvv\\/4au3fv9sW2jxujurqapk2bRrIsUyAQIAAUCARIVVXOKb1YbL\\/nn3+edF33uaSPztA0jYqLiwkAF6+hUMgzIlQUhRMi+zls2DA6e\\/YsJRIJnyg7QOzrE+hraJqGTZs2IRAIwDRN\\/vdgMOjJ\\/rquQ9M0x\\/7ff\\/893n\\/\\/fQQCAU8+w8cAwn\\/\\/+18qLCx0cEZRFB2GSCorGAzyPSVJ4lxy7ty5dPz4cZ9DdsCg5pCaptGuXbtQWVkJAJ04lhc2B9tDFEUHBz506BB27twJIvKJ0kcbEokEzZkzh+t6jJupqsqNG6+WXS\\/Nzs4mAPTYY4\\/RlStXfIL00RYiPHDgAAUCAQoGg1xMo924YcTpxRJFkQKBADeasrKySJZlyszMpOLiYvK55HUMWpGt6zr++c9\\/QtM0yLIMy7IAAKFQCKZpIh6PQxRTvz1sD03ToKoqAKC5uZn7O\\/ft25dyNMjHAMC5c+do1KhRDnePKIoO3yP7eypLEASSZZnvpygKAeAqwV133eUbNzYMSg7Z2NhIV65cQV1dHXfHBAIBCIKARCKBYDAIWZYdRkhPQURQVRWqqsI0TchyW3DMNE0oioJjx47h5MmT8B3lgxiGYdDChQtdGy52Tsm4HVtM95QkyaEnsv91F+sGQA8++CA1Nzf7BDkYQUS0a9cuGjNmjMOQudGSJIkkSSJBEDpZ3135Ke1\\/c0OQgiDQ0KFDacuWLWQYxqAnykEpsjds2IBLly65ei8ROUS33QDpyuhhuY+iKHJD6WZgibsbN25EJBJxdU4+BhDi8ThNmjSJRFF0zSG7+pssy5wDMi5q\\/7892tOdyFYUhe644w46cOAARaPRQc0lBxWH1DSN9u7di\\/PnzyMQCLjiYCxjnBkjABxxaeZCFASBc0zLslztzY6zLAuXLl1CSUnJoI9vDyqClGUZa9asgWEYrn1\\/jLAYYQqCAF3XQUTIz8\\/nPkzDMEBEEASBE6kbP2ZmZiZM04RpmtizZw8Mw+jh1Q0MDCqCPHPmDPbv3w9BEFy7dBhxsfcLggDDMJCdnY3FixcjNzeXczWmPzK4iYUzglcUBZWVldi5cydM0xy0YnvQEGQsFqOKigp89913rsUpcJ0zduSUY8eOxbJlyzBy5EiEw2HH+xkhuvmcaDQKWZYhCAJisRjee++9pM5voGHQEGRzczM2bNgAIuJlBW70NXtoMRgMclH\\/5JNP4r777sOKFStw7do1ZGRkAAAX3UAbcRLRTZeqqjAMgxNheXk5vvnmm166C+mPQUGQ0WiUKioqcPjwYQDgLhlN07o9lumBgiBA0zQoioJwOIwZM2ZgxIgRmDdvHoYNG4ZYLAYAPF7N6mi6QyKRcMTSGxsbsW3bNsRisUErtgc8NE2jl19+mdCeWsbcNnARpWHuHfY6FArRbbfdRidPniQiokgkQk888QT\\/P8sSSiYOHg6HHcfcc889dPLkyUFJkIOCQyYSCZSUlCAcDnOL1m2JgmEYnEuKogjDMJCfn4\\/bb7+di9xnn33WkdXDVAK3YNyRcdXjx49j7969g9K4GfAEaVkWlZaWoq6uDoqicLeKG3HNwHTNQCAAXdcxZcoUnqYmCALmz5\\/PjR1m1LD\\/dQdZlhGPxwGAu41M00RxcfGgNm4GLAzDoKVLlzrSylg82q3YZscy0f3mm28SEZFlWUREdO3aNcrLy3PsjfYITHd7sz0DgQCP3MiyTMOGDaOqqioabFxywHPIY8eO4cCBA5yDiaLIoy5uxSprGGBZFnJzczFjxgwHBwwEAnjyyScBOGPdbpzcjAva9yMifP\\/99\\/jggw\\/85N2BBCKit99+m3MhtxwRXXCwjIwMEkWRZsyYQVeuXCHDMIhB0zRat24dr5uRZdl1kwFBEBznpygKf33HHXf4aWkDCVeuXKGZM2dyK9ZeJ5MscTIC+\\/Wvf02tra2k6zpZlkWJRIKIiC5dukTTpk3jHS\\/ciGs364MPPhhUNTcDVmRblkVHjhxBTU0N9xHajQS34ppZ40xsL1q0CMFgkFvEgUAAhmFg1KhRmDNnDgzDQCKR4BnhqWLjxo2IRqMp7+Ojj5FIJOgXv\\/jFDY0MtyLVfrwoihSPx8myLDJNk4vsWCxGRESbNm3q5MN08xk3W0OGDKH169eT7yjv56iqqqKpU6c6iMNOkMmI1IyMDJIkiSZMmEBERPF4nIiITNMky7LIsizSdZ3Onz9PBQUFFAwGPel6AbQ5yxcsWDBoxPaAFNmWZVFxcTHOnDnjcFIzq9dtNjcDEUGWZSxevJiHD4HruYyCIEAQBOTl5eGFF16Apmkpd961f\\/aRI0dQW1vryX4++gDxeJweeughbsV25FYs0xsuOBQTu1lZWXTw4EHSdZ2LavY7s7h1XaejR492Ke57ulg2+p\\/\\/\\/OdBwyUHFIiISktLKTMz84blB+x3NyUMTLQXFhZSc3MzF9NExC3s1tZWTpDxeJzuvvtu1\\/t3t9gXYvr06RSPxwc8QQ44kR2Px\\/HJJ5+gpaXFkbktCAJkWXaIUjdi1bIsyLKM6dOnIzMzE5ZlcYubHR8MBnnNtSiKKCoqcmTwpALDMKCqKi5cuICjR48O+Pj2gCPIK1euoLi42EEQlmWBiGAYhiOG3V0UhHUsU1UVTzzxBCzLgiiK3BXEssh1XYckSdB1HbIsY9WqVRAEAaFQCIqiOPIu7Qm8brurqaqK5uZmbNu2zZP2LumMAXV1RET79u1DTU1N0rUpXREH47B5eXkoLCzkBhIjZGbcsJ+ME+fl5WHWrFnQNA26rjvORRRFKIqSFGExP2ppaSkqKiowkOu3BxRBAsDOnTvR0tICILn+jsxStoNZ17NmzcL06dP53+31NQz2SsOcnBw888wzXdbt6LrOLXM3Nor9fV988QU2bdo04LnkgAARUVVVFY0bN44bFG4d0yye3JUREgwG6cMPP+xkvDDrmhk4uq5za1vTNDp06BDl5eWRqqpd9ptMJoHXfuzkyZOprq5uwHLIAQMiotdee83h8Hbr2rkRQQqCQMFgkC5evEhERNFo1OEQt0dr7EgkEtTS0kIvvfQST5YIBoOOWHpPYt3smHXr1vkuoHRHfX09TZo0yeFuSYYgO\\/orGYedMmVKJ4JjiRUdOSMRORIu1q1b59gzHA47ch7dnJs9d5Nx1RUrVgxYF9CAUEYMw6Dy8nKcPn3aMajIDew5iHamI4oiJEnCqlWrHLogtVct2o9jERvTNGFZFncHzZw5E\\/n5+fbz5J+RLINjFr8syzhw4ACqqqqSOr6\\/YEAQZEtLC7744gsA16v+APcPveP7mIEjiiJWrlyJWCzGCdY0TUf9DLOY7da3JEkwTROjR4\\/G9OnTMWTIkE6fw2qxuwMrw2XuKsuyUFtbi6NHjw5oa7tf49y5czR+\\/HgSBIGysrK4MQKXupmqqlyEsn7jiqLQggULuEi+kb7YHYqLi7kKYc8wYjmabpZd32S67v333081NTUDjiD7PYdsf+ioq6sDEXGfndvUf1a4xWYRMrGq6zoWLVqU8vndfffdeOihhxzdeQFnc6ruwPyYsixzh391dTW2bt3qjxVJN8TjcZo7d67DmLG3w+tusbIDe622oig0cuRIOnPmDOeOLM2sJ3jjjTe4MWN34SSTfCEIAimK4jhm3rx5A9a46ZcgIiorK6OMjAzHA1YUxbWfz96jkb1WVZV+9rOfUSwWI9M0HQTZE6IsKyujYcOG8c9i5+vG9WNvyN\\/xnLOzs2nv3r00kLhkvxfZa9asQTQa5V3JgOvREDegdquZVSLKsoxEIoFVq1Zxw6OrCI5bGjAMA1OnTsWjjz7aIwubXYe9PyU752g0ivfee8\\/1Xj56Gc3NzVRQUMCdz3ZfotucRyaqZVnm7x8+fDjV1dVxQ4Zxxo7c0g0MwyDDMOijjz7q5FdMJj2to5HG9rntttvo6tWrPofsaxARlZSU4OLFi5AkiWfiMB8hSxtzsQ\\/PBGJGxvPPP4\\/s7GxHo6mOx7gFM14ee+wxjBkzhvs07R3PujuevR9Ap2uqr6\\/Hrl27Boxx028Jsr6+Hp988gmIiPvoOrYwcfPAqT2BAmjzHwYCAfz4xz\\/2pGKQQRAE5OfnY9q0aTBNk7fuc5OPyazyGxFkIpHApk2bcPXqVc\\/O10eSICL67LPPuKHQXVP57hYzMiRJomnTptG1a9eSNlxuBk3TSNd12rNnT9Ld0bq7PkVRKCcnhzZv3kyapvV7LtkvOaRpmti2bZtn9cpsrqFpmliwYAGys7MBuOOwbqAoCkzTxJQpU3DbbbcB8Gb0MdBmwEUiEezevduT\\/Xz0ADU1NTRt2jRXHAQu3T6BQIDy8vLo8OHD3JCxJ030FCzRQtM0IiL66U9\\/6imHZO8pKCigEydO+BzyVoOI6LPPPsPZs2e92g9Am4727LPP4u677+Y9JL0oZaX2+DfTSVesWOEwbrxAOBxGdXU1Nm3aNOBrbtIOREQrVqxIioPcbNmHHjEns5ewVylqmkZNTU306quvuuaSbq6P6aX33nvvgHIB9QvU1dXRkCFDPCVIADR69Ghqbm7mopWIHDXYqRAkUVu2OQtDFhcXu\\/Y\\/dnd99rzKzMxMOnToEFmW1W+Jsl+JbCKiHTt2IBKJJN02+UZghsuSJUu4O8bes9Gr\\/Q3D4MkbDz74ICZOnJjy3gAcFYyJRAKbN29GY2OjJ3v3BfoVQTY1NWH79u08nOeFFcyqAJctWwagzSJmLZbtuZU9BfONZmZmAmjLLho5ciRmzJjhiY6q6zpEUeQZSlu2bMG1a9dS3tdHNyAi2rNnDw0dOtSRCAGXIpnpWUzU2TOC5syZQ5qmUTwed+Q9emFlW5ZFmqaRaZp8v0gkQgcPHiRFUSg7O9vhC2XZR8kslr\\/JxPfrr79ORP0zctOvOOTBgwcd4igZXx57PoybEBEfhjR\\/\\/nzIsgxVVR2lCV5wMEEQeFY54+jhcBj5+fm477770NTUBACOxvdMHXET+mTHsISScDiM4uJivm9\\/Q78hyPr6eu787TjuzQ1YKQAjOPawCwoKsHjx4k7E3RtDMO2ZOwUFBXjmmWcAAFlZWY4uGKzG2w2TUxTFMTkMAI4cOYK9e\\/eiP0Zu+gVBErUlUhw7dgyAuxiw7VhebN9x7BsAzJkzB1OnTuXvpR6kiCVzHvaZiY8\\/\\/jjGjBnjaO9i\\/5K5MarsXzBJknjG\\/Lvvvuupr9OHDUTEp2VJksRrU9z68eyJsB2HrW\\/ZsoW7epiuR+SNy4fBNE2HO4lFb2pra+knP\\/kJ1x3t9eHJtAwUBKFTJnowGKSvvvrK55C9gcuXL6OiogJAG2dh3cfcgOlkdvcI437jxo3DvHnzOk3SYu\\/zKpZ9o\\/S1ESNG4KmnngJwvSFWTz4zFApxLhsOh6FpGu8C19+Mm7QnSCKizZs3o7W1tVOLO7ciifkA2\\/fjRPrCCy9g+PDhvHE960zGxKtXCRAdC7rszakeeughTJkypZPYdqtDsuuzH8v2Li4uxqlTp7y4BB8Mly9fptmzZ3dy9SRT5gp0blSal5dHn3\\/+ORefkUiEi9RUyl47wt6PvGOHC\\/YZq1evdohq5r5xk1Fuvw9MlWEupMzMTNq4cSO1trb2Ky6ZtiAiKikpoaysLO47BJyFT27yBdEFARcVFXlCcKkiHo\\/TkSNHeBlGspMburv+VatWUSQS6TcEmfYi+8CBA7xzhF1Es7IFt7CLtUAggFmzZnl6nj2FqqoYN24c7r\\/\\/fsiyzDvmsv+lirKyMpw+fbrf6JJpTZDnz5\\/Hzp07O+mKlITTmh1r7+k4YcIEFBUVeXuyKWDEiBFYunQp942yc\\/XCqLp48SI+\\/PBD7nj30UMQEb355pt84DpziTAd0q5Tus32YTrWL3\\/5S2ptbfVMT0wFiUSCLMuiyspKmjBhAhfZyfS27O768\\/Pz6dy5cz6HTBUfffQREokEj0ZIksQ5YzKRFNbjm9qlVlFREYLBoOfO755AkiQQEe6880488sgj\\/LrcDph3g7q6OuzduxctLS19f8HdIG0J8tSpU\\/jqq68AwBE9YWKMbNWCN4MkSY5uZXfeeSfuv\\/9+\\/r++Bjs\\/IsKCBQv4uSbja+0OiqLgnXfe8Wy\\/3kRaEmQsFqP2dHxefAVc988xP55bDqdpGvcprly5Erm5uWkzh5pdg2VZmDVrFu666y4A7ptldQdJkqBpGioqKlBZWZn2xk1aEmRjYyO2bdvmSIawR1EYQbpxjLMmoqFQCJIkYfHixZ7WXKcK0zRBRFBVFfn5+Zg7dy4AJJXtczNQu3ciHA7j008\\/RXNzc8p7DioQEW3ZsoX3eezJYgq9KIrckGE9FZubm4mIqKWl5RabL12DGVbxeJw0TaNjx47R0KFDeUy6Y2w72RIN2Bzl06dPT3vjJu04ZFNTE4qLi9Hc3OxJ6I7pYrIs4+mnn+bGQiAQSAujhsXMmS45ZswYPProo\\/x\\/XoDp3RcuXMBHH32U9mI7bUBEVFFRQWPHju0U7ktm2TkkK4S688476ciRI0TUeWhmX8OeYWRZFr399tuOMGeqHNI+mnnq1Klp3eEi7ThkSUkJ6uvr+fzAVMESJ55++mkUFhYCgCMnsa9h71nO+pQ\\/8MADGD9+vCf7s+sH2qTE6dOnsXv37rSt304rgmTz\\/FihvhdgXc2WL1\\/OCdA+e7CvQbakYOb+mTJlCpYuXerJ\\/uzLx9pWW5aFDz74AK2trZ7sP2BBRFReXk6qqnaKxiS77CIb7WIqGo1yg4bIOYWrr2FZFs8KYr0nd+7c6RDXqYhse9ZQMBik2267jSorK30OeTMkEgmsWbMGmqY5OIYXeO655xAOh6GqapfJuH0Nsjn5BUGAruu45557cO+996a8t9DezN\\/uQqqrq0NJSQl0XU87okwbgrx8+TI+\\/vhjXhvCWiunipycHCxcuBBAm\\/9S0zRHD8m+hmEYvI+QPRFk9OjRmD9\\/fsr7M72UDfw0TRO6rqOkpASRSCTl\\/QckiIjeeustXpOcmZmZtHi2H2fPl5w\\/fz5PvmUimlnX6SKyidrOxV7HE4lE6OzZs9yPynyToijy63Oj0nRM2mUrOzub3nnnHSJKLxdQWnDIxsZGlJeX8zR+9tNNRMV+P5mizuqTZVnGU089haysLMcxTLlPBy5pT4uzi9Xs7Gxeuw203aNAIMBVjlAo5Cq8yO4PkzaKokCSJDQ3N2PHjh1pl5bW5wRJ1NZeb9++ffxv7Ea7\\/fKy+hf2cKm9Jub222\\/HkiVL+P\\/Ippv2Rt11T9DxGu05kMFgEEuXLkUoFAJw3U3FZh66AbtOu9eCWfO7d+9GVVVVWjnK+5wgAeCTTz5BTU0Nn1TF7o8bomEFVMwAYlw1Go3isccew5133umYU8j2TgfuCDh9oZZlwTAM6LrOfy5cuBDjxo1DRkYGL3QDwEehdAd7FIgZTMwF1NLSgvXr16dNogmQBgTZ3NyM0tJS\\/poZHG59hdSeksamMNgf0rPPPsu7grFEja7mvvQl7MxJFEUEAgEoigJZlqEoCiZPnoyFCxdy0cq+ePaps24+o+NUClYesXbtWly6dMmry0kZfUqQREQVFRU4c+YMAoEAEokEF7eAe7cPKxm1p6oVFhZi5syZnepw7KM+vKq7TgWs7LYrqWlZFgKBAJ5\\/\\/nn+RWXvY6393OzP7o\\/93rL7cv78eVRUVKSN2O5TgoxEIlizZk2n9sksh8+NUWOveWY3XZIkvPLKK8jNzeXt9gBwQ4aJqHQhSEYkjNObpsndQUDbl+u+++5zzONxq3LYv9Ss9lxRFIeY3rp1KxoaGjy8qp6jzwgyEolQQ0MDduzY4eBsqqpy0eLmS8v0Tvv7VVXF0qVL+YNjRNhRwffK8e4FOjYmYCKbObaXLl3KexMxXdON2tFRBTIMw5FXGgwGsXv3blRXV6M\\/d95NGUREf\\/jDHxyFW\\/beNjcLi3UMDQLOkW0LFy6kaDTaG+5Cz2Ef6slG19kXUVuu5LFjxyg3N5eA5GZtd1cExkbrvfrqq0TU92K7zzT7hoYG3q8nFdj7PQJtiRNPPPEEF0vpxAW7gv387DoiA1NnCgsLMWXKFFy9ehXxeLyT2O0pGAc9fPgwLly4kPJ+\\/RKaptHOnTtpyJAhKXPIQCBAiqLwctnJkyfTiRMniOh6l7H+ADuntHNLIqKmpiYiInr33XcpOzubd3BjUZibre44pF3S\\/N\\/\\/\\/R8R9S2X7BP2IcsyNm\\/e7EksVdM06LqORCIB0zQxd+5cFBQUAEivNLMbgbqwsDu+VlUVmqbh6aefxsSJE3l6nhcc0m4UrlmzBnV1dSnvmQr6hCCvXr2KTz\\/91JO9VFXlkYwhQ4Zg1apV3BplRkA6L2bM2Jd9qq2u6zzJdvjw4Zg9ezYURYGqqp5OoZAkCWVlZSgrK+tTF9AtJ0jTNGnv3r24cOGCJ87pRCLBY9j5+fn8gdn9jem8bgZBuD6UPhwOIxQKoaioCLquQ9M0z8KfzFdpGIZnjKKnuOVGTU1NDdavXw8AnqSBMXGWkZGBiRMn4tq1a9yhbHf1pCvsjQ\\/sYK9VVUUkEkFGRgYkScLQoUORk5ODaDQKXddTLlSzp70pioL9+\\/fj5MmTKe2ZCm45QZ45cwZlZWV8KoEXMWUiQktLC06ePInf\\/va3yMnJQWtrK290n86wX39XxKUoCmKxGAKBAILBIL777jvEYjFHg9NUwPIlmZpz6tQplJaWorW1lUKhUHoE\\/HsLRERvvPGGI0\\/PX32\\/WDMv+8zEvnKS31Id8uLFi9i3b58jfOcjPUDts24kScKVK1ewe\\/fuPjFubhlBmqZJ+\\/fvx+HDh9OiQN\\/HddgTLmRZRm1tLT788MM+YRq3jCBFUcS2bdu4RZzuEZTBAvuEMeC6kVVaWoqvvvrqlnPJW0YV586dQ1lZGc+8sU9G8NG3YF4Ju4Fz+fJlbN++\\/Zafyy0hSCKirVu3oqamxpFYmk5dyAYrGAO0W\\/sswlVSUoLz58\\/f0vO5JQQZiUS47xHwdh61j9TACNGuLzLf7TfffHPLjZteJ0hd1+nKlSv48ssvAYC3UnZbNeejd2EviWAhS\\/ZcWltbcejQobSrTEwJRES\\/+tWvHLXWLEMHt8DH5q\\/UVm5uLh0\\/fvyWZQH1OoesrKzE0aNH0dLS0vaB7SWoLGnAR3qjsbERGzZs6OvT8Aa6rtPrr7\\/Ouyaw3Ds28iKZDhX+6rs1fvx4qq2tvSUcsldBRPTAAw8Q4OzAxVqmJDtGzV+3frG2LWvXriXDMPovURIRnTp1ilRVJVmWeSY42i\\/S5479Y7E497Jly6ihoaHXCbLXdMjW1lZ8\\/PHHSCQSPN+OOV+9bEjqo3fBJjjs27cPX3zxRa+7gHqNIGtra7FhwwZHQbu9fXEikfDDh\\/0EiUQCjY2N2Lp1a68zkl6hiGg0SjU1NaiqquJVgaxKzjAMBIPBtOk+5uPmYOUTsixj\\/\\/79uHbtWq9+Xq8QpCiK+Ne\\/\\/gXLsriT1e4EZ47WG33bOtaWMPeQvamUHwe\\/DkEQOo00dit9uiux0DQNmZmZMAwDp0+fRnFxMRKJRK+J7V5Jpz516hTKy8s92Yu1FpFlmXcvs1fe+als4DO2TdPExYsXAbTdtyFDhqRc2SlJEvchC4KANWvWYNWqVSmf843gOUHG43F66623+ODMVCHLMg9rUfuAypUrV0JVVUSj0UHvXLfnMgqCgF27dmHjxo1IJBKelBnb1SpRFLFnzx58\\/fXXsCyLRFFMf52rpaWF5s6dS0DP\\/YwdGwGwv6uqSlu3bqXGxkafLXYBIqKvv\\/6aCgoKeDlCd6u7JgL297BnkS5tV7oFEdHhw4cpIyOD941BigSJdsIWBIGefPJJnxi7gWmatHLlSt7JAx4QZCAQcPw+dOhQOnLkCMXjcc+fhedGzfr16xGNRh0dzVIFG+C+aNEiDBkyxJM9BzJeeOEFz\\/Rrlv1j3ysSiWDDhg3cgEpbnDx5ksaNG5dyJo+dQzIuOWLECCovL\\/e5ows0NDTQvHnzPBPZbLGoTVZWFt1zzz0Ui8XSl0MSER07dgznzp1zDAFKFSyrfP78+XjggQdS3m8wYOjQoVi8eLFnrjE2QZcZlolEAidOnEBlZWXazkzEt99+S0uXLuWZPSyBorvF9EP2WlEU\\/lqWZa6cFxcX9w9FOk3Q0NBAubm5vP7dzvHsiS5ult04Zc83KyuLVq9enb6TZcvLy2nUqFE9FtHsZ0dxLwgCjRw5kqqqqtLzwtMUmqbR8uXLOXOwqz\\/MWnZrdNo9HfbfJ06c6Plz8URkG4ZBhw4dQm1tLYDr0QK3IoNFZah9dIcdRIRHHnkEU6ZM8eJUBw0URcFzzz3Hf2f9ywEkbezYcxDsx549exY7duxIm4b5HJFIhGbPns2\\/caFQKCnDpqO\\/kn2bFUWhYDBI77\\/\\/vi+ue4ALFy5QYWFhJwOFccqORovbpSgKf76zZ8+mS5cupc+zISLauHEjJx60X3AyTvGuCBLtN+zee++l6urq9LngfgRd1+m11033m4cAAAqMSURBVF7j95T177HnpSIJcW0nYPZ7KBSiv\\/\\/97+mTvGtZFi1atIifuJ0zutVR7Eq2nTgFQaDf\\/OY3PnfsIUzTpNLSUj64Ex2ejxvjxv6ejlKPMZ7Zs2enzzP6+uuvaciQIdz6CgaDnBDt3y43i00EQPvFjho1iv7973+nz8X2Q9TU1NCqVau6vN\\/Jimz2fJhKFQgEKBAIkKqq9OWXX3ryjFIyaoiIysvLEYlEEI1GAVyfqgUg6R6GrIsrAGRlZWHs2LG46667IPiJkz3GqFGj8MwzzzhaQLOJZm5S1ATbjBs20IkZSKy\\/u2EY2LlzZ98bNw0NDfTEE09QVlZWJ5bu1qjp+D573PRvf\\/sbpePU+\\/6Guro6mjRpEtfxJUlynXzhZkmSRLfffrsnkZsec8hYLEZlZWX49ttv0dzcDMDp5nH7ZWGJu+zbytKoRo8ejccffxyKovjcMUWEQiE8+OCDjsRoL\\/uTA0B9fT127dqVMpfsMUEqioLt27c7Jol6IVlN04RlWZgyZQqmT5+e8n4+2soQlixZwifNAs4Rc6mA2oeexmIxrFmzhjOnW45IJEKTJk1yiN6OItuNFccMH3tYS5Zlev31131jxkPU1tbSnDlzHEOpepoe2HGxZzhq1Cjavn37rW8HbZomrV271tGJQlVVh\\/\\/QrQ7JrGp2cxRFoXHjxtHx48d9YvQQRER\\/+tOfHPe6p45xdHh+kiTxZ\\/\\/KK69Qb9bc3PDinnrqqS7dAbIsOxIk3C6WjCGKIi1fvtznjr2AsrIyGjt2rGfGDHA92YKt8ePH08mTJ3v87HqkQ1ZWVuLzzz\\/nr1kMmukTbEqVGzBDiL0\\/KysLS5Ys6clp+egGhYWFWLBgAQDvWmoz1x7TRy9cuIDi4uIeGzdJnxURUWlpKU+CkCTJMa\\/absG5uWhGkGymTH5+PhYuXOj7HnsB2dnZeOqppxxls6lC13XIsoxAIABZlmEYBkpKSjybo9Mtrly5QrNnz05qZvPNFtMhmWL8xz\\/+kVpbW31x3Uuora2l\\/Px8hx7pNmO8q8XsCGYzSJJEWVlZdPTo0R6pXUlxSMYd\\/\\/e\\/\\/3lWL8PEPOOQM2fOxICfINWHGDZsGJYvX+6YvJAKVFXlDSFkWYYk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\"},{\"id\":\"af5e775e-cb9d-421a-ae3f-2e1d6cf876b4\",\"height\":30.66,\"width\":18.92,\"perimeter\":98.57,\"area\":397.84,\"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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":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":181.18,"nested_area":82,"occupied_area":39.33,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":167.76,"other_dimension_of_sign":264.22,"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":1452}},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"24.73857"},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"362.31864"},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"5.70717"},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"40.1839122"},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":34.41375},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":319.10136},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"6.56"},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"313.322"},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":0.0180359255252},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":18.0359255252},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":0.0014324720908333334},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":1.4324720908333333},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":0.013663579943333334},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":13.663579943333334},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"0.028081972013333"},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"28.081972013333"},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"0.01362907238"},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"13.62907238"},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"0.0182487316"},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"18.2487316"},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"0.0014560667733333"},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"1.4560667733333"},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":18.909564065206595},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":61.5},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"62.32"},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"9.0553851381374"},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"23.0827275"},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"481.7974932"},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":1756.9472897912392,"totalDenseWeight_before_formula":170.28515045846342},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1932.6420187703632},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":21,"totalDenseWeight":0},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] local.INFO: Processing standard raceway 6x2 mounting {"data":{"sign_depth":"1","raceway_depth":"2"},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] 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":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] local.INFO: Box added for line 2 in standard raceway 6x2 {"data":{"line":2,"width":167.76,"height":31.5,"length":5,"denseWeight":0},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:17] local.INFO: Box added for line 3 in standard raceway 6x2 {"data":{"line":3,"width":167.76,"height":31.5,"length":5,"denseWeight":0},"timestamp":"2026-04-14 11:37:17"} 
[2026-04-14 11:37:18] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":5,"width":169.76,"height":33.5},"quantity":1,"denseWeight":1},{"size":{"length":5,"width":169.76,"height":33.5},"quantity":1,"denseWeight":1},{"size":{"length":5,"width":169.76,"height":33.5},"quantity":1,"denseWeight":1}],"cheapestShippingCost":2834.25,"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},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":0,"rate":3686.035,"tariffAndDS":3686.035,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":345,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":6826.960875999999,"totalShipmentCostFormula":"(tariffAndDS (3686.035) + overlengthSurcharge (0) + overweightSurcharge (345) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 6826.96","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},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":0,"rate":2053.37,"tariffAndDS":2053.37,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":345,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":4061.8794319999997,"totalShipmentCostFormula":"(tariffAndDS (2053.37) + overlengthSurcharge (0) + overweightSurcharge (345) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 4061.88","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},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":70.125,"rate":1918.6999999999998,"tariffAndDS":1988.8249999999998,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":345,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3121.4909374999997,"totalShipmentCostFormula":"((tariffAndDS (1988.825) + overlengthSurcharge (0) + overweightSurcharge (345) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 3121.4909375","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},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":0,"rate":1823.25,"tariffAndDS":1823.25,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":345,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3672.1481999999996,"totalShipmentCostFormula":"(tariffAndDS (1823.25) + overlengthSurcharge (0) + overweightSurcharge (345) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 3672.15","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},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":0,"rate":2855.49,"tariffAndDS":2855.49,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":4902.305231999999,"totalShipmentCostFormula":"((tariffAndDS (2855.49) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 4902.305232","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","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":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":0,"rate":2834.25,"tariffAndDS":2834.25,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2834.25,"totalShipmentCostFormula":"((tariffAndDS (2834.25) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 2834.25","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":"2026-04-14 11:37:18"} 
[2026-04-14 11:37:18] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 11:37:18"} 
[2026-04-14 11:37:18] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 11:37:18"} 
[2026-04-14 11:37:18] local.INFO: Final API Response {"data":{"sign_width":"164","sign_height":264.22,"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":1940.0,"total_production_cost":3210.0,"totalDenseWeight":0,"totalVolumetricWeight":280.5,"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},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":0,"rate":3686.035,"tariffAndDS":3686.035,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":345,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":6826.960875999999,"totalShipmentCostFormula":"(tariffAndDS (3686.035) + overlengthSurcharge (0) + overweightSurcharge (345) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 6826.96","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},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":0,"rate":2053.37,"tariffAndDS":2053.37,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":345,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":4061.8794319999997,"totalShipmentCostFormula":"(tariffAndDS (2053.37) + overlengthSurcharge (0) + overweightSurcharge (345) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 4061.88","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},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":70.125,"rate":1918.6999999999998,"tariffAndDS":1988.8249999999998,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":345,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3121.4909374999997,"totalShipmentCostFormula":"((tariffAndDS (1988.825) + overlengthSurcharge (0) + overweightSurcharge (345) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 3121.4909375","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},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":0,"rate":1823.25,"tariffAndDS":1823.25,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":345,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3672.1481999999996,"totalShipmentCostFormula":"(tariffAndDS (1823.25) + overlengthSurcharge (0) + overweightSurcharge (345) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 3672.15","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},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":0,"rate":2855.49,"tariffAndDS":2855.49,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":4902.305231999999,"totalShipmentCostFormula":"((tariffAndDS (2855.49) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 4902.305232","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","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":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":0,"rate":2834.25,"tariffAndDS":2834.25,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2834.25,"totalShipmentCostFormula":"((tariffAndDS (2834.25) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 2834.25","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":2840.0,"totalCost":6050.0,"productionResults":[{"material_id":1,"dense_weight_expression":24.73857,"result":"362.31864","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":5.70717,"result":"40.1839122","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":34.41375,"result":319.10136,"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":6.56,"result":"313.322","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":2.835,"result":"14.6265","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":0.0180359255252,"result":18.0359255252,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.0014324720908333334,"result":1.4324720908333333,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.013663579943333334,"result":13.663579943333334,"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":0.028081972013333,"result":"28.081972013333","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":62.32,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":9.0553851381374,"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":23.0827275,"result":"481.7974932","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":187.31366550430977,"result":1932.6420187703632,"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":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":181.18,"nested_area":82,"occupied_area":39.33,"avg_char_height":"Greater than 24 inches","width_of_sign":"164","width_of_smaller_line":167.76,"other_dimension_of_sign":264.22,"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":1452},"TATDays":14,"testDenseWeight":187.31366550430977,"vendorName":"EpicCraftings Pakistan","quotationId":1452},"timestamp":"2026-04-14 11:37:18"} 
[2026-04-14 11:37:18] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-14 11:37:18"} 
[2026-04-14 11:37:19] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-14 11:37:19"} 
[2026-04-14 11:37:19] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":264.22,"sign_width":"164","dimensions":[{"id":"7ee52eca-2489-4cba-b87a-9ca3ecf9dc6c","height":21.73,"width":19.97},{"id":"f9e81439-d484-49f8-8dfc-4212680fcd39","height":22.78,"width":19.97},{"id":"c4b029ff-095c-45bc-bd56-5d3b57236c2f","height":29.61,"width":10.69},{"id":"85575d12-34c4-49d6-b2e6-5e8810587571","height":30.14,"width":24},{"id":"35f21d3e-dd27-46ad-8ee6-af0958865f85","height":30.66,"width":18.92},{"id":"fcd6b827-ee6e-4078-9bf6-b557db0a6775","height":30.66,"width":18.92},{"id":"e04b95b5-3ca8-49c6-b7f1-bd36e148984f","height":30.14,"width":28.03},{"id":"25dc8547-3c16-4e46-8b72-3f06fd1e3127","height":21.73,"width":19.97},{"id":"a93bb177-3f0b-413a-b045-fe3fb721d10c","height":22.78,"width":19.97},{"id":"a2ea306b-2e5d-4dd7-89cf-15c68e363045","height":29.61,"width":10.69},{"id":"14f1fc1f-d552-41ed-8514-2a6a4302ff92","height":30.14,"width":24},{"id":"c1a70ae7-f38d-493e-a769-ae3f87ed2cbd","height":30.66,"width":18.92},{"id":"e0fd5503-504e-45ed-8bcf-ecdc5f80791f","height":30.66,"width":18.92},{"id":"05227bc0-3ab6-4c09-ad30-baba3188ff37","height":30.14,"width":28.03},{"id":"6a419781-0bc9-4496-97c5-c37d51ccbae7","height":21.9,"width":20.15},{"id":"101681b7-7d15-42c4-a49b-4db639fb256b","height":22.78,"width":19.97},{"id":"a43961d1-bfd5-4d04-927b-48b5f4c8ccdb","height":29.61,"width":10.69},{"id":"c1e9a002-c525-4c6c-9e78-9c0732d68ea1","height":30.14,"width":24},{"id":"12c34583-4a2a-4efa-9073-6ffb9b210d54","height":30.66,"width":18.92},{"id":"af5e775e-cb9d-421a-ae3f-2e1d6cf876b4","height":30.66,"width":18.92},{"id":"0c176b76-2a50-47a3-87c7-fd0bb56deb73","height":30.14,"width":28.03}]},"timestamp":"2026-04-14 11:37:19"} 
[2026-04-14 11:37:19] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-14 11:37:19"} 
[2026-04-14 11:37:19] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":264.22,"sign_width":"164","dimensions":[{"id":"7ee52eca-2489-4cba-b87a-9ca3ecf9dc6c","height":21.73,"width":19.97},{"id":"f9e81439-d484-49f8-8dfc-4212680fcd39","height":22.78,"width":19.97},{"id":"c4b029ff-095c-45bc-bd56-5d3b57236c2f","height":29.61,"width":10.69},{"id":"85575d12-34c4-49d6-b2e6-5e8810587571","height":30.14,"width":24},{"id":"35f21d3e-dd27-46ad-8ee6-af0958865f85","height":30.66,"width":18.92},{"id":"fcd6b827-ee6e-4078-9bf6-b557db0a6775","height":30.66,"width":18.92},{"id":"e04b95b5-3ca8-49c6-b7f1-bd36e148984f","height":30.14,"width":28.03},{"id":"25dc8547-3c16-4e46-8b72-3f06fd1e3127","height":21.73,"width":19.97},{"id":"a93bb177-3f0b-413a-b045-fe3fb721d10c","height":22.78,"width":19.97},{"id":"a2ea306b-2e5d-4dd7-89cf-15c68e363045","height":29.61,"width":10.69},{"id":"14f1fc1f-d552-41ed-8514-2a6a4302ff92","height":30.14,"width":24},{"id":"c1a70ae7-f38d-493e-a769-ae3f87ed2cbd","height":30.66,"width":18.92},{"id":"e0fd5503-504e-45ed-8bcf-ecdc5f80791f","height":30.66,"width":18.92},{"id":"05227bc0-3ab6-4c09-ad30-baba3188ff37","height":30.14,"width":28.03},{"id":"6a419781-0bc9-4496-97c5-c37d51ccbae7","height":21.9,"width":20.15},{"id":"101681b7-7d15-42c4-a49b-4db639fb256b","height":22.78,"width":19.97},{"id":"a43961d1-bfd5-4d04-927b-48b5f4c8ccdb","height":29.61,"width":10.69},{"id":"c1e9a002-c525-4c6c-9e78-9c0732d68ea1","height":30.14,"width":24},{"id":"12c34583-4a2a-4efa-9073-6ffb9b210d54","height":30.66,"width":18.92},{"id":"af5e775e-cb9d-421a-ae3f-2e1d6cf876b4","height":30.66,"width":18.92},{"id":"0c176b76-2a50-47a3-87c7-fd0bb56deb73","height":30.14,"width":28.03}]}},"timestamp":"2026-04-14 11:37:19"} 
[2026-04-14 11:37:19] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:37:19"} 
[2026-04-14 11:37:19] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-14 11:37:19"} 
[2026-04-14 11:37:19] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-04-14 11:37:19"} 
[2026-04-14 11:37:19] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":264.22,"sign_width":"164","shipping_weight":280.5,"shape":"rectangular","dimensions":[{"id":"7ee52eca-2489-4cba-b87a-9ca3ecf9dc6c","height":21.73,"width":19.97},{"id":"f9e81439-d484-49f8-8dfc-4212680fcd39","height":22.78,"width":19.97},{"id":"c4b029ff-095c-45bc-bd56-5d3b57236c2f","height":29.61,"width":10.69},{"id":"85575d12-34c4-49d6-b2e6-5e8810587571","height":30.14,"width":24},{"id":"35f21d3e-dd27-46ad-8ee6-af0958865f85","height":30.66,"width":18.92},{"id":"fcd6b827-ee6e-4078-9bf6-b557db0a6775","height":30.66,"width":18.92},{"id":"e04b95b5-3ca8-49c6-b7f1-bd36e148984f","height":30.14,"width":28.03},{"id":"25dc8547-3c16-4e46-8b72-3f06fd1e3127","height":21.73,"width":19.97},{"id":"a93bb177-3f0b-413a-b045-fe3fb721d10c","height":22.78,"width":19.97},{"id":"a2ea306b-2e5d-4dd7-89cf-15c68e363045","height":29.61,"width":10.69},{"id":"14f1fc1f-d552-41ed-8514-2a6a4302ff92","height":30.14,"width":24},{"id":"c1a70ae7-f38d-493e-a769-ae3f87ed2cbd","height":30.66,"width":18.92},{"id":"e0fd5503-504e-45ed-8bcf-ecdc5f80791f","height":30.66,"width":18.92},{"id":"05227bc0-3ab6-4c09-ad30-baba3188ff37","height":30.14,"width":28.03},{"id":"6a419781-0bc9-4496-97c5-c37d51ccbae7","height":21.9,"width":20.15},{"id":"101681b7-7d15-42c4-a49b-4db639fb256b","height":22.78,"width":19.97},{"id":"a43961d1-bfd5-4d04-927b-48b5f4c8ccdb","height":29.61,"width":10.69},{"id":"c1e9a002-c525-4c6c-9e78-9c0732d68ea1","height":30.14,"width":24},{"id":"12c34583-4a2a-4efa-9073-6ffb9b210d54","height":30.66,"width":18.92},{"id":"af5e775e-cb9d-421a-ae3f-2e1d6cf876b4","height":30.66,"width":18.92},{"id":"0c176b76-2a50-47a3-87c7-fd0bb56deb73","height":30.14,"width":28.03}]}},"timestamp":"2026-04-14 11:37:19"} 
[2026-04-14 11:37:19] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-14 11:37:19"} 
[2026-04-14 11:37:19] local.INFO: Input Parameters {"data":{"dimensions_count":21,"shape":"rectangular"},"timestamp":"2026-04-14 11:37:19"} 
[2026-04-14 11:37:19] 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":"2026-04-14 11:37:19"} 
[2026-04-14 11:37:19] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-14 11:37:19"} 
[2026-04-14 11:37:19] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-04-14 11:37:19"} 
[2026-04-14 11:37:42] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"315.77","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\\php1AA3.tmp"}},"file_present":true},"timestamp":"2026-04-14 11:37:42"} 
[2026-04-14 11:37:42] local.INFO: Validation Passed {"data":{"sign_width_or_height":"315.77","user_input_dimension":"width"},"timestamp":"2026-04-14 11:37:42"} 
[2026-04-14 11:37:47] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":21},"timestamp":"2026-04-14 11:37:47"} 
[2026-04-14 11:37:47] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":21},"timestamp":"2026-04-14 11:37:47"} 
[2026-04-14 11:37:47] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":21},"timestamp":"2026-04-14 11:37:47"} 
[2026-04-14 11:37:47] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":21},"timestamp":"2026-04-14 11:37:47"} 
[2026-04-14 11:37:47] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"315.77"},"timestamp":"2026-04-14 11:37:47"} 
[2026-04-14 11:37:47] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"315.77","file_size":72092},"timestamp":"2026-04-14 11:37:47"} 
[2026-04-14 11:37:47] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":21,"objects":[{"index":0,"position":{"x":1287,"y":616,"width":114,"height":124},"scaled_width":19.98,"scaled_height":21.73,"actual_filled_area":168.01,"bounding_box_area":434,"exact_perimeter":112.91,"approximate_perimeter":107.53,"convex_hull_perimeter":81.67,"perimeter_pixels":644.3645737753179,"original_contour_points":271,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1656,"perimeter_to_area_ratio":0.672},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":1160,"y":613,"width":114,"height":130},"scaled_width":19.98,"scaled_height":22.78,"actual_filled_area":282.35,"bounding_box_area":455,"exact_perimeter":108.43,"approximate_perimeter":99.83,"convex_hull_perimeter":69.01,"perimeter_pixels":618.7594513539347,"original_contour_points":217,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.3018,"perimeter_to_area_ratio":0.384},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":1408,"y":574,"width":61,"height":169},"scaled_width":10.69,"scaled_height":29.61,"actual_filled_area":127.11,"bounding_box_area":316,"exact_perimeter":83.35,"approximate_perimeter":79.34,"convex_hull_perimeter":68.47,"perimeter_pixels":475.63961030678956,"original_contour_points":75,"approximation_points":14,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2299,"perimeter_to_area_ratio":0.6557},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEEAAACtCAYAAADvcRK8AAAABmJLR0QA/wD/AP+gvaeTAAAOkUlEQVR4nO2dy29bRRvGf+fq2E7qpEnDpU2UUgrqohWwAAESandI7CoWsGDDhg/xb8CCHe2qiAUUgRBiUVQpSpGgJLRQqlZcSkFUbUKbW3OhaS6Ob+cy36LM9NhxYrc+dlJpHsmy49hzZh6/8847M++ZBzQwNrsCUQghRC6X48cff0QIwTPPPMOOHTuaXke72ReoB9lsVriuy5kzZ/jmm28YHBxk37599PX1teT6m07C6uqquHXrFh9++CE///wzV65cYXJyknQ6ze3btze7es1FEATC930xNDQkXnnlFdHT0yNc1xWGYQhAdHd3i3PnzolW1GVTLMH3fXH69GlOnjzJ+fPnGR0dpVAo4Hme+oxhGAjREg5aS4IQQkxMTHDkyBG+/PJLrl+/TjabJZfLYZomQggMw8AwDPn5ltSrJSSUSiUxNzfHV199xdDQECMjI4yNjQGQTCZxXZdSqQSgyBBCEIZhK6rXfBKWl5fFyMgIJ06cYGRkhD///BMAx3HwPI98Po9lWZimSRiGqhuEYfjgkxCGobh06RJHjx7lu+++Y3h4GMdxsCyLIAjwPA/HcRBC4Pu+eg2t6wYSsZMghBDLy8t88cUXfPrpp1y8eJFsNqtM3LZtTNNURABkMhlyuZz6DNzpFqZpxl29qoiNBNn477//nhMnTnDq1CmmpqbwPA/P88osAKCtrQ0hBMVikaWlJdVg2QUeOBKEEGJ0dJTjx48zODjI2NgY+XyeIAjwfR/DMAiCoOw7hUKhsoyy10EQrPlOsxALCfPz87z77rucPXuW0dHRNX261X38XhELCZOTk5w6dYqZmRn1nmma2LaN53nKB2xVxNLp5ubmyGazACQSCWzbJgxDfN9Xpr2VEQsJ+Xwe3/cBVOPhTujbSgd3v4ildmEY4rquarBstBwOZRi8VRHX6IBhGCrKk46wWCzGUXzTEYslRON8IUSZJQBYlhXHZZqGWEiQjhBQzlC+3uojA8REwoMOTQKaBECTAGgSAE0CoEkANAmAJgHQJACaBECTAGgSAE0CoEkAYiJBrijLPcX7WVOUaxCpVAq4syrV3t4eR/VqIpblNbmPKJfWomuK97rnUCwWsW2bVCpFPp+Po3o1EYslyNWkRjZUTdPEcRx838e2bQzDaFm6TiwktLW1rfu/eleahRBqnzIIAkzTpKOjI47q1URsPiGaYSJ9QvS9WkgkEgC4rovneeRyuQ3JjROxkCAbAHd/+ehzPUTIhVrXddX3HMeJo3o10TAJQggh9xykX6j0D/X4CJmu43kebW1ttLW1tcwxqtFhbGxMzM3Ncfv2bQzDIJFIqH1E2RA5DMpGWZbFTz/9xNmzZ9dsrUef66rIf7tVxWIRy7KYnZ3l9OnTfPvtt3UVEk3tiWa+ybr39vayfft2ent7SaVSZaZpwJ2cwmPHjvHxxx+TSCQwDEPtGYRhqDZRZL4B3BkWDcMgm82yuLjI+Pj4hpWsRYjcxvM8jyAIaGtr4+GHH6a7u5tEItFw/pLruvT39/PBBx/Q09NTRoKyhF9++YWLFy+uW0i0b8v+ats2QRDEst0mu4NEoVBgfHyc6elpgiCoSUItv2NZFpOTk4yOjq75nyKhs7OTZDKJ7/vqonJnyTTNsp0loGxXKa4NV9kl5LUMw1hDzv3C8zzGx8dZWlpae135IgxDPM9T5g6Ubbc7jqOGPkkU3N1+jyPdTpIvy5IWF93kXQ+1ri9zpKqF9IoE27bVkCTzCWWmiSSoGqTzbNQaZBJntDEy30leZyNIv7UeLMsil8tVtSz1zVKpVPYLA2t+lWh6nWVZa7biG4HMY6gcYgGV+rcRoha8Htarp13tA9XGdtu2y/pqGIax7jZHGyGdcKVVbIRaM1chBIlEQgVjUSgSotNg2bjoLy/jBfl+lCQZ6jYC2R2guqOt1d3q8Ukyl7IStqxANJFCBkTR/MPoFLnSSuLw4NFuJ5+jgVmjQ+RGSePKEorF4rrjfWU0Jp+jF250dIhawv2UVcsvWZaliK2EIsFxHJV5DneHPiEElmWp96uFxHHECbKMagTUMwmrp7usF3SVOcboByrzD6VpVnOacYwO1bpD9LlRJywde9X/yRfSL1RGgtUaXY31RomIOsWo74kmfG+EenyGvNWgEmWWEL39Rr7eqJ82Kz/xfqytVl3kFL1aOWuCpWp9XYab0k9U/lJxhMzVrC6aHBrHCNTb20smk1nzftkEqrOzE7gbM1ROqaOmKqfVMsqMO3HTNE1c11W50vUEQxvBcRyefPLJqjecGv8VIC5cuMDc3BwLCwvqS7LBlmWpBsuVYBk8dXR08MMPP3Ds2DF190rUt0QJrNUI2W/lr/7++++zc+dOfN+vGundCxKJBLt27WLPnj1r1hMahhBCDA8Pi3Q6rW7stCxLAAIQpmkKQBiGseFDfk4+9/T0iOHh4ZbcKNHwGqNhGMbq6mrDFZHBTDQ9uFWJ4bHsQDU6b6hWRivzoWNL9W8U0hlLCCEa9gP1IrYE70Yhh19pAZ7ntexWgdh2oBqFHH3k0Lze3L8ZiIWEuG7vkRYlhCCfz7fMEmK9Q3ajTZd6wt7omqJt2y1zjjpTBU0CoEkANAmAJgHQJACaBECTAGgSAE0CoEkANAmAJgHQJACaBECTAGgSAE0CoEkANAmAJgHQJACaBECTAGgSAE0CoEkANAmAJgHQJACaBECTAGgSAE0CoEkANAmAJgHQJACaBECTAGgSAE0CoEkANAmAJgHQJACaBECTAGgSAE0CoEkANAmAJgHQJACaBECTAGgSAE0CoEkANAmAJgHQJACaBCAmEtY7NO5BQWzKoQ8yNAnE3B0eVGypg2U2C7HUfqurBdfCljlsajOhuwMxkTAwMMDu3bvLdCCkBEq957LJLiV1oEzTJJlMxlG9moitO1RqykdP/a8HQghSqRSrq6sYhkEul2N6ejqO6tVEbI5R/pLSGuTxwPUK30SVARzHoVAoVNViaAZiC5akkFUjI8Xq6iqu66rDKRcXF8nlck2PxGIjob29fc3JvfIE8HoiSkle9Kzmy5cvt8QvxEKC4zg88sgjAGsUQOoNqYMgIJVKlR1r+Ouvv8ZRvZqIhYR0Ok1/f/+6Kj31Okc51MruNTk5ycjICGEYNrVLxEJCKpWit7d3XQWveuOIXC5HOp3G9308zyObzfL555+zsrISRzXXRVyyaMb27dvVLx7VkopqRGyEdDpNGIbqzGbbtllZWeHkyZMMDg6ysrLSNGuILd7t7OxUjfV9X3ULefB1Lchjj6PyCo7jMDs7y5EjR/B9n3/++UcMDAxg3MO0NQgCUSgU+P333zlz5gz/+9//yGQy1cWwGkV/f7/qy/erERXVkfB9X0Wd58+fZ2FhgUOHDvHyyy8zNjYm+vv7sW27auFhGIqlpSWuXr3KRx99xLVr15iYmGBoaIhDhw6t+XxsCwELCwuiv7+fXC6nBK1kw+rpDlEFAaksJI8tllqSruvyxBNPcPDgQZ5++mk6Ojro6upiYGCAbDaL53ksLy8zPT3N33//zR9//MGVK1eYnZ1VgdfRo0d58803aW9vV22PzRK2bdtGe3s72WwWwzBwXZdSqVS3OEV0KE0mk+pceKnQIU/2v3z5MteuXWPnzp309PSQSqVIpVJKs2p5eZn5+XlmZ2dZWVlR3wXIZDL89ddfzTsA1/d98cILL6gz3BOJhLBte83Z7us9TNNU57hHH7IMWabruqpMx3FqlifPl08mkwIQhw8fFqurq2VONrY5sGEYPPfccyrCk5KH9aLa8GrbtlIJkKNMVOdBhumZTIZEIlE2FEslATmvkd+bmZnh1q1bZdeJjQTTNNm/fz87duxQ792LXouUX7MsC9d1SSaTBEFAEARKbyZ6wrcU3g2CgKWlJYrFohLzq9SgkPo1qVSKmzdvcunSpbiavRaLi4ti7969G5rpZj1kt0qn0+KTTz5pTneAOyb44osv4nke27ZtA+5KFmw2ogdrT01Nsby8rIiIlYSuri4OHz5MZ2dnmSzhVtiXkMGb53lcvny5uSK9c3Nz4rXXXlPmV83jb/bjwIEDolQqNe+XCcNQfP3112LPnj1K5iQ6zG3WwzRNNVR3d3eL6GJN7MvEpmkaL730Eq+++qoKYuqZOzQb0ZEln88rgR9o0tZ8V1cXr7/+Om+88Qa7du1qxiXuGVHZtTAMmZiYUP9ryq6JYRiGEEK8/fbbjI+PMzU1FZsg7v0iqnIqhODmzZutubAQQoyMjIh33nlHdHR0KB+RSqVU6JtIJNT7UgqpMsy2bbssBCbSx6uF25WftSxL+SUZw7z33nuiUCgIaJIlSBiGYaysrIjt27fT1dXF8ePHmZiYUAuz2WxWRYRSWDs6k5QTqGo+pXIZT84814OUUpHR640bN+4u4MTV4PXQ0dFhCCHEo48+imVZfPbZZ0xOTiodeVmxaAMsy1Ka1lGJ96iSYDQGico6Si25qMBvEATYtk17ezuLi4vAnZVsOYdoyU6qYRiG53nirbfe4tlnn+XkyZMMDQ0xMzNT1lflhEeuR0RXriu1LOUEqZqMY1TtWL5XKpXUWmVbW1vZonDLtpMdx1E6dPv37+fgwYOcOXOGCxcucPXqVQqFAoVCYY3pW5al9OIqFQT/K48wDJUMYuVMMwrXddm9ezcHDhzg+eefp7e3F4hxZeleIYQQs7OznDt3jt9++40bN24wNTXFjRs3WFhYoFgsUiqV1AKIVBqPWk2krDXlJ5NJuru76e7uJp1Os2/fPrq6unjqqad47LHH6Ovro6+vz4BNJEFCCCF832diYoLp6WmuXbvG9evX1d///vsv+XyeyclJNbWu5gAfeughUqkUmUyGnp4e+vr62Lt3L/39/WQyGR5//HGSySRdXV0kEomydm86CZUoFotieXmZmZkZ5ufnKZVKWJbF/Px8mT5lVOUUoL29nVQqRUdHB+l0ms7OTmkJW66NWxL/B7M6IX+d1y3nAAAAAElFTkSuQmCC","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":1036,"y":568,"width":137,"height":172},"scaled_width":24.01,"scaled_height":30.14,"actual_filled_area":180.85,"bounding_box_area":723,"exact_perimeter":106.87,"approximate_perimeter":106.22,"convex_hull_perimeter":90.89,"perimeter_pixels":609.8994949366117,"original_contour_points":16,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.26,"compactness":0.199,"perimeter_to_area_ratio":0.5909},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":4,"position":{"x":839,"y":568,"width":108,"height":175},"scaled_width":18.93,"scaled_height":30.67,"actual_filled_area":399.89,"bounding_box_area":580,"exact_perimeter":98.58,"approximate_perimeter":92.59,"convex_hull_perimeter":85.03,"perimeter_pixels":562.5929291125638,"original_contour_points":123,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5171,"perimeter_to_area_ratio":0.2465},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":705,"y":568,"width":108,"height":175},"scaled_width":18.93,"scaled_height":30.67,"actual_filled_area":397.36,"bounding_box_area":580,"exact_perimeter":98.63,"approximate_perimeter":92.66,"convex_hull_perimeter":84.83,"perimeter_pixels":562.8355697996832,"original_contour_points":126,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5133,"perimeter_to_area_ratio":0.2482},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":537,"y":568,"width":160,"height":172},"scaled_width":28.04,"scaled_height":30.14,"actual_filled_area":333.03,"bounding_box_area":845,"exact_perimeter":115.71,"approximate_perimeter":108.64,"convex_hull_perimeter":96.42,"perimeter_pixels":660.3158005400394,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3126,"perimeter_to_area_ratio":0.3474},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":752,"y":334,"width":114,"height":124},"scaled_width":19.98,"scaled_height":21.73,"actual_filled_area":167.83,"bounding_box_area":434,"exact_perimeter":112.91,"approximate_perimeter":107.53,"convex_hull_perimeter":81.67,"perimeter_pixels":644.3645737753177,"original_contour_points":271,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1654,"perimeter_to_area_ratio":0.6728},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":625,"y":331,"width":114,"height":130},"scaled_width":19.98,"scaled_height":22.78,"actual_filled_area":282.24,"bounding_box_area":455,"exact_perimeter":108.67,"approximate_perimeter":100.25,"convex_h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mj9/vpA2mBzIdOmGHjPG3xmGQcuWLSOv15s+Y0+ePCm82KEE+rmYjf6ePXuIaGw5R0NFMpmkjRs3WpjC79PxU1IT6mw2G9lsNsrJyaG///3vlEwmezG3l56Lx+O0fft2kTSWCVXIaSdLlizB/PnzhVqx2WxDvvdYgCRJmD9/PtxuN2RZRjgcFnTl5L+LIRKJiFwtACKprqOjAzt37uxzmWcvrgUCAWzdutWyl8NQwUltd999N3JycsRAnSs93kFEuOqqq7BgwQLxnTTA1fqqqgoGmpPrdu7caaEnoxdjq6qqUFlZCcMwLHs6DAWKosDpdOKOO+4A0N1LOzs7AWDEFzUPB+LxOAoKCnD77bdbHE5OPU0X5v9KkgSbzYaGhgbU1dX1+q+FsURE+/btA9CdF5wpjzQajWLhwoUoKytDOByGqqpCBem6npFnjGZomgZJkvDVr34VsiwjKysr7REF0M1ElmzOi6aeFNxwOIwDBw4g1c72uvOBAwegaRpCoZBlu7qhIJFIYPny5UgkEoKRdrvdYmvGOyKRCGbNmoX8/HxEo1Ekk0mRe90fOK2X1TfTjBPe+1LHFqqePXsWVVVVGVeP+fn5WL58OUKhUK9tdjJhw0c7WDp1XcfVV18ttjlKt+1sWzmXmcF03L17d6/tBQVjg8EgnTx5Ek1NTWLpAmfeDxVXXHEFFixYAMMwAHTb3EAgAF3XLwuJTSaTwvRcc801ACACFums4uD/sHRTz6oBXdehaRpOnz5t2ZkOMDHWbrdj9+7dYj/CeDye9roU88NTKypJEm644QaoqgpVVRGNRkUmPWVw+cdohqIoQlXedNNNyMnJQVdXF3RdT8srZqbx1Cmv9YlGo4jFYnA4HPj4448t11g4V11dbdmlzGyoB9oQts+SJGHGjBkWaeVX9grHO3PNY9Bp06ahrKwMx44d63OYMhiEw2HU1dVZFnIJxsbjcRw5cgQALOOlgdgB6tlhVJIksTBLlmXMnz9fBCNSJdvsUF0OKCkpQUlJCY4dOwag9wafg0EymURlZaVl81ChikOhEGpqaix7BQ5kFR9LNz+ITBkFpaWlls+Xg5Smgh1FXiVoXkaZCRw/flzEBgCTxDY3NyMcDgvJUxRFzCb0J7V8Dc/6mCubl5cHl8uFRCJhMf6iAj37CY9n8O6qrHrz8/PFkslM7RNZU1ODpqYm8Vkwtra2VqhPAMI4p6OKWQWzO869U5IkTJ06tZcTZpbuy8ErZlrwGLRnd9SMaq6mpibL9oUy0D1NV1lZKVxyfh1ob2JmUc+6WEVRUFxcLIZOfM+BxknHC7jdhYWFaQcn0kUwGERdXR0ikQgBPRIbDodRVVUlVIVhGMKgZ2Vloaurq98KmyWbe2EymYTT6RQ9lXoWFhuGIVTT5cBgHtbwiMPhcCAWi4kOP9R4PPstbW1tgg8q0B3uOnjwoEgRDYVCgln9MRX4wmbyvhNcUcMwsHv3bmzcuFGsLDe7/uMl6tRfO2RZRjQaFQz9+OOPxQr2TIC3uT9+/LgYfagA4PP50NLSItxltpnpwryTt9lmhEIh+Hw+bN682bKxdCpjMzGDNJLoz09gG5uVlQVFUdDc3CyYmonhDscDzFOgKgB0dHSgtbW1z/ymdIy7+X/cCO4cXV1dCAQCogLmV8ZYl9z+6s80aWlpsXRiPodgqGAP2+/3i+9UoFuFMrc58QxIn7HmhrHKNW+6kfp6uYEPozBH8nRdh6IolhUWgwVrDD5QCuhhrHlYM5gBcyrz+9qxZTwztz+amZ1DnljJ5Nb4TNNgMCgcYKGKWUXEYrFeEpiuqjE/hN9fjlGmVDgcDgSDQRH0iUQigi6DicWngulrDnioANDW1ib+xBEiTovJ1EPNQQkG2+FMjudGAv11XHZKWXiYppxZMdTJAOaZORysAhAT4Awm9EC8VbMqZ8/XLK1mG2N2rgb6nNGIdM0XCwzwhf+SqbabD5kCehjL86RcSdb/6TpPZph7TSrGq0pOV6uZ6ZJpWnCwh6OG4z9Qe5ligrHjFBOMHaeYYOw4xQRjxykmGDtOMcHYcQoZgFjWyLm+AETqRrq5xXw90D0u5oTosR5VGgvg1N6uri5rSJGDCubo00BCiRx+5E6QSCTQ1dUFVVUxbdo08eCLXT+BwSMSiUBVVcyZM+cL4QK+mKg1r4k1p7f0B76eox82mw2JRALf/OY3sWbNmrSun8DgwZrV7XYjOzsbQA9jmct95S2lI7m6rlvOU+fUmvLycnzta18b9tOOJ9BjY51OJwD0OY2UDmN5Kb151TURifPWJzD8UAEgJydHMHQwwmWeueFjWmRZRkdHx4SaHSEIxqqqasm/GWgmoXmGiD9XV1dnsq4TGABkoHsJZeqwhOdV04WYB1RVsaTB6/VmsKoTGAhkoNt5mjx5MoBuCbXZbMLTTWccal4awpn+yWRSrLWdwPBDBrpVMW+Bx5n5nOGQzgy/eSUdAEtmgHkF2ASGDzIAuN1uzJkzB4qiiH37BqKGzYxlJ4wz8U6dOnVpaj6Bi0IGunOJZ8+ejVgsJmxlOjuGMcyOVuomkfv37x/abtgTGBRkAFAURSovLwcAS7J4unFe84JnvhboHt9++OGH437R1WiE0LczZ860SClvAjIQpNpaIsLBgwct6a0TGGYEAgHKz8+37D8/0LPZkLLTqSzLZLPZ6JNPPplQxcMMIbEOhwNZWVli2x7gizFpf0hVwebTkSORCJqbmzHowwkmMChYuHb99deLtZz8ms7sjnkmyPx/jmT961//mggtDjMEY5PJpGU+byCbOPaHffv2oaOjIyP3Gg8g6j4Q4pKcLtkDkR6hKIr073//m9xuNyKRSEaXXRw6dAgfffQRYrEYaZp2WYtuNBqlnTt3Yu/evdB1Hf/3f/9HkydPhtPpRF5eHiZPnoxJkyYhOzsbTqdz0LSyXOj1emn16tXYu3evWO6XCQZLkoSvf/3rePvtty/7udl4PE733HMPdu3aBa/XC4/Hg7y8PBiGAbfbDY/Hg4KCAng8HuTm5sJut8NutyMrKws5OTlwuVyw2+1wOBxwOp3Izc3tk56WLxOJBD388MPYsmULbDabmGcd6joTXdfhcDhQXV0Nj8dz2TKWiOjYsWO47bbb0NDQILZQYl+E197YbDYYhgHDMKBpGtxuNzRNg2EYsNvtyM7ORkFBAYqLi5GXl4eysjLouo4lS5bAMAzrlns9D8bixYuxZcuWjE6Q82aOW7dutez3dznitddeQ319PYDuJDRz8IbTi6LRqGVTl74EyzAM5OTkwOl0YtKkSZg9ezby8/Mv/OCjR49SUVGRGMMO5DSsixVN02jRokXU2Nh42Q57ampqaM6cOYKmfJqHpmmipJ5IxkWSJHHUKxdd18UJHwsXLqQDBw4I2vZye2fMmIHCwkLLTtZDBd+nsrIShw4duixjx0REu3btQlVVFWw2GxRFETusx2IxUeLxuPBrOKzL9OPTO8wlGo1C0zR4PB7LiZ69OGe323HvvfciEomIPGNmMs/epJb+YM7O2Lp1K1paWjJCrLGE+vp6vPrqq8Km8p6TnGfWVzFnixKRyCkzbxHMG6PdeOONKCkpEc/rxVhJkqRly5bB5XKJpfRDBVcuGo1iz549ePHFFy8rqSUi+stf/oLPPvvMcp4sO09pXA/gi01bWKLN2xNcd9116VXktttuE7qd47+yLItzT80FaZ6Wxe/nz59P1dXVFI/HLwvm1tfX05IlS3rZS37fX2F/J/UASf48d+5c8vv9Fz/Fg3H//fdnbM9+Vjkcgz5x4gSef/75y2L5BxHRa6+9hqNHj8IwDLHnEwDL+37uAQAWe8urLxRFwbp163odinhBdHV10fLlyy0zNoOV2NRzUwFQQUEBHThwgGKx2LiVWiKiyspKKi8vF3SAaaTBhxD2J7EwjSzMx7WqqkqzZs2iM2fO9KLhBcVR0zSsXr06Iw1M3R5elmWcP38e69evx+HDh8etvfX5fHj55Zdx5swZy+ahvJFlLBYbkA+Tmsiv6zqWLl2K6dOnD6xiR44cocWLFw9ZYiVJsozRzIcKr1u3jlpbW8cdY4PBIG3atIlKSkpI0zRxuqf5qFH0aMP+JFbTNLLZbKQoisVXmT59Or333ns0YMEIh8P01FNPDZmxrHI0TRP/t9ls4tz39evXU3Nz87hhLhHRRx99RFdffbWgga7rJEmSCCjY7XbhRKXjQJnP7NU0jex2O335y18evAPa2NhIpaWlZBiGYCw/ICsrKyNRqby8PPrtb39LTU1NY5658XicTpw4QXfeeafFng61mLWc3W4nAPTmm28OXFoZgUCA1q9fL3qKWY2YTyAeSsnKyqJJkybRr371K3Fq8qAqOwoQiUTooYceopycnLRTi/orZvWrqirZbDa6/vrrh67l6uvrxQHy5p6DDPZIRVGoqKiIfvrTn1IoFBqTjPX5fLRlyxaaNGmSpV3IAH1YFRuGQS6Xi7Zt2zZ0AUgkEvT8889Tbm6ueAhX2Kz7B1v4aGoAVFJSQk8++STV19ePGcklIgoGg7RhwwYqLS21aLNM0Md8PwD0jW98g/hQhyHD6/XSgw8+2Es9pI5PB1NS1XtxcTE99NBDdPTo0VHP3FgsRidOnKBHH31UMJVpkimmcqdXVZWmTp1KH3zwQeboEggE6NixYzRz5kzxQPMh8kMtTqdTaAFd18ntdtOqVavonXfeobq6ulHJ3NbWVtq9ezfdd999lJ2dLZhp9nyRAdrwfSRJos2bN1NHR0dm6UFE9NRTT9GcOXMIyJz90HW9z7nIrKwsmj9/Pv3xj3+kTz75JHPqZ4ggIqqrq6Pf/OY3dN1115GqqiISxIw1Dw8xRPpwvPimm26itra2S0OD8+fP03333Sd6USak1tx4XdfJ4XCI72RZJo/HQytXrqQ//OEPdPr06RELQxIRdXZ20rvvvktr1qyhoqKiXu13Op0ky7L4PlPOpcfjoTfeeOPSOZZERCdOnKA77rhDSBVS1I6mab3GXJkoRUVF9K1vfYteeOEFOnjw4KXrvX20+cyZM/Tqq6/SAw88QBUVFaJdg/UxOPBgHmFwMTun3DF+/etfk8/nu7TtJSJ66623aN68eQSA3G63qFR+fr6IMGXKBjudTrLZbKRpGhmGQYWFhbRixQrauHEj7d27lxobGykUCmXU0QqHw+T1eqmuro62bt1KP/jBD2jWrFm9zM9gJdLMWHayVFW1dBSOVj344IO0f//+AbVt0LPo8XicXnnlFTzyyCPivBeeNObjvSRJysi5MgxzxqSiKCgtLUVZWRny8/MxY8YMLFy4EAsXLsT06dNht9uRTCZ56vGi7YzH4yT17Kze0dGBmpoaHDp0CIcOHcLZs2dRX1+P8+fPo7W1FQDEhEbqwRgDAQf/+dVms4mjWux2u3h/0003YfPmzZzMnza/hpQe0dnZSRs2bMDmzZsRiUTE5iKcrsHrZTMlSLw5mNRzQAJn+GmahpycHHg8HpSVlaG0tBQulwsulwv5+fnIzc3t85QuPt2rsbFRnOrV3NyMxsZGfP7552hqaoLf7xepKryWiVNbgG4mD+awBjNjuQNGo1Fx9p3f78eiRYvwi1/8ArfccgscDseAeDUkxsZiMWpvb8ezzz6L5557Du3t7XC73WJPv8E2OhWcAgLAckiEJEnQdR2JRMKyboj3geSc3Ly8vIsy9ty5c4hGowiHw5ZUT0VRxLP70jx8v8Ek1acyFgCys7ORTCbR1dWF8vJyPP7447j77rtHJsmeiKilpYUeffRRi61VFCVjsVIusiz3mrpKLbquk9PptNgt/s2c5pNqG7m+drtdTJGZr+NXnlnhSZHBtiXVeTI7TEVFRbRp0yYa8RWKRETnzp2jxx57jDwej6gokBl3n8eF/JkdDnNAw26390lo85TjhUpfdeS1vTx8uVCHGmx0KZWxLpeLAFBpaSlt2rTp0nvA6YKIqKmpiR577DERBM9UAIMLe43MDCY4P4uJxMGCgd6fkwB4jjT1d2ZGarLAYEpfXnFpaSlt2LBh9CUeRKNRamhooOeee44qKioEM1JXuZt7eSoB+fdMDeyHq3B0KFVzpI5HUyfN2Vzdeuut9PLLL1NDQ8PoYqoZnZ2d9Le//Y1WrVplaaBZgg3DIIfDIbIoLiQpHHcdzaUvzSTLsoiicSSqLy2iqiqtWbOG3n777V4ppKMSiUSCdu/eTT/72c/oiiuuEL3YZrNZmJeqPlPneseC5JJNsMoAAANbSURBVPZlp83fcb4Tejo0d9bCwkJas2YNffjhh2NrDjoWi1FbWxu9/PLLloRplkyzek7NEjAMI+M2+lIWrrM5PdTMbLvdLhwkoHsR1YYNG+jo0aOXJPad3ob/gwRHSqLRKLlcLuzYsQP79u1DZWUlAIidyDVNQyKREOfYmrf8GyvgxVTm5G5zQCMajSIUCsHj8WDFihVYvXo1brzxRkyZMmVsLyn1+/1UU1NDf/7zn2nVqlWW3ouUnt+Xqh7NxewMsc9g/p2HTDNnzqT169dTbW3tJd1/Ahhi5GkwCAaDdOrUKezYsQPvvfcejh49imAwKLaez9SZqsMJm81mOQ2Slzvqui4WJ69evRp33HEHZs+ePSxSOmJqwOfz0aFDh3D48GHs3LkTVVVVqK2tBWAN9mcy1nypwPXlsGUikYDdbkdFRQWuueYaLFu2DBUVFZg+ffqwhQdHXL8nEgn66KOPcOrUKXzwwQfYtWuXYDBgZSzHbVPPLjDHf1MxmD00OOjfn503x56B7gmBrKwsTJ06FcuXL8dXvvIVzJo1C4WFhcMe7x1xxjJ8Ph/V1dXhs88+w5EjR3Ds2DFUVlaitrYWOTk5CAQCvdaWAtZTlM3M4Jkldl4uBvPej2aYP2uaJnbSSTUTsiyjvLwcN998M6699lrMnDkT06ZNQ0FBwYCm2jKJUcNYRs8EN+rr61FdXY36+nr873//w5kzZ1BTU4NgMGiZTUlHuvpbCmpeVQ7Aogn6mr0xDANlZWWYO3cuysrKsGDBAng8HsycORPFxcVwu90jTtcRr0B/CAaDdPz4cZw+fRrHjh1DQ0MDWltb0dLSgra2NoTDYdTX11u2B7TZbGJD7Xg8nta2uubd1c0wDAOlpaVwu90oKCjAlClTUFxcjCuvvBKzZ89GcXExCgoKoCjKqKLlqKrMxRCPx6mjowM+nw9+vx9+vx/Nzc3wer2ora1FS0sLGhsb0d7ejlAohK6uLrS2tqKjowN2u/2i95ZlGdnZ2cjLy0NWVhYcDgfy8vJQUlICj8eD0tJS5OTkoKCgQOya1rOp1qil36itWLro6uqijo4OMNMjkQiA7jW5gUAAwWAQgUDgovdwuVxwOByw2+1CrRuGgUmTJsHtdqO4uHjM02kC4wT/D3XYC1/H3NLfAAAAAElFTkSuQmCC","detection_approach":"prominent_color_detection"},{"index":9,"position":{"x":873,"y":292,"width":61,"height":169},"scaled_width":10.69,"scaled_height":29.61,"actual_filled_area":127.17,"bounding_box_area":316,"exact_perimeter":83.14,"approximate_perimeter":79.01,"convex_hull_perimeter":68.46,"perimeter_pixels":474.4680374315358,"original_contour_points":75,"approximation_points":14,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2312,"perimeter_to_area_ratio":0.6538},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":13,"position":{"x":2,"y":286,"width":160,"height":172},"scaled_width":28.04,"scaled_height":30.14,"actual_filled_area":333.18,"bounding_box_area":845,"exact_perimeter":115.71,"approximate_perimeter":108.69,"convex_hull_perimeter":96.43,"perimeter_pixels":660.3158005400394,"original_contour_points":355,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3127,"perimeter_to_area_ratio":0.3473},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":14,"position":{"x":1618,"y":49,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":168.09,"bounding_box_area":441,"exact_perimeter":113.95,"approximate_perimeter":107.75,"convex_hull_perimeter":82.17,"perimeter_pixels":650.2640687119294,"original_contour_points":277,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1627,"perimeter_to_area_ratio":0.6779},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":15,"position":{"x":1491,"y":47,"width":114,"height":130},"scaled_width":19.98,"scaled_height":22.78,"actual_filled_area":283.81,"bounding_box_area":455,"exact_perimeter":108.12,"approximate_perimeter":100.23,"convex_hull_perimeter":68.99,"perimeter_pixels":617.0020920410539,"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":16,"position":{"x":1739,"y":7,"width":61,"height":170},"scaled_width":10.69,"scaled_height":29.79,"actual_filled_area":127.14,"bounding_box_area":318,"exact_perimeter":83.93,"approximate_perimeter":79.6,"convex_hull_perimeter":68.54,"perimeter_pixels":478.9533188057743,"original_contour_points":82,"approximation_points":14,"shape_analysis":{"aspect_ratio":2.79,"compactness":0.2268,"perimeter_to_area_ratio":0.6601},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":18,"position":{"x":1170,"y":2,"width":108,"height":175},"scaled_width":18.93,"scaled_height":30.67,"actual_filled_area":399.2,"bounding_box_area":580,"exact_perimeter":98.69,"approximate_perimeter":92.96,"convex_hull_perimeter":85.1,"perimeter_pixels":563.1787155501906,"original_contour_points":119,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5151,"perimeter_to_area_ratio":0.2472},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHAAAACzCAYAAABRnJhRAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1de2xcxfX+7vvuw29jOyHOE5IUaIAGSkXwDxHxSloeoRVVUFOBCkICBVraokpNRaFSkVCpEFC1FEFQaRoegqSqKBIREVEaCCEhhDxweCQxdowdr9f2vnfv3Xt+f2xmMnd37azt69jr7CeNvL57996Z+eacOXPmzAxQQVlDmuwMTHccO3aMstks6urqYNs2JEnC0NAQTNNEbW0t4vH4iL9Pp9MIBAJIpVLQNA3ZbBbZbBZ+vx/19fWSeobKcdZi5syZePjhh7Fp0yYMDg6ipaUFsiwjnU4jEokgEAiM+Hufz4dsNovBwUHIsoyGhgbccMMNeOihh85QCc5yvPLKK7RgwQICQLIsk6qq/LOiKCTL8oiJ3atpGum6TpIk0ZVXXkkfffQRAUBFAicYqqoimUwCABzHgeM4kCQJmqYhnU6f9veBQACJRAKWZfFrHR0dSKVSuedPTLYrYBgcHIRlWfD5fJBlGYlEApIkwbZtAIAkjWyGZLNZEBEAIBgMwrIsqKqKbDYLoELghMPv94OIuBQCcBFwOjBJA4BYLAZZlrkxBFQInHCoqgpZliFJEpck27b5Z/Z3JASDQdi2jVQqBcdxYFkW/12FwAlGOp12kSdiuOv5iMVi/H4AMAyDf5Y9zGsFk4AKgWWOCoFljgqBZY4KgWWOCoFljgqBZY4KgWWOCoFljgqBZY4KgWWOCoFljgqBZY4KgWWOCoFljgqBZY4KgWWOCoFljgqBZY4KgWWOCoFljgqBZY4KgWWOCoFljgqBZY4KgWWOCoFljgqBZY4KgWWOCoFljgqBZY4KgWWOCoFljgqBZY4KgWWOCoFljgqBZY6y26UinU5TNpvF0NAQ+vv7EY1GEYlEEA6HEYlEYNs2ZFnm23ukUimYpom6ujo0NDQgGAwiGAzinHPOQV1dHSKRCGpqasp2078pTSDlACJCT08P9u/fj2eeeQaHDx/GJ598gvb2dhARLMuCZVlwHIfvyeI4DogIiqK4NtXRdR0zZ87E0qVLsWTJElx++eX44osvaN68eVAUBY7jQFGUsiF0yhGYTCbJMAx0dnZi8+bNePXVV7Fv3z5OVj4h+XAcx/V//r2ZTAbHjh3DsWPH8MYbb8Dn8yGTyaC5uRnLly/Hrbfeis7OTmppaYGmaVOeyClDIBFRIpHAli1bsHHjRuzcuRP9/f2QJAmxWAxEBE3TIMsyJ0WW5QLCRotkMglVVREKhfDqq69i8+bNuOCCC7Bq1Srs3r2bli5dinA4jIaGhilP5hlHIpEgx3Gou7ub1q9fT8uWLSNZlsnv91NdXR0BcCVVVUmSJAJAkiSRaZoF93iVDMOgpqYmWrNmDX355ZeUyWRy+nyUePnll6m5udn1bLEMo8mTJEkkSRK1trbStm3bRp0XT9Hf30+fffYZ3X///XTeeefxTLI9MlmGDcMgXddJURTXdVmWR10BxVIgECh4NvIqTdM0WrNmDX3wwQeUTqdHReS0I5CI6Pjx4/THP/6RFixYQLquuzKpKApVV1dTdXW1i1RFUUiSJFIUhTRN84Q8MamqSn6/n/x+P38+e0cgECBJkigYDNJvf/tb6urqokgkUlIFThsCiYgGBwfp73//O1100UUEwEWeruvk8/lcGRalUVXVAknxgsSqqqqCRpSfNE1z5eOaa66hLVu2UDKZPK00lj2BlmVROp2mt99+m5YvX84z4/f7SVVVMgzDVTnss6IopOs6J04kkyXxt+NNPp+PTNPklaooCs8jAGpoaHDdb5om/frXv6aenp4RSSxrAomIent76Xe/+x0vhGmaroovVghVVXnFiaSy/qgYmWNN+eqYqWkxL+L9uq5ziVQUhdra2mjHjh3Dkli2BMbjcTp06BCtWLGCzjnnHJ4BL6VmLJXg1W/FZyxbtoy2b99O2Wy2oFI3bNhAzc3NLouZfR5tQyxG4IT4Qnt6emjnzp245ppr8L///Q99fX38O7bRtyzLUBRl3O8abiPVYqmU347l/Tt27MDdd9+NzZs3IxwOux6qKAps2+Z7ZAOnnAun2y+7FHhOIBHRnj17cOuttyIUCiEajQLIubBU9ZTf4HQelbGCVUox8ryosHzoug4AOHz4MO69917s2LEDlmVxEn0+H4gItm3zBiuSOV54SmAmk6EXXngBa9asQTwehyRJUBQFqqpy/yQAaJo2IZUJ5CSCiPgW/yyx616DkaIoCkKhEO69915s27YNQ0NDBOT2u2Yki3kU/44HnhFIRPS3v/0N999/P8LhMN+oW1VV2LaNdDrNJc627XG7wKYKWJfAtEt3dzfuvPNObN26FbZtUyqVgmEYANx+WkVRJqRBjQmWZdGzzz5L9fX1BOSGCDjZWYuGQr4BI1p75ZzYEMPn8/Ex5Zw5c+jDDz+kJ554gmbMmMENFmaIjKXsxYyYcTuziYiee+45PPHEExgcHIRhGEgkEgByZx7Isgwi4mpUhNd94Ej9nai2vGz5mqahv78fdXV1GBgYgK7rkCQJ4XAYTz31FPr7+zEwMMAd7+zvlNBAREQbNmyguXPnEuD2WLCWKF5jiZ0DlH99PIn5R1VVJV3XyTAMMk2TjzuZU8ArH6qYqqqqXP+LwwOmlcRx7Vjf76kEEhG98847ePDBB7nBYlkWPwshk8nwa/kQrxmGAdu2XdIoyzI/ocTn8yGZTEKSJKiqyn+r6zocx8G8efNw4YUXYsmSJWhtbUVLSwtmzJgB0zRhWRa3dlmKRqP4+uuv0d7ejs7OTuzevRtdXV18WomIXGZ+MBhENBp1vd8wDOi6zi1s9pdBlK5wOAzglOXppQUKjJHARCJBHR0dePLJJxGPx5FOp7laYiqTiEo62EIkLxAI8Pk/pm6SyST8fj9SqRQsy0JNTQ2qqqqwZMkS/OAHP8CyZcvQ3NyMhoYG1zAFyBkYhmFwK1SSJMiyzN9r2za+/PJLHDhwAFu2bMG7776Ljo4OaJoGXdcRj8cRjUah6zoymQx0XYdpmohGoyUdXDVlQUR0xx13FBglkiRx3+Vo1ISqqhQIBPj/iqJQTU2NS234fD769re/TevWraP29nYiIkqlUpRMJimbzRKD4ziuz9lslhzH4Z9t2ybbtknE4OAgpVIpikaj9NJLL9Ell1zCVb1pmqRpmsvRzvImzpicieSJK81xHHr55Zf5HF2+H3G0fYw4cevz+Yq62s4//3x6+umnaWhoyFXxbG5OJIYlRiSbiBUh3h+JRFzXHcehRCJBGzdupLa2Nlc+GHEQ+rayItCyLOrt7aXFixfzocJIswWlJtM0uVHD5v7Ysx966CHau3cvJywej1MqlaJUKsUr3rZtymQynBT2vWVZZNs2sRmRdDrN7xPBpC+VSnHibdumb775hn71q19RY2Mjb5yyLBcYLWVDIBHRvffey0ljxOUTWOzaSKmpqYl/ZmOqlpYWeuONNyiZTFIsFqNYLFYgRayiRYkbCewepk4ty3I9iyGTyVAmk6F4PE6WZdHWrVvp//7v/1x5PtPqc9wEEhG99tprLpXHvOqMzHwCS1GlrDWLs/A333wztbe3UyKRoIGBAa4qiYj6+vookUgQEVEsFisgjklcJpPhkngylrSATMuyKJvNUiaT4eozHo/ziVoRX331Fd1zzz0u1Zk/1TSlCezp6aEVK1bwkAbxwYqiFAQclZopcVJXkiRavXo1HThwoKAC4/E4xeNxl5SIf5kkWZblInU4I0aURlGlikSn02neWIiIOjo66L777qOmpqYJDajynEAion/+859kGAYFg8GioQ3DJU3TCiZlGWGsEoLBIAGgn/zkJxSPxymRSLikbjLBCGX5yWQy9Oijj3LngFguZkn7/f4JIXjMBPb29tKNN97IDReWSaYmR0qsH8y3NtmQg5G5evVqOnr0KIXDYSIil7RNJkRLlRlDiUSCHn30UT60EA06cTjktYodE4FERG+++SaPGWEPY59LJZDdL1pwTJKvvPJK6u7u5pXG1N1UAFOvAwMDruvZbJYeeOABqqqqIlVVebcizrYXcyOecQJPnDhBP/rRj3hrYz7G/IcOl8TCiQQy9dPW1ka7d+/mlcX6HGYhTgVkMhmuQm3bpmQyydPatWu5n5WV0TCMCfG5jppAIqIXX3yRqqqquGowDIN/LkWFMilj/SH7XSAQoGAwSO+//z4REUWjUW5gMMNENCAmC8xaJcpZvUwzhEIhIiLq7u6mVatW8b58pCDhM06gZVm0atUqXvFMHbJxoBgAO1wSWyWQc0+xz4888ghls1k+KGdjPWbGTwU1yvKWP+4kOtXAPvzwQzrvvPNcZfZafQ5H4LAz8kRE77//Pj755BOYpgkA/C9bg1dspqEYNE1DJpMBANTU1MBxHCxcuBD33Xcfn0MkIgQCASSTSZimiaGhIe54nkwYhoFwOMyd9KlUCoqiIBaLwefzIZFI4Lvf/S7uueceNDY28rnP/DCKM46hoSFau3ata1ad9Wn5w4JSpJDN0wE5K3TDhg28X0mn02RZFldV7G++y2sywKzhoaEhLoXRaJR/z7w2x48fp5tvvtkVZ+r1UGJUKjQUCtGiRYtKImikxEgTTeyf//znBY7pcoXjOFzl7927l5qamngDL8VGGC+Bw+qoQ4cOFUxUjgWZTAaGYUBVVcTjcTQ0NOCmm25CdXV1ec+pnYQkSTxoadasWVizZk3BOsaJRFECLcui7du3IxKJjPsF0slwQtZffv/738cll1wCINc3ThcQEerr6/Gzn/0MLS0tExY2mY+iBHZ0dGDbtm1IJpPjfoEkhFpomoYf/vCHnLipYKR4gUwmA9u2QUT41re+hauvvto1+z+RKHgDEdHOnTuxf/9+T1SA4zgwDAOSJOHCCy/Ed77zHfj9fv7ddABrnKw8t99+OxoaGs6IJVq0iezatQuDg4OerF0Aci3UsizccsstaG5u5rtBTAcJtG2bq0tFURCPx7Fs2TJcdtllZ6SBFtRgKBTCwYMHPYud1DQNRIT58+djxYoV/H8v1PNUgOM4vJ9n0XRVVVW49dZbJ0cCu7u70dXVxcPwxgvLsqBpGq6//nrMmTOHhxsGAoFpoUI1TYOqqjyYmW1bct1116GmpmbC3+8ikIhoy5YtOHHiBFcLdDJEcKyJGTFtbW3w+Xw8npN5c8odTFMFg0He4A3DwOzZs7F06VIeWsnWQrDQR6mEkMtSkE8g9u7di1gsxl1f4wURoa6uDk1NTdwVx9TOdIC4Vw0rEyvf5Zdfjurqatf9LEbVs/eL/8TjcXzyySeuIF0vwKKmmc/Ty2dPBeRHWzNJvPbaa9Hc3OxqrGK34UUjdtViX18fwuEwFEXxZBckhksvvRRNTU0AcoVj+5l52RInE6wc4g5SQK7hzpo1q2hZvSq7i8AjR46AiJBOpz0jz+fzYcmSJXzsR0S8gNPBiHEch/drrDxsmOT3+zFv3jzXyiQRnvaBREQHDx50ibUXrq7q6mosXLiwqLqYDv3gyd0NARRf0rZ48WLedTBJ9LL74E9KJpPYtWsXUqnUqS89eFFNTQ1aW1td15iFOh36QbEM4uIaJnWLFi1CIBBw/cbLhsvf/s0332D//v2IxWJ8AOrFbIHf70dtba3r2nRaYs0ItCyroGtQFAUzZ86Ez+fjE8IMXpHICQyFQgiHw7Asa9RDCNby2E65DIqiYOHChYjH41zNME/MlFoj7gHE7kaUyjlz5qCtrY1PqTF4bsQMDQ3x8YumaaPyg7IWR3mLI4kIM2fORDAYdBWKSfh06ANPh0AggNmzZ8M0TV5eL+cJea12dXXx/k8k4nRgFhf7Heus2XU2/nMcp+CZXq9WnYpwHAdz587lq5YZ8hejjhUykNsWq7e3l89pjaaFsFYl5W0wwFREU1MTd/aKXghG9HSHJElYsGAB7wOZJvLKgJOBnO8uEokUqM1ShhHFPCusEQQCAe7QlWXZtcEPk9LpDp/PhwULFnBLlJXZKzUqs4cODg7yh4pScjrkEyhKX0tLi8vJC5zqL89EvMhUgd/v58SxuvHKCudiMzg4yHU0k5LR9lGitx0A5s2bh7q6OpcJne92mu7IZrO8awJOTQB75dDnBGYyGf4SFmU1GuRLoizLaG5uRl1dHXRdd+0pJt433aEoCjRNg2EYBR4bT11pkiRx857tsFQKWEtiEiVGa8+ePRvV1dXcYBGl7mzo/xh0XUdra+uw4+XxQAaA/v5+RCIRl14+WyTkTIB1LaKnxtOBfGdnJ/r6+nifd6ZC4s4WZLNZl+eJDam8qGMVAHp6ejAwMFAws1yBN8hms9A0zdWFMKfHeCEDQCQSQTKZ5A9kVlIF3kBVVQSDwRG3fx4rZCDXQsQWIUnSWeHmOlPw+/1oamqCrut8r3BPPTGAW+rEQNUKxgcigmEYaG5uhmEYyGaz3HL3gkQZwLAxKhUCxw/mHKmurub1Ke6eOF7IQG7lLZuJEMcnpazAFbeXZP8D4Ptr5o932L1nSx/L9kNlW1YyFeqVJ0YFTlU24PYOlGIlDUfEcJHd0ykarRSwKDwABS40L9yJMnAqMIftbjuWCmbWlfjbidzuv1wgTiFNmCuNSaD44NH0fyJ5oiE0XBzI2TTOZGVl6hPw1sslA7nIsZqamoIWUmpFi/cxwphEDyeBZwuJrJzidJ2XkIHc2m62bo+9tFRVmq8ORGLYNEqx784WSJKEZDKJnp4ebih6acDJANDc3Iz6+npewWKnWwqKkWTbNuLx+Fnd/wG5+kgkEjhx4kRBmKZnwwi/388HmeKDS9HV+QSJv5kuizjHC8uyEIvFCtZOeDHO5kZMMpksOOuhFJ3Nzlpgc4nMBaeqKo4fP46jR4+6DJvRPHu6gK2fN02TjwvFNfXjAReXQCBQsEijFOTfyyxS27YRCoV4oyh48Vk0XcWOI8qPDfKMQFmWcc4558A0TZfnpBQdna9CRR9fd3c3YrFYwffsnWcD2BibRb17rXlk4NQmNfkhf6PpZIvN5odCIfT19bkCf8+2sWAmk+FH/ow25rYUMAmUqqurYVkWN/1LFXGmMkWSGNLpNLq6ulwRyWcLcQyyLCORSHAXmjgr70VcDNdjzc3N/Og09uLRDCPy10cwKfz666+5+Zw/Zjwbhhi6riMUCvEtSMT4UE/DCltbW1FdXc2jsUuNnM4/lZJdYw3g+PHjrvGPGJ12NhAI5BoxO+RLFAxPrdDa2lrXChoxGLVUiISz3w4ODhZMS50tU0lArh66u7tdY2KmnTyNC62vr8eiRYvg8/n4l6PtcMW+js08i30gaxS6rrsWRJY7xFXN+ZFnkiRh9+7dcByHrw1hUWqeSmBDQwMuvfTS3MWT+tqLTra7uxu9vb2wLMsVGzmdBvIskl1cecxU5ddff42jR48iEonAsiyujbyqX06gpmm44oorXBOOXgQ2JRIJfPzxxxgcHBz3s6Yi8idoRa1i2zZ6e3vR3d3tMtzYZrCeSqAkSdLixYtdUuIVtm7dikQi4eoLvXIlTTZYIyciriLF8V5nZydCoZBrXM3K7imBADBjxgw0NTW5tlAcL3w+H3bu3Mn7ADZLz2b/yx3FNjmwbZsvatmzZw/vQiZiWs1FoGEYuOCCC/i4biyrlPJhWRZOnDiBrq4uAHBtv+zVAo/JBCtDscaYyWTw6aefIpvNukibkDXyQE4NXH311aiuroYkSZ5seMdUzFtvvYVoNOryQEwnr4wofax8n332GY4cOQJVVfn4WjyJ25P3iv+oqipdccUVOPfcc2GapmcDbdM08d///hfHjx/ng/zpEuzEGqi4uSsbKnz66ac4fvx4UR+o5/vEMCxdupRvzDrSzESpnhpN05BKpXDo0CHs27ePO3engwEDuNWhKH2RSAQbNmxALBbjBDKfcX6w13hQQKCiKLjqqqugqio3ZtiYJt8/WgoJ7BnZbBbbtm1DOp2GoihIJpPTQoUyIhKJBFejQ0NDCIVC6OjoGPZ3EyaBkiRJV111Ferr64tOKYkhhKUGPRHlzkXatGkTBgcH4TjO5J8t5BFY3yau/1MUBbt27eKG20Si6ICvtbUVS5Ysgc/n4xbpWKPLxAFsT08P3nrrLT5mmg5qlHUjpmlyT4uiKNi0aRMP6prI/r4ogQ0NDVi5cqXrxfkZGc1UE5BTMT6fD88++yx6enoKvBblCsdxXLt7aJqGDz74ANu2bRuRNK/WCRatwdraWontuj5cJZf6cuYcVxQFmUwGX331FV5//fVpE7EmruwyDAOpVArr16/nOx8Xk74JG8iLmDNnDq655pqCXfZGmwGWeZ/Ph2w2C8Mw8MILL2DPnj3TwhMDuN2CmzdvxtatW4tK2ESo0WEJlCQJN9xwAzRN46dxjQWpVAp+vx+xWAyBQACWZeHAgQN4++23p4WDW+zHY7EYnn/+eYTD4ZKGShNuhSeTSWpra6PGxkZ+cCNOnmXHzn4/XWKHILJjV9kxro2NjbR+/XrXcePZbJYfCsmOPp1ssPN8idx5YodUOo7Dr/3hD3+gQCBAiqLwY2pLqaNSkzSa8wOBnH6/4447EAqFGKHcSZsfLjgc2GSnGAuiqipCoRD+8pe/oK+vDwMDAwByhg47GESMFJ9MaJrGz1FkQblieCALF3nvvfewceNG/l2x7TUnBe3t7bRo0SLXUayjOVpUOnmKJzvJE4I0AqC77rqLBgYGaHBwkIhyx7Gyo06nylHk4hHk4mHI7PqRI0fopptu4trF7/e7tI1XadQSCOSmmO644w6k02l+dABzxpaiw5kXRlwfl06nYRgGNE3Dhg0b8Mgjj/DWDeQkP5lMTonZimw2y0NA0ul0wc7DlmXhL3/5C/7zn/9wi5tJ3pTYY4CIaP/+/TR79mxSFIWCwSA/I1Y8DPl0SZZlqqqq4v0CO6abSfWzzz7Lj/UWjyafbDAtEIlE+LX+/n4iyknhSy+9xM8GhmAbeC19rK7yJbBkEp955hlSFIUUReEqtNROmh0GLBaKqVRJkqiqqoo0TaN//OMfnESiU6prsmFZFs8XO/CYiOhf//oXnX/++QSAampqeKNm9TKaBj6hBAJAIpGg6667jhMiy3JJrUzTtAKidV0nTdNIlmX+LE3TqKGhgV588UXq7e11WXdTBclkkizLItu26bXXXqPLL7+cSx3TKACovr7e1UinBIFERC+++CI1Nze71OLpXsruYdKr6zq/ZhgGb6W6rpNpmtTc3Ezr168nx3FcJvxkIZ1O8/Ps2ZDnvffeo7lz5/IyiEYZM2AmIo2LQAAYGhqiu+++m2pra10qQhLOi2fSJL5wpMTuU1WVP6+uro4efvhhrq4ymYxLnWazWXIch1uERLnxGEulgN3LyGHPZVImgp157zgOvfDCCzRr1iwCQFVVVSVX+kjlP2MEplIpOnbsGNf7qqryhzLSxD6y1AKwfkNUtQ0NDbRixQo6cOAAJyWRSLj6SNu2uaSmUinKZDKcGMuyKJlMUjabpWw2S7Ztc/WXT3I8HqdoNOq6lslkKJlMUiwWIyKio0eP0k9/+lPel4uGS9kQCORU6dNPP01VVVWk6zrPhFj5oyVQ/Ovz+bg0K4pCK1eupF27dnECGVjFjtbQEckspqJTqZTrPUREb7zxBt18883U2NjI8xgMBkvqQqYcgUDunIm77rqLZFnmas80zYLhhSzLpy1AvuQxaWaWq6Zp5Pf76f7776fPP/+cYrEYr+BMJuNSo7ZtUyaTIcuyeGKSKd4nEilKo9gYUqkUffHFF7R27VqaN28ez99oDZMpSWAmk6H29nZaunSpy9fJ/IBiyzxdARjJzH+Yn2Hx/8bGRvrlL39Jn376aYH0MOJE5EsSA1OzrM9LpVLcA2TbNu3bt48eeOABamho4JayaHyxRlUKAVOSQCCnSt966y0677zz+AtUVXVJZSkSKJLGpJhVkM/nI0mSyDRN/hkAtbS00EMPPUT79u2jUCjkIlO0GkXCmMpkRDNDSJS4jz76iNatW0cXXXQRf5fYGMcyOJ+yBDISn3zySVqyZInrRUwFlkLgcMaAqFbFmY+mpiZu/amqSosXL6YHHniAtm/f7pI4ZsRYllXUMmXGz969e+n3v/89XXTRRa4+nT2f5SUYDLqGC2wcO9kEjsvZKEmSREQ0MDCAvr4+fPPNN4zYgj1nhkM8HgeQm/B1HIdHrem6zmc/YrEYTNOEoig4ceIEAPADtdrb2/HVV1/hueeeA5Bb5zh//nzMnz+fHzrCZs1TqRRCoRA6OzvR2dmJcDjMF17mL4EGTi1UzWazrtkXFhY4HWJ6wHyWf/rTn7hk5Hf0kiS5+hB2bSL8hV6nUiRIVVUyTZNkWSa/38+HVIZh0G233Uavv/46tbW1cQub/W6sBpFnKlREIpGgxx9/nKs7VihxsOvz+fiYz2s300SlUggUy8gaZX19PS1cuJAOHjxIqVSKVq1aNe4G67kKFeH3+6VkMkm6ruOxxx7jk6DRaBQ1NTVIJpNcJcqyzKeXyl0NmaaJaDTKdz3WNA2WZaGurg6PP/44LrjgAgC5iW22LkTTNL5aebxrMD2dcPP5fJLjOCRJEtatW4dEIoFgMIihoSEA4CeDsjC8cicPyBFjGAYymQx0XUc6nUZ1dTXuvPNO3HbbbZAkSUqlUiQGM3t5zLvnM6ayLEvJZJLS6TSeeuop9Pb2wu/381AEMYKZtdZyh23bXKuYpom7774b9913H6STFhzbO1xV1YLzOWickWoTMuXNJLG2thaPPfYYTpw4wa1SFiMj5R2GVa4IBALckjZNE2vXrsW6desQDAb5PclkEqlUihPN9ovJZrNTuwET5aZemPd+xowZvENmMxpTPZVixAQCAdI0jR588EHq7++nTCbjEqtIJELXXnstt1SZm3CseZkQK3Q4ZLNZ6ujooNWrVxOQGwCzAXGpoYmTmU5HILOmf/GLX9DAwABREZ0YiUToxojyWaIAAAMySURBVBtv5GGZsiy7nAKjzcsZJRDISWI8Hqfnn3+eFi9ezN1jAFwz2aKZXWyKibVa5jtFCRU8Fk+IpmkuF59hGC7frZjfWbNm0ZtvvklEuRn7YuUfGhqiG2+8kf+u1KkoVg9i2Zn36d133yVggvrAfLDOnIho7ty5ePrpp7F9+3akUim+OYCu665oZnHla35fqarqiBuqjxbseZZludbwM6TTaR6vSic3KgoEArj44ovx5z//GRdeeCEv43CQZdm1ggnI9Z+JRGLEvOXXg23bCIfDk7e2kvkiN23aRJdddplLjYqt3DRNV3hCIBAoOgM+XgnMl0LmSBelrrq6miRJcqm93/zmN9TT01NUZeZjcHCQrr/+ejJNc9QODHHSvLa2lnRdp5kzZ55ZFVoMbI5u48aNdNttt3G1kl+h+cYOc1exQCIvCNR1nXuJxHeJU1xMda5cuZLeeecd6u3tLYk8IOduXL58OSeEzeizGZaRkmEY/N2sbs4991zauXPn5BLIQETU3d1NGzZsoFtuuYXq6+td0idWYLHW63UfyKxETdP4+6qrq+myyy6jV155hdLp9LB93XCIRqN0++23F8x2lJJ/nOyDFUXhjfziiy+mjz/+eGoQyMBU67///W+6+uqrCzpv5lcVW6OoXsZLoKqqpOt6QQjk8uXL6a9//SuPrxlL2Wzbpscee8y1RKGuro4CgQCPahsuBYNBamho4Nqgrq6OfvzjH9Pnn39OADDldhlIJpNkmiZCoRB27NiB1157DXv27MHhw4f5PSyE3auNElRVdS1GueSSS7B69WqsXLkSra2tqKmpOa2RcjqcnGzmofmqqpZ0Wjhz0bHdnyRJ4hswSePN1EQjnU6Tpmk4fPgwDh48iEOHDmHv3r344osvEAqFEI/HS14lNRzYRrcLFy7E9773PVxxxRU4//zz0djYCF3Xp3T9AFNQAkfCSS2Lrq4u7N+/H0eOHMHnn3+OcDiMrq4udHV18d3hmdefDU1kWUYwGMSMGTMwf/58zJs3D42Njbjyyisxc+ZMzJgxgx0AVlZ1UlaZzcfJ5V4Aih/AxT5LJ/e4YUlEuRFWwTTD/wNqyF6Uc2LJHQAAAABJRU5ErkJggg==","detection_approach":"prominent_color_detection"},{"index":19,"position":{"x":1036,"y":2,"width":109,"height":175},"scaled_width":19.1,"scaled_height":30.67,"actual_filled_area":402.89,"bounding_box_area":585,"exact_perimeter":98.77,"approximate_perimeter":92.29,"convex_hull_perimeter":85.01,"perimeter_pixels":563.6639969244293,"original_contour_points":128,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.61,"compactness":0.519,"perimeter_to_area_ratio":0.2452},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":20,"position":{"x":868,"y":2,"width":160,"height":172},"scaled_width":28.04,"scaled_height":30.14,"actual_filled_area":334.1,"bounding_box_area":845,"exact_perimeter":115.71,"approximate_perimeter":108.7,"convex_hull_perimeter":96.47,"perimeter_pixels":660.3158005400394,"original_contour_points":355,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3136,"perimeter_to_area_ratio":0.3463},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-14 11:37:47"} 
[2026-04-14 11:37:47] local.INFO: Nested area calculated {"data":{"nestedArea":11821.6394},"timestamp":"2026-04-14 11:37:47"} 
[2026-04-14 11:37:47] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"dd62e8ee-3fe4-472b-a39b-ff55f0446785","height":22.78,"width":19.98,"perimeter":108.43,"area":282.35,"image":"data:image/png;base64,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"},{"id":"112dbf11-b2c0-4b3c-bbec-d8e323eb2022","height":29.61,"width":10.69,"perimeter":83.35,"area":127.11,"image":"data:image/png;base64,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"},{"id":"7c1ff5b4-6498-4df7-9d2e-450158259ccd","height":30.14,"width":24.01,"perimeter":106.87,"area":180.85,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAI0AAACwCAYAAAAyuu3WAAAABmJLR0QA/wD/AP+gvaeTAAAFpUlEQVR4nO3bz2vTfADH8U/SpE3aDkTGQBERRRAFQfAu6Mk/xH/Mq2cFr+LZq168iqKItGxtfnzzfQ5b8mwXx4eVp9vT9+vSsrUhTd/JN8s3kwBT0j+JMcZtrggutyRJhlYy6TiYd+/e6f3795rP56rrWnmeb28NsXVpmqppGi2XSz18+FCfPn2KT548UZIkSSZJTdPow4cPev36tZIkUdu2OhUWdlCMUTFG1XWte/fu6devX7p165akkyNNmqY6OjrSnz9/hjcRzW47fbby+fNnffnyRaPRSJKUSseBlGWpoigYliBJKopC4/F46KHrOl27dk3SyZGmbVuFEBRjVAhhe2uKS2O9Xkv6d8SpqmpoI5Ok0WikGKO6rlOe58NYht2VZZmk42Gq76OqquPf9S9q21ZN0wxv6scv7Ka2bTUajRRCUJqmijEqTVNJJ9F0XaeyLLW3t6emabRerxmmoKIodHh4qCRJhpFIOjkRzvNcVVUNwQCSdHR0JEmq61rj8Xj4ebqtFcLVRTSwEQ1sRAMb0cBGNLARDWxDNE3TaDweazKZbHN9Nqq/ql2W5ZnrDJuYlC2KYpiXybJsuOxeFMWFl30ZZFmmGKPyPNd0OlUIYdiewzRC0zRarVbDVMJVvzXi9NR+CEEhBE2nU1VVNVzZvIj1eq0kSZRlmUaj0TBX1z9e9e2X57natj0zvXRmGqGvqP+gaZpuZMNuU5IkCiEoSZLhiwwhqOs6berO1n5PXK/XijEqSRJ1XTdcdr/Kqqo600FZlmrbVtJJNE3T6Pr169rf39f3798lXf0Jy/52xX64Xa/XwyztJkwmk2Ev7IOZzWbDXE2/V15W5x0J27Yd7qc5ODjQgwcPhiE4k47H4RcvXijPc/38+fPM5NRVVRSFFouFZrOZYoz69u2b3r59u7Fwuq4bZoDv3r2rp0+f6ubNm1qtVmdmhC+r86Kp61rz+VxZlunGjRt69uzZsANmJwtI6rqOjx49Gm4qP32bxFU0nU61XC41mUxU17W+fv2qjx8/DjvFRfXbJ89zPX/+XK9evdLt27clabih7TI7L5r+qFJVlWazmfb398/+N4Ikjcfjq33mdo7FYhFDCJpMJqqq6sJfan/eEmPUnTt39PjxY5Vl+b/ehr3LfQzdoPl8ruVyOXzRm1LXtYqi2JlgpB2K5vfv39rb21NVVRv5c7i/DXIX7Uw02ByigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYiAY2ooGNaGDbmWjyPFeMcXjcpK7rNrq8yy7b9gr8V9I01eHhoWKMKopCTdNcaHlZlimEIEnD467YmWhms5nyPFdVVeq67sJHhzRN1bbt8HyX7Ew0P3780MHBgVarlUIIKsvyr68/bwhrmkZZlmk6ne5cNMm2V+C/Utd1fPPmjRaLhZIkUZL8/aOfF83poenly5e6f//+zmxLwPYPCzzf6LsTJsEAAAAASUVORK5CYII="},{"id":"d1c0f458-e6a2-4945-a6b0-110abd7bbe82","height":30.67,"width":18.93,"perimeter":98.58,"area":399.89,"image":"data:image/png;base64,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"},{"id":"9d38410f-e95e-4fe6-b81b-b195587c304d","height":30.67,"width":18.93,"perimeter":98.63,"area":397.36,"image":"data:image/png;base64,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"},{"id":"37166a54-81e0-4583-adc3-a5f86ecebf47","height":30.14,"width":28.04,"perimeter":115.71,"area":333.03,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKQAAACwCAYAAACB8sXMAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1d61MVZ5r/9fVc5SJqIETHKMYYEvAWbwRjME6MiaJxdjazVTPZ3Zraqd1U7Yf5sH/A7lRtbW3VVG3V7Ox82JqtTHbKxKhsIEFFxRtKNKBovIdESFRERBHhXPp097Mf4H3TfUDow2ngHDi/qreAQ5/39Ol++rlfgAwySCEIk30CqQYiovH+DEEQMtf9CZAn+wRSBUREV69exe9+9zt8//33ME0Tfr8f0WgUoigmvX80GgUR4b333gMRUYYoh0eGIAcRDofxn//5nzh48CA6OjogiiJUVUUkEoEkSUntbZomDMOALMvQdR2/+c1vXDrrDKYsWlpaqKioiAAQABJFkRRFIQAkCEJSS1EUkiSJANCaNWvo22+/HXe1IF2RvCyaAujp6aHa2lrcunULgiBAFEWYpolYLObK/rqug6mmFy9eRFVVFaLRaIYoh0GGIAGEQiEcPXoUoihCkiQuokVRhCwnr9UwHVRVVYRCIVRXV7uil2YwBUFEtGfPHvJ6vTZxzX53Y8mybPsZDAbpyy+/pFgsluGScZj2Rk1vby+OHz8OAPD5fNA0DR6PB8AA5wSQtFHDxLUgCJBlGaZpYs+ePXjhhReS2jeDKYibN2/S4sWLyev1kiAInKsxg4b9TGYx48bKKWfPnk1Xr14l0zQzXNKCaa3IEBF9/PHHaGtrg67rtv8xg8YNw0ZRFBARdF2HKIrQdR3d3d3YtWsXNE1Lev+phGlNkF1dXTh9+jRM00R8gGY8/NaKosA0TQiCACLCmTNn8N1337n+ORmkIYiI6urqKC8vj2RZthkyVh8ikhTXsBgzzHCSZZlkWaZAIEAfffQRGYaREduDmLYcMhaLoa6uDt3d3UM4pCAItpUsdF2HIAhcLWDGTX9/P44dO4bHjx8n/RkZpDm6u7tp2bJlJIqijRMKgkCiKJIkSUP+l8xiXJLtqaoqAaDnn3+eLl26lOGQg5iWHJKI6NKlS7h+/fqw/7dyRbeSf5gjXBRFEBF3L127dg0NDQ3o6+vLECWmKUHeu3cPu3btQiQSgWmaADCsiHYzE43tZRgGFEWx/W/37t1obW117bMySCOEw2FqbGykp556ijwez5BECCauWTKEW8u6Z1ZWFn+NGTpVVVWkaVqGS043EBH94z/+I8mybHNWj7Q8Hg8B4HofWz6fb4hlbv1bkqQn7m99AADQtm3bqKenZ9oT5LQT2f39/bh48SJ3VjsRy0ysG4YBAJBlGZIkIRwOPzH5gohgGAZ/z2i4fPkyTp06hXA4PO2JctpA0zQ6evQo5ebm2nIdkaD4tYYTmQ8zXvSPtoeVQ7Lcy3/4h3+Y9qHEacUhFUXBJ598gocPHyIWi8Hj8Tg2XFiChdXomT9/PojIlkrG8inZcU78mKZpwjRNnDx5ctr7JKcVQXZ0dODIkSMJv485slmuJBFBURRs3boVOTk5AMDF/1hDkKIoorW1FXV1ddNabE8bgjRNk44cOYKOjg4A4AVcTkBEvC7GNE3ouo6FCxdi8+bNeOmll2wckh3LCNMJB2ZRnHA4jA8++ADhcHgM33BqYNoQZHt7O/bt28ezdxINCTLDhoggSRLWrVuHkpISbN68GR6PZ4jYTgTWfMuTJ0+ipaUlofdPJUwLgjRNk65fv44zZ87weHIoFEoo8ZZZ04qiwOfzYcWKFSgoKEB5eTm8Xi9UVYUgCJAkyUacTkoVdF3n5/Lo0SM0Njaiu7t72ortKQ8ior/8y7+k7OxsAkDZ2dmkqqqtbGGkNWPGDJt1/KMf/YiampqIiKizs5N+8pOfkN/v575JZjnH+y2ftKzZRpIk0QsvvEDNzc3TkiCnBYcMhUK4du0aL0mIRCLQNA2RSMRRERfT6VjRV0FBAWbPng0AyM7Oxtq1a7l1HQ6HuQ6paZqj/XVd53mShmHg1q1bOHToEKZjWtqUJ0gioi+++AJXr16FYRgQRdFmzDgVqexYwzCwcOFC5OXlAQA8Hg82bNgAVVU58YmiyPd1qhYwSx4YqPOpq6tDT0+P8y86RTDlCTIcDuPDDz+EpmncZQOAJzgkUkLA6rWLi4uhqio3dBYuXIg5c+ZA0zROWIy42DEjgREtI3xJknD9+nU0NzdPSK+hVMKUJ8j29nYcOHCAV/sREVRV5dzSCVRVBTDAxQKBAEpLS7mIBoBgMIiVK1cCGKhctDYGcBI6NAzD5sMkInR1daGmpgaRSCTh75zOmNIE2d/fTw0NDbh37x68Xi8nDkmSeHSEEdtIYIQSi8WwZMkSFBUV2TifJEl44403uF7Jul6w2hknYNEdQRBgmiY0TcPRo0fx7bffJvq10xpTmiC/++47fP7551xvZP5BK9dxQjDMd2maJtavX485c+ZwA4S9v7y8HMuXL7dVKTolSKu+aQ07trW14eDBg+jv7582YnvKEmQsFqOOjg6cOXOG/Q2/3w9ggAizs7MhSZLjMldmtLz88svIysoaUkH4ox/9CEuWLIFpmlAUhWcTOQHjikzUe71eAAOZSYcOHeLegQzSGERE77//Pm8AMNKCg8wcDPoI79y5Q7quExFRLBYj0zRJ0zTSdZ2OHz9OkiTZambGWpPDcjU9Hg/96U9/ouli3ExZDnnz5k2cPXvW1UL8xYsX28oPJEni0RlJkjB79mysWrUKgD3U6BTx5ROGYUDXdezbtw/379936VukNqYkQRqGQYcOHUJLS4sjt8toYG6ZiooKBAIB/np8itnTTz+Nbdu2cX+l05i2NWVtOKI8ffo0rl27Ni1cQFOSIEOhEKqqqhCLxVxpe8d0zoqKCvh8PpuxYs3uycrKwsaNGzFjxgyeJ+mEKK3NqIY7PhQK4dChQ0l/jwwmAUREjY2NlJeXx2thktUhAVBxcTHduHGDiIgMw+B6pK7rpOs6xWIxIiLq6emhVatW8X0T0SFZBnl8bY6iKLR06VLq7OzMcMh0xGeffYbe3l5X93zxxRcxa9YsAEOd3cxdQ0SYMWMGKioqkJWVBSAxHTI+yZeFIGOxGL7++mtcvnx5yruAphxBfvPNN6itrYUgCI4TcEeDz+fDunXruNsIsBf+s58s+lNZWYmnn356TJ/1pIxzwzBQVVWFR48ejWnfdMGUIkgiopaWFly9epUbM8ynlwzy8vLw0ksv8UamVl2POcgBcF1y1apVmD17Nm8RPRqe1EfIqlvquo5PPvkEXV1d0HV9ynLJKUWQjIuwHozAQFTGKgqHW4zLMZcOIzxggKDLysqwePFiAAPJGpIk8f0Nw+AlsSxJNxwOY/v27fD5fNzaVhSFE5yVSOPT0+KJk71f13V0dXXh97//vWvN+FMRU4og29vbceHCBZ51AzgrJ5Bl2eaqISKetROJRFBeXo7s7GwA4EQXXzNjjZV7vV4sW7YM8+bN44Ro1Q2tLqH4RqnDweq6OnXqFNra2hxekfTDlCHIUChEe/fuxddff8071TJDYzSwEKBpmpBlGZqmcZeNJEnYtGkTAoEATNPk3C2+wpBxMcYxV61ahVWrVvHkjfjzYE71RHHp0iWcPHlyylYmThmCFAQBf/zjH21dJpyO9BguXYyIEIvFUFxcjPnz5/Pj4j+TTecCYKs29Pv9qKio4NzRNM0hhWCJjBxRFIWfW01Nzbh0+E0FTAmC1DSNbty4waIZnCslmnzr9Xo54bAb/tZbbwEYIFBr0u1wDndJkvgxhmGgrKyMu4qYGsD0VCeimkEQBK43qqqKhoYGfP31147fn06YEgQJAFVVVfB6vbyCjxGM1UAZCVbfItMn8/PzsWnTJq7zsT1ZKaz1eAC2OHd/fz8WLFiAsrIyHm606o6MazqBNWfTMAw8fPgQn3/+OXp7e6ec2J4SBHn9+nV8+umnnDtZJ7g6FW1ENCQ7e+3atViyZIlNtDKCt7p7rAYOe83j8UAQBOzcuRNPPfVUUt+PcWerTlxVVYVvvvkmqX1TEWlPkERE586dw7Vr19DX14cZM2ZwI0UURUclAFaXjNfr5dzv5ZdfxsyZMznni59/aHX9sL/Z53k8Hui6jvXr12P27NnDZqY7LQDTNA0+n89mVDU1NeHy5ct49OjRlOOSaQ1d16miooICgQCvcWax4ESGHlmHGimKQvn5+fTFF1+QG/jtb3/L8yNlWeY5k07PDfhhgoN1n5KSEurq6ppSBJnWHHKwGy46Ojo4Z7L6CBMp4oqPtmzYsAGLFi1ypa3z8uXL8cwzz3CL3Fr64NTSZudn1UG7u7tx4sQJTKWZiWlNkKIoYt++fbh9+za/YfFE6DT9y0rEuq6jsrISM2fOTMgafhJWrlyJ1atXc+J7UprZSLCOFGG4d+8e9uzZ42ov9AySgKZp9NJLL9lEdHwzUTgUiex9Ho+HAoEA3bx5k6eXuYE//elPvCWLLMuO26wgLoXNOnwJABUWFtLt27enDEWmLYfUdZ2am5vR1tbGfXw0OE8QcC6uGZghFIvFsG3bNhQUFABIfhIs23vTpk28TDaRmnArWKMC4AdOeefOHRw5cmTKZJOnLUEahoH//d//5Slm8WWpibh9mA7JHNvvvfeeK4PbGTRNQ35+PtasWQNVVW3uISeEafV/MoJkYU4iwkcffYS7d++6dr4ZJIhoNEr19fVUVFRk6xqGQbHGRntYpxyMtKzvXbp0KXV1dZFhGKRpGpmmmbS4ZmL/k08+ofnz53Mx7NTatqoe1oxy9npOTg79z//8D00FLpmWHFJVVdTW1uLevXs2n6OVG8a3JxkJhmHA5/MBANasWQOv18t9mG7EjCVJgqZpePXVV1FQUMB7mzttJBBf+BXfC6inpwd1dXVTon47LQny/v37aGxsRG9vLxdbsViM31xrSM4p05AkCbm5uXjnnXf4DbdmiCcDXdehqipycnKwfv16fk7WRqUjweqMt+rJ1nM/efIkLl26lPbJu2lHkEREDQ0NuH37NoDEkhRGQl9fH7Zu3YpFixbxJAu3wDicaZrYuHEj5s+fzzmy0zk2I8EwDHR3d2Pv3r3TrjnVpIOI6Be/+MWIU7LGumpqasgwDCIiikQiruiPDKy7RSgUol/96le2KWBuLEEQ6LnnnqNbt25lOORE4u7du2hoaEjISnWCuXPn4sUXX7Q1fkqke9loYD3NfT4ftm7dyvd1w60EDOjVbW1t+Oqrr9LaBZRWBElEdOzYMXR0dPAMbbdu6Ouvv47s7GxuDLF93RLdVkNk9erVPOnXrQeKJX5UV1ejr6/PlT0nA2lFkD09Pdi/fz90Xbdl4CSLQCCAt99+G4FAwEaIVsJMBkSEYDCIWCwGSZKQl5eHLVu2AIArBVvMoU9EOHz4MC5evJi2XDKtCLKxsRGNjY28dR3gjlHAYs3WTrmAcwvdKaz9e3bs2IH8/HxX9rUmD9++fRvV1dVp6wJKG4I0TZPOnz+P7777jk/UcqPmGhggSBYqZBwrft5MMrCqF5qmgYiwbNkyPPvss65EhFjUBgDnkmxiWbohbQjy8ePH2L9/Pw8Ver1ex45rxvms4UT2e2FhIX7+85/z1iuKoiAajSY0Gm40xGIxrlowLhkIBFBeXo5gMAgA3A3EjkmkKlEQBF4pCQAXLlxAfX090nEgfFoQZCwWo5qaGty8edNWQw04I5j4jGuWpODz+bBp0ybMmTPHRhCyLLsqtuN7mTMu/Nprr6GgoICX4Fr9lYnoxuwcZVlGOByGruvYvXt32ortlIdpmrR161YC7JOykICfLhgMDknnkmWZPvzwQ965jMHqf2R+yWTA9mcx7XA4TERE0WiU/uZv/oa8Xi+Pv1vPOf7vkdZw7z979iylm3GTFhyyq6sL58+fB/DD1CsGJ1awz+dDX18f1zmJCB6PB3l5eSgpKeEjQ1h9tlVUuqFHyrIMwzBs6oamaVBVFZs3b+ZNCOJFtdPPlmWZ1217vV7+/s8++wz9/f1Jn/9EIuUJ0jAMqqurQ3d3N2RZ5uM2rNnXo8Gqv7ElCAIqKyuxaNEiABjSYJQZTm6BBuvF43XTtWvXYu7cucOeg1OYpsmJnYUOZVnGvn378P3337v1FSYEKU+QPT09+POf/4xwOMx9j9bRbU6IJhqNQpZlhEIhzg0FQcDPfvYzrju6aVXHQ9d1Pt2LNS9gVYkFBQUoKyvjUx2ssflEHwjWf4i5lq5cuYLm5mZEIpG0EdspT5Dnzp3joz3YzSIizhGc3jQmrplBUVpaitLS0mHfzxziTnsDJQImvoEf2qns2LEDc+fO5Z+X6IPBjmffjSxZT9XV1ejs7HTxG4wvUpog+/v7qbm5Gf39/VAUhUdoWBTFWk89Epj1yWYder1ebN68GVlZWUOysDVNG1P62mifDwy4rqxTxNj5vPLKKygoKOD6cKKDO9leoVAI2dnZvLGAJEk4fPgwOjs7M/XbbuDy5cu0Zs2aMfUEj18sQ9vr9VIwGKRz586RpmmkaVrSVnSyMAyD/uM//oNycnKGnPNYvmv8eu+99yhd2q6kLIfUNI0aGhrQ3t6e9F6BQIBzwkgkgh07dqCwsNDW/GkyIYoiVq5ciSVLlgAA7wVk1ZWTwbFjx1y5jhOBlCXIaDSKTz/91JUQWHzz0p07d2LWrFkpU89smiaWLVuGdevWAYDrln57eztOnDiBBw8epMYXHgEpS5BtbW1oampyZa++vj6urxUVFeGFF17g7hU3kjOSBYskvfLKK/D7/a77Dj0eD/bs2eNadv14IiUJkojoyJEjro72YLU3O3bswOzZs20dxSYbLKy4cuVKLF261Ja860aRGRGhoaEBFy5cgGmaKc0lJ/9uDIOHDx+ipqbGteRbljABAG+//TaftGWNH08mRFFEOBxGYWEh3njjDd6BzdqRNxkwz0FNTY0LZzu+SDmC1HWdjhw5ggsXLrg2bYCJqqVLl+L555/nPkY3B3MmC8YNN2/ezLPJ3dRxfT4fDh8+jObm5pTmkilHkJIk4eDBg+jr64Omaa5YwTSYsb1+/Xqe7gU4b2Y6EVBVFbquY+nSpXj22We5juuGSiGKIvr6+nDt2jXU1tamjDGXFrhw4QLNnz+fVFVNqL8jm2vIFvM7sr/nzZtHp06dItM0KRqNToa70QbTNG2LaKDSkWign+SsWbN4RtJoftj4/w93PLs+RUVFdOfOnZSlyJTikERE+/fvR3d3NwzD4IkUTsASVK3VgsyClmUZ27Ztw6JFi2y+x/iozGQhPrtn7dq1yMnJQTAYdMUyZhnroiiivb0dX375ZcrGt1OKIFnsta+vj98cpyn+NBgDVhTFJpJYk9C33noLs2fPRjQatRF5KoltZsQtXboU5eXlrjW8osGUOlaZuHfvXjx8+NCVvd1GyhAkEVFTUxMf7cEIxYlhw9wmLBYNgA89IiIUFhaiuLiYO5oZ92RTuVIB1tneXq8XP/vZz1z1GzLi9ng82L9/f8pOA0slgsSuXbt4Pp+maWNy+zAR7PF4YBgGDMPAzp07kZ+fDyLiA9gTzRYaT5imaRuMZJomXn75ZbzwwguufQYjbr/fj66uLpw4cSIlre2UIchvv/0WBw4csFmVTqsKrZWCgL3PeDAYxM6dO4ekkpElRWuywYhF13XOKT0eD959911XKiuZBS9JEo8C1dbWpmR8OyUIkoiovr4et27dGsIZnfYItx4rSRIn0pdffhklJSW2fVlzUqf7jzes582gKArefPNNXp6bDBjnNQwDmqZBlmU0Nzfj008/TbnKxJQgyHA4jFOnTvELxm5MOBx25DOL99XRYBQmKysLq1evRk5ODneGh0IhLiJTBWy8McsqZ78XFhaOeRC8Fdb+l2yyWV9fH2pqatIivj2hiMVi9Pnnn/POskBizephyRtklYWsMnHBggV05coVMgyDDMMY1veXCojPyWR/R6NR+q//+i/y+Xykqir/nqwzsNPrxPyx8ZWaOTk5VF9fT6k0WXbSOaQsy/jiiy/Q3d3NX7PqdYlEKliTpWg0yg2DZMe6TQSsflHgBxGuqiqWLVuG0tJS6LrOIzc0KAGcZiqxGYtW1UAQBPT09KC2tjaluOSkE2QsFsOhQ4fw+PFj/hrFzaEeDfFzX5jL56233kJOTo67JzyOsDry2e8lJSW8MRVgf0ApgRAgK24D7J07qqqqcPPmzaTP3S1MKkESEZ06dQpXr14FANuwc+ugdId78fdLkoTFixdj7dq143DW7oMRitURzr63z+fDj3/8Y+Tk5Ng6WjAul0i7FbYnmyYGAN988w2OHj2aMtPAJpsgsXv3bvT29g4p2LKOwnACNoELGOA0lZWVyM/PTwkrejRYCdJKcDTYtL+4uBhLliwZMqfGaUNV67Wxgj3ABw8etEmoycSkEuTly5dRV1fHL6qmabZyA6f6Iw1WILLqu2AwiHfeecfWoyeVYW16YO2ewVYwGMTrr7+OrKws/h7r7O3RwDgrU2XiH/aWlhacO3cOhmFMOpecNIJ8/Pgx7d+/H99//73tRjC3BLuAiXIAwzCwevVqLFmyxLUE34kA+55WLmlFZWUlCgsLbcTk9IFlhMuiQVZ/LAB0dnbio48+SonOu5NGkJFIBKdPn+YXlt0QK0E6BauNYZ0bysvLIUkSFEVJqSTckcBCpqzSkEVtAPB+kk899RT8fj8nKKclDowDWwnYqiIZhoH9+/e7WjKSViAiqq2tpaeeesqRL220fD+2hyAI9PTTT9NXX31FsViM5xcyP2Sqrnj/aPwyDIOi0ShVV1fz6Q1sCOdYF7t2oijyQaB/+MMfJt0n6d5AvwRx4MABPHr0yJVYMutooes63njjDRQUFNgs1lQo5EoGgiBAVVWUlpZi6dKluHjxIvr7+3nhWrKVk0yKVFVV4bXXXnPjlMeMSSHIu3fv4uDBgzzjJlkIggCPxwNJkrB161bk5uZyAwdwpw/5eGI0XZfpx7NmzcKGDRtw+fJlAE+2nhMF09WPHj2KpqYmRKNR8ng8qW8NugEiot27d5Pf73fcKsRJir4gCDR37ly6evUqF9PpAl3XR10Mhw8fTlpcI05kszIJAPS3f/u31NPTM2lie8I5ZDQaxe7du7lV7QZYitZLL70E0zTR19cHXdf5Z6S6tT1aokcoFILf74csy8jNzUVWVhb3Qsiy7EpjARo0Lk+fPo2LFy9C13WSZXnCueSEE+Tly5dx7NgxbuGxEoNkwGpjWltb8c///M/Iysqy1eSkusge7ft7vV6Ew2FkZWXh3r17ePDgAe856ZbaI0kSDMPArVu3cODAAZSXl7uyb0pD13X613/9VxJFkTweDwmC4KiycDSRzSrq4isPnb5/spckSSMuZgWzbB2/30+qqlJubq4rIlsURa4GCIJAK1eupM7OzkkR2xPKIbu7u3HixAl4PB5eJehGMwBmJTJrWlEUzh2tExtSFaOdn2EYCAQCfAxKJBLh9UNOgwcjwdry2jRNXLlyBdeuXYOmaaSq6tQ0boiIdu3aRYWFhba8PLcnumZW4otJqZkzZxIAUlWVfvrTn9JkdEubMAedYRg4dOgQ7t+/b3siUykXb7oiFotBURQ8ePAAwIDEaWpqQktLCx4/fjyhRDlhBHnr1i0cPnzYpoSnUhnBdAfzRLB78u2336K2tnbC1Z0JIchoNEqHDh3C7du3efyV6Y9uFcNnMHZIkoRIJMLzCNj9OXjwIO7fvz+h5zJRBIk9e/YA+GHs75OyWjKYeDAuGIvFeKmEIAi4ceMGjh8/PqHJuxNCkO3t7WhqauJJp6zlCZAaddEZDDQQYOFW5pMkIvzf//3fhIrtcSfI3t5eqq6uxuPHj7kB4/F4hsxUyWDyYM1EZ8QI/FCANzijfEJu1LgT5IMHD7Bv3z4AsKXfs/rrDEFOPhRFQSQSgc/ns80ij0aj6OrqwsGDB21VoWkLIqJ///d/J7/fTx6PJ6Hppk7XZEdZJmKxaMqT1pOuiVvXOD8/ny5cuDAhnGNcTVwiwpEjR/gEVyuHjD/OCeLfx5TvVI/EJIvRro9VH6fBwjA3Jc/jx4/R0NAA0zRJFMVxjdyMK0FeuXKFZY7wiyRYipcAOLp41hIH67Hs93hCnWoY7fsxAyT+OrLrnKzhGAqFUF1djcrKyqT2cYJxI0giot/85jcIh8O2C2IlSKdTBuIvtvUGuc0NUhFj+X5uPqREhLNnz6KhoQFERMI4coBxM2q6urrw8ccfIxwOD5mkBYC3A3FKkFaIosiHS1oL5qfqss75ftJi14JdF+s1dgM9PT3Yv3+/K3uNhHHjkO3t7bhx48awfcITfeKtrggAvBFpBgOIlx5WBuCG9GB7NjY24ptvvkl6v5EwLgR5//59+v3vf89rgJmOw5Aox7c2WGIcg4n8VBl+NJlgfdXZ9bDq6m6k37G0vra2Nuzbt29cs8nHhSDv3r2LvXv3wjCMIU3orYaI0yeYOdEFQYDX64Xf7+dFXVNdf3QCSZKgaRoikQjC4TDPoHfr2rD9DcNAbW0t3n//fVf2HQ6uEyQR0b/8y7+gtbX1iS4ZJ4aIVeyw0XCCIGD58uX45S9/iUAggL6+Pt5CZSpjNAnApIWiKDh8+DD++Mc/2rwYo71/tHthddedPXsWn376afpUJj5+/Jh27NjBHbNjdYbHO4WBgaE///3f/502w8gnGuFwmFpaWqi4uJiXPQw3eCl+YZR7Yb0HiqLQL3/5S7p9+3bq3wMiopMnT1JhYaGNsJAkQbLXNmzYQK2tral/ISYRuq7T3/3d31EgEOAElCxBsn3Yz6effpoOHDhA4xHfdtXtYxgG9u3bh87OTt47xg09RlEUeDwerFu3DgsXLnThTKcuTNNEZWUlz210a4ApE/uSJOHOnTs4cuRI6ns6Ojo6qKioiD+VTGyMZcVzyPz8fKqurh6Xp3Kqobe3l8rKyhyJayccklU/CsIPfZRWrFhBd+/eTV0OGY1G6fz582htbeVuGreeIFEUUVFRgbKyMox3LHUqYLhKhTMAAAvrSURBVMaMGfjpT3+KnJwcVyQUcx0REXRdh6qquHbtGr744guQy24O1wiyo6ODZ4UzMWEYhiuNnkzTRFlZGR9tkcHIEARB2L59O+bOnevKfvGMhYgQiUSwa9cuXhiWcmhsbKTCwkLy+/0EgCvVY11WkZ2dnU0tLS0ZUZ0AiIh27txJwWDQFaNGGGxowN4TCAQoKyuLLl26RG523nWFQxIRHT9+HH19fbzxJlOCWR/r0WBta6yqqq3H9saNG1172qcLQqEQfvWrX/FRdSwQ4fF4+HVNJLAQn23V398PwzDwwQcfuOoHdoUge3t7cfz4cd44XZIkXq7gxMqzppfJsgxN0/hsPq/Xi1dffdXWXzuD0REIBITnnnsOq1evtuVLWqsLWX8gp4gvW+7v70dTUxO+/vpr1847aYI0TZNOnTqFEydO2HIeWf21kyfQWtNhvUCCIGDBggV44403oChKxphJEPPmzcNrr71m65UJgGcGJQpr9Ie9v7m5GZ9//jn6+vpcEdtJE6Smafjoo4/Q39/P2+KxhNxAIOB4H0a4VgXaNE1s2LABCxYsSPY0pyUEQUBZWRmys7O5uAbs/cyddA5hnNEq7Zix2tvbi71797p96mNHa2srFRYWkqIoQ+bvOTVsWHiRRQPYHn6/n/bu3Uu6rmcMmjHi/v379O6775IsyySKos2IYf3KR1vDdZWz7uX3++ns2bP06NGjpO9TUhwyHA7T2bNn0dXVxZMcZFnmhgx7EkeDNV3KipKSEpSWlmIyGmdOFeTl5eG9995DIBCwzaoBnKlTgJ0zxtfvsP/v3r0bfr/f5bNPEK2trfRXf/VXpCgK52qsupA9PU7dCtaoDosI/Nu//Ru5pZtMZ/T29tKKFSuGcEbrfRptseOGq3SUZZmKioqora1t8jhkLBajW7du4eTJkzBNE7quIxAIIBaLcT3Qaj2PBmbMMFeEoijYtGkTgsFghjsmiWAwiIULFw4ZBh+fOD0SmH3AkoBZGQkwYDO0traipaVl8qaBERH90z/9kyuxUsA+d0WWZVqzZg1FIpEMd3QBbCb5nDlzSFEUHrxw0r3YyWLScfv27XTnzp2k7tmYOeTdu3dx9uxZ17KSmb7JsoReffXVlG9Wny5QFEUoLi5GSUkJiAjhcJh3GXaj+xxz2TU1NeHkyZMTP1mWdcNlVnSyHNJ6jKqqVFhYSA0NDZnMHhdBRPTb3/6Wc8VgMMh1QiTJIVk2EAD6i7/4i4nX+03TpJ/85CecXbshsq3K8o4dO2iiO7dOB1y+fJmKiopIkqQnDggYy2IiW5ZlmjVrFl28eHHM925MIru9vR2NjY1j/cxh4fP5eKu+LVu2TL4LYQpi0aJF2LJli6upgcAPItvj8eD+/fs4cOAAQqHQmIgyYYIkIjpy5AgePnzoao9wFnYsLi5m01wz1vU4oLKy0haTdiM9kPmP2fzF2tpahMPhMe2V8Nm0t7ejpqbGtdR4hlAoBEmS8Oabb2LevHmu7p3BAFRVFZYvX47i4mL+mhuZOqZp8rCkKIpoaWnBl19+CU3TEuaSCRGkYRh0+vRpnDt3jqc1uQEmnmVZRllZWaYZ/jgiJycHa9asgSiKrqlF1mQLTdPQ09OD+vp6x5G6MSMSidDPf/5zUhSFPB6PKxYaBg0aSZLo2Wefpfb29owxM44gImpubqbc3NwhM4KYYSlJ0pC490iL0YEsy9xYKioqoqNHj1KiJQ4Jsbienh6cP38epmnyTqtugO1TWVmZyXscZwiCIMybNw/btm3jYjYeifqWmQ5pmiZPO+zu7kZdXZ1rsxiHIBwO065du8jr9drcOW5wSZYSf+LEiUxmzwSAiOjPf/4zj9hg8B7Ed+ZNNA+B+SJZuUNJSUnCdfSOOaSqqvjggw94fJpljbjBJRVFwfz58/Hcc89lMnsmAIIgCM899xyeeeYZXt5ghbXVjZNGXsyFxN7D6OL69es4ceIEEmEyjgny5s2bOH36ND9BWZZdqyrUdR0bN27MiOsJxIIFC/DWW29BluUhHY0TBaMDlt7GXIHRaBSffPKJ+72XWNjJmgDB2LQbAfpZs2ZRXV1dwgpwBmPHoD+ZZsyYwUN/w4npRFutWMW2oigUDAbp6tWr7nLIq1evorq62tYFi/kh3fBHvvnmm1ixYgUEJ/IhA1cgCIJQWlqK0tLSIZ2NEwXrAcqkpjVho6+vD3v37oXTbPJRCZKI6Msvv2TzkxEMBrkeOWvWrIRPfjhs374dM2fOdGWvDJwjLy8PP/7xj11p+GoVyyynNRaLwev1orq6Gh0dHUl/BoABgqyoqODZIdbMbqfi2tqST5Ik/j5RFGnWrFnj0iMmA2dobW2lhQsX8nsU34/JiRdltOQan89Hv/vd7xypZCNySCKic+fO4c6dOzw2OVall2Ucs/4w7Pc333wz0yJlEpGXl4d169ZxS1nTNN4KmjUVSBbhcBhHjx7F7du3Rz12VJFdU1ODjo6OpLNDrM5T9rfP58P27dsTKpfNwF1kZ2dj06ZNmDFjBveYWKc3uGVnHjt2zFFzqhEJ8sGDB6ivr0d/fz8AexF/ou4exhVFUYSqqiAiLF68GMuWLcv4HicRoigKK1aswKpVq/iIFXaf3YqyyLKM7u5uHDhwYFTG9kSqIiI6c+YMbty4wYt6rOI2EYJkvilhsF84O6mKioohhUcZTDwWLFiArVu3cm7odnoau9/19fWjjhV54qfFYjEcOHAAPT09vAY3vkrNqcOTef49Hg90XYeu6/D5fFi/fj3XLTOYPPh8PqG8vBwzZszg95k5y90Q2ezes+DKSJGbJxLklStXUF9f/0SOyIYXJfIEWWemvPLKKyguLs74HlMECxcuxKpVqyAIA6OjWXjYLR2Stdepra1FZ2fnE48blpqIiK5fv44bN27YupIpisJHmSUS64zPbwwGg9i4cWNGXKcQsrOzsWHDBuTn5/PX3Kr6VFUVhmFAVVU0NDSgra0N4XDYOaUbhkF//dd/PcSHmMyy9pFRVZWam5szvscUw+3bt+n555+3+Zedhg5HW36/n2cXvf/++08s4hvCIU3TpPr6ejQ0NECWZdeywlmIUVEUrFy5Es8884wr+2bgHmbOnIkVK1Zwzsi8IclCEASEQiFOA8ePH8f3338/7LFDqE0QBHz88cdobW2FqqquFHGxYjDWl/Ddd9/FnDlzkt43A3ehqioqKytd9wszphaLxaCqKi5duoSqqipnlYm9vb30/PPPEzB8G7axLLaPqqo0c+ZMV5oSZTA+6OnpoY0bNxLwQ809XKABVi6hqiqJokgLFy4cfSIbEdFnn31Gubm5jnsHOlnWDORXX301kxWewiAi+sMf/kCiKJKqqkPqbsa6WIxcEATKysoiAMNWCNhEtqZp2L17NzRNG3Nd7XBgiZvBYBBvv/32+FejZTBmCIIgbNmyhVvbbqhsiqJA0zQAAz7JUCgEAPj444/568PizJkztswPwL3eLwDo9ddfp6+++irDHVMcuq7TL37xC9c8LIzLsrodDFrdzz77LJ05c2Z4DslChQ8ePLBl57iRfp6dnQ0AKC8vx+LFi5PeL4PxhWEY2Lx5M0RRdKVGnk17YH0/gYEMoLa2Npw9e3b4yE0sFqPXXnvNZoSwtHa4ZNScP38+U6aQJrh79y4tXbo0oYZhoy1BEMjj8fD9cnJyqKSkhO7du8dpQgYGGgDs3bsXnZ2d8Hg83A9lGAaPPyeDaDSK5cuXY86cOZlQYZogNzcXGzduxJUrV2y+yCf9PhKsVYnWDKKenh6Iooj6+noQEXHaICJ65513XNUb49evf/1rikajGe6YJiAiOnz4sG32+ViX1+vlfejZT8Z5ZVmm0tJS3lNSBoBHjx7xtCBZlm3yXtO0UWOaoz0pL774IioqKhyPmctg8iEIgvDgwQPasmULPvzww9GOHfH/4XCYO8eZx0UQBN6b/tatW+jq6gIwSJA+nw+//vWveatfTdMQiUSQk5ODcDicNEEWFBSgvLw8I67TDLm5ufj7v/97LF++3PZ6/G0c7bYy5iYIAhffrBCMteSxJnVkkEHK4P8B53BLKmEW/i8AAAAASUVORK5CYII="},{"id":"00966933-aea0-4f1d-a7a5-b9971d11bf90","height":21.73,"width":19.98,"perimeter":112.91,"area":167.83,"image":"data:image/png;base64,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"},{"id":"a99639e4-9adf-4375-b6e7-125d6b6cb89b","height":22.78,"width":19.98,"perimeter":108.67,"area":282.24,"image":"data:image/png;base64,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"},{"id":"d47cad4f-7f26-4b80-aea6-3df2b04377be","height":29.61,"width":10.69,"perimeter":83.14,"area":127.17,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEEAAACtCAYAAADvcRK8AAAABmJLR0QA/wD/AP+gvaeTAAAN6UlEQVR4nO2dS2wbVRfHf/Pw+Jk0MWmgFDVVC0Q8W8QCCVjw3BXBCsGWBbtKICE2SKxhjYAdRUiwQC2llAqpL6lARRGClkSU8MqjgappkyZ1E8czY/t8i+RexolTO2TsNp/uXxrFdjwz9/7mnjvnnrm+B4ywrncBohIRKRQKHD16FMdxeOqpp8jlci0vo9vqEzQjEZGZmRm++eYbjhw5wsGDB9mxYwcPPPBAW85/3SH4vi8DAwPs27ePI0eO8Oeff3Lp0iUcx2FmZuZ6F6+1EhEZHR2VEydOyHPPPSf5fF5s2xbXdQWQfD4vp06dknaU5bq0hAsXLsiRI0c4dOgQX3/9NYODg5TLZTKZDMViEYBcLkc6nW5LedoKQURkeHiYDz74gM8++4yhoSHm5+epVqsAlEolACzLolgsUi6X21KutkAQERkfH+fDDz/k4MGDnDp1isuXLxMEAdVqFcu6vjeplkO4cuWK7Nu3j8OHD3Ps2DHGxsb0FfY8D4AwDFtdjGuqZRBERE6dOsU777zDgQMHOHv2LHNzc6TTadLpNHNzcwRBgG3brSpC04odQhiGUiwW+fjjj9mzZw9DQ0NcuHCBSqWCbdvMz8/r79q2/f9lDsrbO3z4MMePH2f//v0MDw/jeR6VSgVAd4BKjuPgOE7bOsCVFAsEEZHTp0+zf/9+vvrqK4aGhigWi1iWRRAEpFIpSqUSlmWRy+UIggDf93VfcL1bQiwaHR2Vl19+WfL5vAACiOM40tnZqd8Dkkgk9OtkMinZbFYAsSxLALFtW7/v6emRH3/8cf04S6Ojo3zyySc19m5ZFoVCoeZ70buA7/v4vh/H6desWLrmYrFIEASILFy49da8Y4GgbndRCOr1elAsEJZ2cCKi7wQ3gh/QSLH0CaqiUQhK68E0YrlMjuNgWVbdCq8Hs4gFgogsMwHVOpY6SDeiYjEH5RGu17tDLBAsy9LjAFi4+uvBDJRu/K67DTIQMBAAAwEwEAADATAQAAMBMBAAAwEwEAADATAQAAMBMBCAmCB4nqdjCa7rkslkFg6+GGFSobeVNhHBtm08zyORSCAiJBKJtj2tjgVCoVAgmUySSqWAhRA8UBNouZaSySTVapVSqaSDMWEYapitViwQLMvSD1XV39WE2JaG5R3HoVQqEQRBHMVrfP44DnLrrbcCC9NtVIUSiQTlchnXbRzBm5+fx3EcUqkU5XKZSqVS07JarTVDEBHxfV83Xc/zmqr4CsfSr9PpNOVyGWlDsFKXdmRkRMbGxgjDEBGpmTtQz65Vcz969CgHDhygXC7jOA6VSqWmBZTL5YamYVmWjljDgnlMT0+zd+9epqamOHbs2DVBNOp3CoUC+XyeTZs20d/fj7WkQBZApVKRt99+my+//JIwDPXskXQ6TbVaXfaEaenroaEhJiYmak7sOA6Lx26qfxARDc6yLMIwZOPGjdx///16Wt9/VRiGdHd3s337dt566y26urqWF6hcLsuLL76o5xAkk0k9x4DI/IKVNsuyauYWqPdqf/XZShuLcxPURE7XdfXchVQq1VQZrrWp43Z1dcnPP/+8rFW5sHDVOjo6sG2bMAxX/fBEPYFSr6N/l75eSdVqVTfrcrms7zJqbuNaFD3W1atXl/3feIwYCICBABgIgIEAGAiAgQAsQhARPa63LAvP8/R75fk1UjqdrvEvstksAJlMpmE8QQ2UEokElmX957HHSkokEgArjkpdqHWBRUT7+47jaOdpJZcZFhwd3/cREZLJJL7vawclOsFzJakpv2r84bqu/iVMtVptOKRu5IypOmSzWXK53LL/a+SVSgXHcRAR7e8rCFGPsJ7U3GVYGEX6vk8QBDo61IwHms1mmZ2drfEW1zpmiEpEmJ2drQvUVV9QFbdtm0qloj+Da89FVJO4VYXVSVTIrFlFC5dIJEgmk7qFREeYK5XhWkqn04RhuOI0Ym0O9cYNCky9VrD0M2Uyvu/rsFoQBDiO03Coq0B6nqdhRKNVjSrZ6Pizs7PAwo/L6vU3LizYZC6XI5/PIyJks1k9+So6sKlXeTUEnpiY0IV1XbcpM1JSJqQghGFIGIZ0dnaSyWQa/h6i0TlUf7Bz5056e3uX/3/xIHLmzBl++uknqtWq7tkXIzu6d613UhHh5MmTvP/++zXmFG1BzcYTUqkUYRjqzvG1115j69atJJPJa+7b6A6mzKq/v5+HHnpoWVBlzapWq3L48GFJJBJi23bN+F+N4xvFE1zX1d9lMY6RTqdlcHBQ2hFeW7OzZNu2VSgU9DMC1fmoFgH/xhtW2lRILjoLNpvNEgRB/FetXh1afYL1IAMBAwEwEAADATAQAAMBiOn3Duoer9xry7LWxS9elExLwEAADATAQAAMBMBAAAwEwEAADATAQAAMBMBAAAwEwEAADATAQAAMBMBAAAwEwEAADATAQAAMBMBAAAwEwEAADATAQAAMBMBAAAwEwEAADATAQAAMBMBAAAwEwEAADATAQAAMBMBAAAwEwEAADATAQAAMBMBAAAwEwEAADATAQAAMBMBAAAwEwEAADATAQAAMBMBAAAwEwEAADAQgxsyhNQddzOnQ7AJ09dZxi2YfbbViOYuqtFKza64pLV1Pqt6ab61US1GrlT4b6XqnW41tHdDoYnP1Uis3u2/0GO2CE0tLUGurAqvqC+pJVX7d9QldXV2k02lgbXmko4vhr7ZfWYtigdDb20tHR4deg3GtIKrVql6Zrx2KBUJ3dzeZTEYvDhldaqiZJl3P9qML1rZasUAIgoBsNquXHK5WqzqfU7N2rfZTazhfuXKFsbGxOIrXULFAuFaWn2bu9dHv+L6P4zhks1muXr1KpVK58VfmVFKLQi+9tTXr8KjVwqNLJQ8ODrblDhHLGZLJ5LJVcFfTOUaXNVYA5+bmOH36dBzFa6hYIHR2drJ582bg39vbalzeaI76qMbGxhgcHKRUKrXUJGKBkMvl2LRpE7Zt6xagKtRMcxYRPM+rub0mk0kmJiZ47733Gi5ZvFbFAsF1Xaurq6uuq9usWUTXhrZtG9/38X2fvXv3cujQISYmJlrWGmLrdaJXa+mIshkpnyCRSOjbpGVZTE9P8+abb3L8+HGKxaJUq9VVwRARCYJATpw4Ie+++64UCoVl+8c2Qvnhhx/kscceY25ujnQ6rVMarLQW/GqUSqXo6+vj4Ycf5umnn+aRRx5hy5YtK67pLCIyOTnJ77//ztjYGN999x2nT5/m77//5sCBA+zYsWN5WrQ4ND4+Ln19fTqNmnKY1FLocainp4f+/n527tzJfffdx5YtW+js7KS7u5tyuUypVKJQKHD+/HnOnj3LmTNnGB0dZXJykqmpKQD27NnD888/Tzab1XWPbSh9yy234LouIqJX8452lGuRWuh+cnKSyclJBgYG6O3tpaenh2w2q3PYBUFAsVhkZmaGyclJLl++TKVSwXVd3SJ/+eWXprOXrFoiInfffbdek91xnKZzyzXabNvWueZs29b55JrZL5FI1OSe27Vrl/i+X3NlYusYgyDg0Ucf1R1cdC33tSoaaosGXGzbrsksqLIBJBIJ7YCpVqn2v3DhwrJkF7FBEBGeeOIJPM+rOenStAj/Ra7ralOrVCo1uSeiMQg1/I5eCFjoWJPJJI7jcPHiRUZGRtZcphX1119/yR133FGTZjEuk6i3qSaeTqd1s1ebZVnieZ6k0+lln3/00UetMQeALVu20NfXRyqV0k02DpNYKeaogi/z8/OEYYht2ziOozvBIAj0rdrzPJ0NdXp6mqi/ESuEUqnE7t27dY8cNYVkMqnt13GcVbnC1wq3RT9TUOp9LwgCnVrp7NmzrQ3iTk1NybPPPitATVNMJBJ1TWNpM27F5jhOTSaRxx9/fNWe56okIvLpp59Kd3e3ttullY7CaGWfoTbXdXVKWNu2ZdOmTRKGYesgAMzMzMgrr7winucJoAugCqR8iKWAWrmpcyWTSUmn03XHELFKRGRgYEBeeOEFSaVSkkqlapLmsthLR+G0Y0skEvpu8ttvv7UWAkAQBDIwMCC7du3SLQLQr9UtrF2Vj547lUrJF198oSHEm44vIs/zLBGR3bt3k8vlOHnyJP/884/28tr5wBUWHCflRJXLZX799VdERNqRXQgRkeHhYXnppZckk8nUvULt2KKtzrIsefXVV2V2drb1JqEkIvLHH3/IG2+8Idu2bVvWN6gB0tKBkWVZNQm6l36v0b7RpN/qOCpp95NPPikXL14UaKE5RGVZliUi8vrrr/Pggw/y+eefc/LkScbHx3Vad2Um0YRYlUpFO16LMKNg6zpQyrNUpqbSuqkYhxpQpVIpPZBqC4TFwlkAc3Nzcu+99zI4OMjx48f59ttvGRkZoVQqLcvlqLzOIAhqKquALR1ERV1r5T7btq2P29HRQV9fH9u2beOZZ56hu7t7Yb/WV7++KpWKnDt3joGBAb7//nsuXbrE6Ogo586dY3JykqtXr+rCK3c3qugcCPUYP/rgxvM8NmzYQEdHB/fccw+dnZ3cfvvtbN++nf7+fu666y46OzstuI4QlERELl26xMzMDOfPn+fcuXOMjY0xMjLC+Pg4ly9fZmZmhlKpRLFY1GBUpVXFOzo6yOfz5PN5Nm7cyNatW7nzzjvZvHkzN910Ez09Pdx22224rksmk2lNjDFOTUxMyPT0NFNTU8zOzjI3N4fv+3q0qK5+tOlnMhlyuRypVIpUKsWGDRvo7e3l5ptvviHreMPpf7/txRCpEOzGAAAAAElFTkSuQmCC"},{"id":"94bcc570-1c7e-48c2-a4d7-ff906c09bbb5","height":30.14,"width":24.01,"perimeter":106.77,"area":180.83,"image":"data:image/png;base64,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"},{"id":"4f4627e8-c316-4654-abd8-232372e7f71b","height":30.67,"width":18.93,"perimeter":98.58,"area":399.8,"image":"data:image/png;base64,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"},{"id":"b30cb3e2-e39e-47f9-9b92-0b6896240013","height":30.67,"width":18.93,"perimeter":98.38,"area":397.59,"image":"data:image/png;base64,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"},{"id":"1d6ef24a-61a0-459e-8530-d79354e02206","height":30.14,"width":28.04,"perimeter":115.71,"area":333.18,"image":"data:image/png;base64,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"},{"id":"7b634ad5-0e83-44ad-913e-4d0927d4b80b","height":21.9,"width":20.15,"perimeter":113.95,"area":168.09,"image":"data:image/png;base64,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"},{"id":"08f42d9c-29b6-4d77-9a49-5bab3a444214","height":22.78,"width":19.98,"perimeter":108.12,"area":283.81,"image":"data:image/png;base64,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"},{"id":"455dd0ce-6fd0-4394-b104-8bea68312b41","height":30.67,"width":19.1,"perimeter":98.77,"area":402.89,"image":"data:image/png;base64,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"},{"id":"cd231997-9e23-4f67-a017-56212d785d65","height":30.14,"width":28.04,"perimeter":115.71,"area":334.1,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-14 11:37:47"} 
[2026-04-14 11:37:47] local.INFO: Number of letters detected {"data":{"noOfLetters":21},"timestamp":"2026-04-14 11:37:47"} 
[2026-04-14 11:37:47] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":2174.8300000000004,"perimeter_in_feet":181.24},"timestamp":"2026-04-14 11:37:47"} 
[2026-04-14 11:37:47] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[168.01,282.35,127.11,180.85,399.89,397.36,333.03,167.83,282.24,127.17,180.83,399.8,397.59,333.18,168.09,283.81,127.14,181.95,399.2,402.89,334.1],"actualFilledAreaSum":5674.420000000001},"timestamp":"2026-04-14 11:37:47"} 
[2026-04-14 11:37:47] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":39.41},"timestamp":"2026-04-14 11:37:47"} 
[2026-04-14 11:37:47] local.INFO: Average character height calculated {"data":{"avgCharHeight":27.979523809523805},"timestamp":"2026-04-14 11:37:47"} 
[2026-04-14 11:37:47] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":1802.0,"originalHeight":746.0,"ratio":2.415549597855228},"timestamp":"2026-04-14 11:37:47"} 
[2026-04-14 11:37:47] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"315.77","otherDimensionOfSign":130.72},"timestamp":"2026-04-14 11:37:47"} 
[2026-04-14 11:37:48] 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=\"30314\" height=\"12549.524972253053\" viewBox=\"0 0 1802 746\">
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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":1408,"y":574,"width":61,"height":169},"scaled_width":10.69,"scaled_height":29.61,"actual_filled_area":127.11,"bounding_box_area":316,"exact_perimeter":83.35,"approximate_perimeter":79.34,"convex_hull_perimeter":68.47,"perimeter_pixels":475.63961030678956,"original_contour_points":75,"approximation_points":14,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2299,"perimeter_to_area_ratio":0.6557},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEEAAACtCAYAAADvcRK8AAAABmJLR0QA/wD/AP+gvaeTAAAOkUlEQVR4nO2dy29bRRvGf+fq2E7qpEnDpU2UUgrqohWwAAESandI7CoWsGDDhg/xb8CCHe2qiAUUgRBiUVQpSpGgJLRQqlZcSkFUbUKbW3OhaS6Ob+cy36LM9NhxYrc+dlJpHsmy49hzZh6/8847M++ZBzQwNrsCUQghRC6X48cff0QIwTPPPMOOHTuaXke72ReoB9lsVriuy5kzZ/jmm28YHBxk37599PX1teT6m07C6uqquHXrFh9++CE///wzV65cYXJyknQ6ze3btze7es1FEATC930xNDQkXnnlFdHT0yNc1xWGYQhAdHd3i3PnzolW1GVTLMH3fXH69GlOnjzJ+fPnGR0dpVAo4Hme+oxhGAjREg5aS4IQQkxMTHDkyBG+/PJLrl+/TjabJZfLYZomQggMw8AwDPn5ltSrJSSUSiUxNzfHV199xdDQECMjI4yNjQGQTCZxXZdSqQSgyBBCEIZhK6rXfBKWl5fFyMgIJ06cYGRkhD///BMAx3HwPI98Po9lWZimSRiGqhuEYfjgkxCGobh06RJHjx7lu+++Y3h4GMdxsCyLIAjwPA/HcRBC4Pu+eg2t6wYSsZMghBDLy8t88cUXfPrpp1y8eJFsNqtM3LZtTNNURABkMhlyuZz6DNzpFqZpxl29qoiNBNn477//nhMnTnDq1CmmpqbwPA/P88osAKCtrQ0hBMVikaWlJdVg2QUeOBKEEGJ0dJTjx48zODjI2NgY+XyeIAjwfR/DMAiCoOw7hUKhsoyy10EQrPlOsxALCfPz87z77rucPXuW0dHRNX261X38XhELCZOTk5w6dYqZmRn1nmma2LaN53nKB2xVxNLp5ubmyGazACQSCWzbJgxDfN9Xpr2VEQsJ+Xwe3/cBVOPhTujbSgd3v4ildmEY4rquarBstBwOZRi8VRHX6IBhGCrKk46wWCzGUXzTEYslRON8IUSZJQBYlhXHZZqGWEiQjhBQzlC+3uojA8REwoMOTQKaBECTAGgSAE0CoEkANAmAJgHQJACaBECTAGgSAE0CoEkAYiJBrijLPcX7WVOUaxCpVAq4syrV3t4eR/VqIpblNbmPKJfWomuK97rnUCwWsW2bVCpFPp+Po3o1EYslyNWkRjZUTdPEcRx838e2bQzDaFm6TiwktLW1rfu/eleahRBqnzIIAkzTpKOjI47q1URsPiGaYSJ9QvS9WkgkEgC4rovneeRyuQ3JjROxkCAbAHd/+ehzPUTIhVrXddX3HMeJo3o10TAJQggh9xykX6j0D/X4CJmu43kebW1ttLW1tcwxqtFhbGxMzM3Ncfv2bQzDIJFIqH1E2RA5DMpGWZbFTz/9xNmzZ9dsrUef66rIf7tVxWIRy7KYnZ3l9OnTfPvtt3UVEk3tiWa+ybr39vayfft2ent7SaVSZaZpwJ2cwmPHjvHxxx+TSCQwDEPtGYRhqDZRZL4B3BkWDcMgm82yuLjI+Pj4hpWsRYjcxvM8jyAIaGtr4+GHH6a7u5tEItFw/pLruvT39/PBBx/Q09NTRoKyhF9++YWLFy+uW0i0b8v+ats2QRDEst0mu4NEoVBgfHyc6elpgiCoSUItv2NZFpOTk4yOjq75nyKhs7OTZDKJ7/vqonJnyTTNsp0loGxXKa4NV9kl5LUMw1hDzv3C8zzGx8dZWlpae135IgxDPM9T5g6Ubbc7jqOGPkkU3N1+jyPdTpIvy5IWF93kXQ+1ri9zpKqF9IoE27bVkCTzCWWmiSSoGqTzbNQaZBJntDEy30leZyNIv7UeLMsil8tVtSz1zVKpVPYLA2t+lWh6nWVZa7biG4HMY6gcYgGV+rcRoha8Htarp13tA9XGdtu2y/pqGIax7jZHGyGdcKVVbIRaM1chBIlEQgVjUSgSotNg2bjoLy/jBfl+lCQZ6jYC2R2guqOt1d3q8Ukyl7IStqxANJFCBkTR/MPoFLnSSuLw4NFuJ5+jgVmjQ+RGSePKEorF4rrjfWU0Jp+jF250dIhawv2UVcsvWZaliK2EIsFxHJV5DneHPiEElmWp96uFxHHECbKMagTUMwmrp7usF3SVOcboByrzD6VpVnOacYwO1bpD9LlRJywde9X/yRfSL1RGgtUaXY31RomIOsWo74kmfG+EenyGvNWgEmWWEL39Rr7eqJ82Kz/xfqytVl3kFL1aOWuCpWp9XYab0k9U/lJxhMzVrC6aHBrHCNTb20smk1nzftkEqrOzE7gbM1ROqaOmKqfVMsqMO3HTNE1c11W50vUEQxvBcRyefPLJqjecGv8VIC5cuMDc3BwLCwvqS7LBlmWpBsuVYBk8dXR08MMPP3Ds2DF190rUt0QJrNUI2W/lr/7++++zc+dOfN+vGundCxKJBLt27WLPnj1r1hMahhBCDA8Pi3Q6rW7stCxLAAIQpmkKQBiGseFDfk4+9/T0iOHh4ZbcKNHwGqNhGMbq6mrDFZHBTDQ9uFWJ4bHsQDU6b6hWRivzoWNL9W8U0hlLCCEa9gP1IrYE70Yhh19pAZ7ntexWgdh2oBqFHH3k0Lze3L8ZiIWEuG7vkRYlhCCfz7fMEmK9Q3ajTZd6wt7omqJt2y1zjjpTBU0CoEkANAmAJgHQJACaBECTAGgSAE0CoEkANAmAJgHQJACaBECTAGgSAE0CoEkANAmAJgHQJACaBECTAGgSAE0CoEkANAmAJgHQJACaBECTAGgSAE0CoEkANAmAJgHQJACaBECTAGgSAE0CoEkANAmAJgHQJACaBECTAGgSAE0CoEkANAmAJgHQJACaBECTAGgSAE0CoEkANAmAJgHQJACaBCAmEtY7NO5BQWzKoQ8yNAnE3B0eVGypg2U2C7HUfqurBdfCljlsajOhuwMxkTAwMMDu3bvLdCCkBEq957LJLiV1oEzTJJlMxlG9moitO1RqykdP/a8HQghSqRSrq6sYhkEul2N6ejqO6tVEbI5R/pLSGuTxwPUK30SVARzHoVAoVNViaAZiC5akkFUjI8Xq6iqu66rDKRcXF8nlck2PxGIjob29fc3JvfIE8HoiSkle9Kzmy5cvt8QvxEKC4zg88sgjAGsUQOoNqYMgIJVKlR1r+Ouvv8ZRvZqIhYR0Ok1/f/+6Kj31Okc51MruNTk5ycjICGEYNrVLxEJCKpWit7d3XQWveuOIXC5HOp3G9308zyObzfL555+zsrISRzXXRVyyaMb27dvVLx7VkopqRGyEdDpNGIbqzGbbtllZWeHkyZMMDg6ysrLSNGuILd7t7OxUjfV9X3ULefB1Lchjj6PyCo7jMDs7y5EjR/B9n3/++UcMDAxg3MO0NQgCUSgU+P333zlz5gz/+9//yGQy1cWwGkV/f7/qy/erERXVkfB9X0Wd58+fZ2FhgUOHDvHyyy8zNjYm+vv7sW27auFhGIqlpSWuXr3KRx99xLVr15iYmGBoaIhDhw6t+XxsCwELCwuiv7+fXC6nBK1kw+rpDlEFAaksJI8tllqSruvyxBNPcPDgQZ5++mk6Ojro6upiYGCAbDaL53ksLy8zPT3N33//zR9//MGVK1eYnZ1VgdfRo0d58803aW9vV22PzRK2bdtGe3s72WwWwzBwXZdSqVS3OEV0KE0mk+pceKnQIU/2v3z5MteuXWPnzp309PSQSqVIpVJKs2p5eZn5+XlmZ2dZWVlR3wXIZDL89ddfzTsA1/d98cILL6gz3BOJhLBte83Z7us9TNNU57hHH7IMWabruqpMx3FqlifPl08mkwIQhw8fFqurq2VONrY5sGEYPPfccyrCk5KH9aLa8GrbtlIJkKNMVOdBhumZTIZEIlE2FEslATmvkd+bmZnh1q1bZdeJjQTTNNm/fz87duxQ792LXouUX7MsC9d1SSaTBEFAEARKbyZ6wrcU3g2CgKWlJYrFohLzq9SgkPo1qVSKmzdvcunSpbiavRaLi4ti7969G5rpZj1kt0qn0+KTTz5pTneAOyb44osv4nke27ZtA+5KFmw2ogdrT01Nsby8rIiIlYSuri4OHz5MZ2dnmSzhVtiXkMGb53lcvny5uSK9c3Nz4rXXXlPmV83jb/bjwIEDolQqNe+XCcNQfP3112LPnj1K5iQ6zG3WwzRNNVR3d3eL6GJN7MvEpmkaL730Eq+++qoKYuqZOzQb0ZEln88rgR9o0tZ8V1cXr7/+Om+88Qa7du1qxiXuGVHZtTAMmZiYUP9ryq6JYRiGEEK8/fbbjI+PMzU1FZsg7v0iqnIqhODmzZutubAQQoyMjIh33nlHdHR0KB+RSqVU6JtIJNT7UgqpMsy2bbssBCbSx6uF25WftSxL+SUZw7z33nuiUCgIaJIlSBiGYaysrIjt27fT1dXF8ePHmZiYUAuz2WxWRYRSWDs6k5QTqGo+pXIZT84814OUUpHR640bN+4u4MTV4PXQ0dFhCCHEo48+imVZfPbZZ0xOTiodeVmxaAMsy1Ka1lGJ96iSYDQGico6Si25qMBvEATYtk17ezuLi4vAnZVsOYdoyU6qYRiG53nirbfe4tlnn+XkyZMMDQ0xMzNT1lflhEeuR0RXriu1LOUEqZqMY1TtWL5XKpXUWmVbW1vZonDLtpMdx1E6dPv37+fgwYOcOXOGCxcucPXqVQqFAoVCYY3pW5al9OIqFQT/K48wDJUMYuVMMwrXddm9ezcHDhzg+eefp7e3F4hxZeleIYQQs7OznDt3jt9++40bN24wNTXFjRs3WFhYoFgsUiqV1AKIVBqPWk2krDXlJ5NJuru76e7uJp1Os2/fPrq6unjqqad47LHH6Ovro6+vz4BNJEFCCCF832diYoLp6WmuXbvG9evX1d///vsv+XyeyclJNbWu5gAfeughUqkUmUyGnp4e+vr62Lt3L/39/WQyGR5//HGSySRdXV0kEomydm86CZUoFotieXmZmZkZ5ufnKZVKWJbF/Px8mT5lVOUUoL29nVQqRUdHB+l0ms7OTmkJW66NWxL/B7M6IX+d1y3nAAAAAElFTkSuQmCC","detection_approach":"prominent_color_detection"},{"index":3,"position":{"x":1036,"y":568,"width":137,"height":172},"scaled_width":24.01,"scaled_height":30.14,"actual_filled_area":180.85,"bounding_box_area":723,"exact_perimeter":106.87,"approximate_perimeter":106.22,"convex_hull_perimeter":90.89,"perimeter_pixels":609.8994949366117,"original_contour_points":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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":705,"y":568,"width":108,"height":175},"scaled_width":18.93,"scaled_height":30.67,"actual_filled_area":397.36,"bounding_box_area":580,"exact_perimeter":98.63,"approximate_perimeter":92.66,"convex_hull_perimeter":84.83,"perimeter_pixels":562.8355697996832,"original_contour_points":126,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5133,"perimeter_to_area_ratio":0.2482},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":537,"y":568,"width":160,"height":172},"scaled_width":28.04,"scaled_height":30.14,"actual_filled_area":333.03,"bounding_box_area":845,"exact_perimeter":115.71,"approximate_perimeter":108.64,"convex_hull_perimeter":96.42,"perimeter_pixels":660.3158005400394,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3126,"perimeter_to_area_ratio":0.3474},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":7,"position":{"x":752,"y":334,"width":114,"height":124},"scaled_width":19.98,"scaled_height":21.73,"actual_filled_area":167.83,"bounding_box_area":434,"exact_perimeter":112.91,"approximate_perimeter":107.53,"convex_hull_perimeter":81.67,"perimeter_pixels":644.3645737753177,"original_contour_points":271,"a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","detection_approach":"promi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WBRUT7+47jaOdpJZcZFhwd3/cREZLJJL7vawclOsFzJakpv2r84bqu/iVMtVptOKRu5IypOmSzWXK53LL/a+SVSgXHcRAR7e8rCFGPsJ7U3GVYGEX6vk8QBDo61IwHms1mmZ2drfEW1zpmiEpEmJ2drQvUVV9QFbdtm0qloj+Da89FVJO4VYXVSVTIrFlFC5dIJEgmk7qFREeYK5XhWkqn04RhuOI0Ym0O9cYNCky9VrD0M2Uyvu/rsFoQBDiO03Coq0B6nqdhRKNVjSrZ6Pizs7PAwo/L6vU3LizYZC6XI5/PIyJks1k9+So6sKlXeTUEnpiY0IV1XbcpM1JSJqQghGFIGIZ0dnaSyWQa/h6i0TlUf7Bz5056e3uX/3/xIHLmzBl++uknqtWq7tkXIzu6d613UhHh5MmTvP/++zXmFG1BzcYTUqkUYRjqzvG1115j69atJJPJa+7b6A6mzKq/v5+HHnpoWVBlzapWq3L48GFJJBJi23bN+F+N4xvFE1zX1d9lMY6RTqdlcHBQ2hFeW7OzZNu2VSgU9DMC1fmoFgH/xhtW2lRILjoLNpvNEgRB/FetXh1afYL1IAMBAwEwEAADATAQAAMBiOn3Duoer9xry7LWxS9elExLwEAADATAQAAMBMBAAAwEwEAADATAQAAMBMBAAAwEwEAADATAQAAMBMBAAAwEwEAADATAQAAMBMBAAAwEwEAADATAQAAMBMBAAAwEwEAADATAQAAMBMBAAAwEwEAADATAQAAMBMBAAAwEwEAADATAQAAMBMBAAAwEwEAADATAQAAMBMBAAAwEwEAADATAQAAMBMBAAAwEwEAADAQgxsyhNQddzOnQ7AJ09dZxi2YfbbViOYuqtFKza64pLV1Pqt6ab61US1GrlT4b6XqnW41tHdDoYnP1Uis3u2/0GO2CE0tLUGurAqvqC+pJVX7d9QldXV2k02lgbXmko4vhr7ZfWYtigdDb20tHR4deg3GtIKrVql6Zrx2KBUJ3dzeZTEYvDhldaqiZJl3P9qML1rZasUAIgoBsNquXHK5WqzqfU7N2rfZTazhfuXKFsbGxOIrXULFAuFaWn2bu9dHv+L6P4zhks1muXr1KpVK58VfmVFKLQi+9tTXr8KjVwqNLJQ8ODrblDhHLGZLJ5LJVcFfTOUaXNVYA5+bmOH36dBzFa6hYIHR2drJ582bg39vbalzeaI76qMbGxhgcHKRUKrXUJGKBkMvl2LRpE7Zt6xagKtRMcxYRPM+rub0mk0kmJiZ47733Gi5ZvFbFAsF1Xaurq6uuq9usWUTXhrZtG9/38X2fvXv3cujQISYmJlrWGmLrdaJXa+mIshkpnyCRSOjbpGVZTE9P8+abb3L8+HGKxaJUq9VVwRARCYJATpw4Ie+++64UCoVl+8c2Qvnhhx/kscceY25ujnQ6rVMarLQW/GqUSqXo6+vj4Ycf5umnn+aRRx5hy5YtK67pLCIyOTnJ77//ztjYGN999x2nT5/m77//5sCBA+zYsWN5WrQ4ND4+Ln19fTqNmnKY1FLocainp4f+/n527tzJfffdx5YtW+js7KS7u5tyuUypVKJQKHD+/HnOnj3LmTNnGB0dZXJykqmpKQD27NnD888/Tzab1XWPbSh9yy234LouIqJX8452lGuRWuh+cnKSyclJBgYG6O3tpaenh2w2q3PYBUFAsVhkZmaGyclJLl++TKVSwXVd3SJ/+eWXprOXrFoiInfffbdek91xnKZzyzXabNvWueZs29b55JrZL5FI1OSe27Vrl/i+X3NlYusYgyDg0Ucf1R1cdC33tSoaaosGXGzbrsksqLIBJBIJ7YCpVqn2v3DhwrJkF7FBEBGeeOIJPM+rOenStAj/Ra7ralOrVCo1uSeiMQg1/I5eCFjoWJPJJI7jcPHiRUZGRtZcphX1119/yR133FGTZjEuk6i3qSaeTqd1s1ebZVnieZ6k0+lln3/00UetMQeALVu20NfXRyqV0k02DpNYKeaogi/z8/OEYYht2ziOozvBIAj0rdrzPJ0NdXp6mqi/ESuEUqnE7t27dY8cNYVkMqnt13GcVbnC1wq3RT9TUOp9LwgCnVrp7NmzrQ3iTk1NybPPPitATVNMJBJ1TWNpM27F5jhOTSaRxx9/fNWe56okIvLpp59Kd3e3ttullY7CaGWfoTbXdXVKWNu2ZdOmTRKGYesgAMzMzMgrr7winucJoAugCqR8iKWAWrmpcyWTSUmn03XHELFKRGRgYEBeeOEFSaVSkkqlapLmsthLR+G0Y0skEvpu8ttvv7UWAkAQBDIwMCC7du3SLQLQr9UtrF2Vj547lUrJF198oSHEm44vIs/zLBGR3bt3k8vlOHnyJP/884/28tr5wBUWHCflRJXLZX799VdERNqRXQgRkeHhYXnppZckk8nUvULt2KKtzrIsefXVV2V2drb1JqEkIvLHH3/IG2+8Idu2bVvWN6gB0tKBkWVZNQm6l36v0b7RpN/qOCpp95NPPikXL14UaKE5RGVZliUi8vrrr/Pggw/y+eefc/LkScbHx3Vad2Um0YRYlUpFO16LMKNg6zpQyrNUpqbSuqkYhxpQpVIpPZBqC4TFwlkAc3Nzcu+99zI4OMjx48f59ttvGRkZoVQqLcvlqLzOIAhqKquALR1ERV1r5T7btq2P29HRQV9fH9u2beOZZ56hu7t7Yb/WV7++KpWKnDt3joGBAb7//nsuXbrE6Ogo586dY3JykqtXr+rCK3c3qugcCPUYP/rgxvM8NmzYQEdHB/fccw+dnZ3cfvvtbN++nf7+fu666y46OzstuI4QlERELl26xMzMDOfPn+fcuXOMjY0xMjLC+Pg4ly9fZmZmhlKpRLFY1GBUpVXFOzo6yOfz5PN5Nm7cyNatW7nzzjvZvHkzN910Ez09Pdx22224rksmk2lNjDFOTUxMyPT0NFNTU8zOzjI3N4fv+3q0qK5+tOlnMhlyuRypVIpUKsWGDRvo7e3l5ptvviHreMPpf7/txRCpEOzGAAAAAElFTkSuQmCC","detection_approach":"prominent_color_detection"},{"index":10,"position":{"x":501,"y":286,"width":137,"height":172},"scaled_width":24.01,"scaled_height":30.14,"actual_filled_area":180.83,"bounding_box_area":723,"exact_perimeter":106.77,"approximate_perimeter":106.05,"convex_hull_perimeter":90.82,"perimeter_pixels":609.3137084989849,"original_contour_points":15,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.26,"compactness":0.1993,"perimeter_to_area_ratio":0.5904},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAI0AAACwCAYAAAAyuu3WAAAABmJLR0QA/wD/AP+gvaeTAAAEp0lEQVR4nO3bvU4bSwCG4W9m7IV1EgwSSJZIESlCaSNFoqPgFrgHuBhugNughI6CKleQmiZSFKUh+G//TkG8URrIJ3yOj+33qQxeYGb17uyCBgkwhdmLpmma0WikLMsUQnjqa7DiYowqikIxRoUQNJ1Oled5G0VHksbjcXN5eanb21tlWba40eJ/IaWkoiiUZZnqutbr16/1+fPn5vDwMEi/o9HNzY0uLi4UQlC3213sqLFwZVmq2+3q4eFBb9++1c7OjsqybDqdTuhI0tbWliaTiabTqSRpMpksdMBYvBCCxuOxJOnu7k43Nzc6OzuTJMVFDgzLiWhgIxrYiAY2ooGNaGAjGtiIBjaigY1oYCMa2IgGNqKBjWhgIxrYovS4d+LHjx+SpE6ns9AB/RtCCOr1enPbxjrbpBZCUIyP111KaWW2yaaUlOe5JLXzy/O8nV+UpLqudXBwoDdv3qgsywUNdX5ijOr3+5IeT0Cv19NwOGw/fqmiKCRJGxsb7edSSu0JXnZVVWk0GkmSdnZ29P79e717905N00j6td0zhKCTkxPFGPX9+/elX23G47HyPNdwOFSWZcqyTF++fNH19bXqup7Lz4gxqq5r1XWtDx8+6NOnT+r3+yux4szmlVLS9va29vb2dHR01M6rI0kxxlBVVTMYDCQ9lrbsRqORtra2NJ1OFULQ169fdXV1NZfvned5uz02hKDj42Odnp5qf39fIYSl3y6bUtJkMmlXzs3NTQ0Ggz//G+HXgct9eTyjaZompTSXC6IoinbFSinp4OBAHz9+XPlzOLMaN+G/cH9//8czyEuUZakQgrIsU1mWSimtTTDSGkUzHA7bB7l5iDG2y/eqPAD/rbWZbbfb1Xg8nttDalVV7S1q9uvpulibaGa3kXmuNrPno1X4M4VjbaLB/BANbEQDG9HARjSwEQ1sRAMb0cBGNLARDWxEAxvRwEY0sBENbEQDG9HARjSwEQ1sRAMb0cBGNLARDWxEAxvRwEY0sBENbEQDG9HARjSwEQ1sRAMb0cBGNLARDWxEAxvRwEY0sBENbEQDG9HARjSwEQ1sRAMb0cBGNLARDWxEAxvRwEY0sBENbEQDG9HARjSwEQ1sRAMb0cBGNLARDWxEAxvRwEY0sBENbEQDG9HARjSwEQ1sRAMb0cBGNLARDWxEAxvRwEY0sBENbEQDG9HARjSwEQ1sRAMb0cBGNLARDWxEAxvRwEY0sBENbEQDG9HARjSwEQ1sRAMb0cBGNLARDWxEAxvRwEY0sBENbEQDG9HARjSwEQ1sRAMb0cBGNLARDWxEAxvRwEY0sBENbEQDG9HARjSwEQ1sRAMb0cBGNLARDWxEAxvRwEY0sBENbEQDG9HARjSwEQ1sRAMb0cBGNLARDWxEAxvRwEY0sBENbEQDG9HARjSwEQ1sRAMb0cBGNLARDWxEA1tn0QP4r+zu7qppGklSCOHJY2fHPaeqKoUQVJbli8e3TNYmmm/fvqnX6+n+/l4xPr3AppSefD/Pcz08PKgsS+V5/uzxq2ZtohkMBjo/P9erV6/08+fPJ499biWKMaqqKmVZpqIodHx8PM+hAqvnH+8H9G1Wt3fpAAAAAElFTkSuQmCC","detection_approach":"prominent_color_detection"},{"index":11,"position":{"x":304,"y":286,"width":108,"height":175},"scaled_width":18.93,"scaled_height":30.67,"actual_filled_area":399.8,"bounding_box_area":580,"exact_perimeter":98.58,"approximate_perimeter":92.58,"convex_hull_perimeter":85.04,"perimeter_pixels":562.5929291125638,"original_contour_points":123,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.517,"perimeter_to_area_ratio":0.2466},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":12,"position":{"x":170,"y":286,"width":108,"height":175},"scaled_width":18.93,"scaled_height":30.67,"actual_filled_area":397.59,"bounding_box_area":580,"exact_perimeter":98.38,"approximate_perimeter":92.66,"convex_hull_perimeter":84.84,"perimeter_pixels":561.42135623731,"original_contour_points":124,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5162,"perimeter_to_area_ratio":0.2474},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":13,"position":{"x":2,"y":286,"width":160,"height":172},"scaled_width":28.04,"scaled_height":30.14,"actual_filled_area":333.18,"bounding_box_area":845,"exact_perimeter":115.71,"approximate_perimeter":108.69,"convex_hull_perimeter":96.43,"perimeter_pixels":660.3158005400394,"original_contour_points":355,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3127,"perimeter_to_area_ratio":0.3473},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":14,"position":{"x":1618,"y":49,"width":115,"height":125},"scaled_width":20.15,"scaled_height":21.9,"actual_filled_area":168.09,"bounding_box_area":441,"exact_perimeter":113.95,"approximate_perimeter":107.75,"convex_hull_perimeter":82.17,"perimeter_pixels":650.2640687119294,"original_contour_points":277,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1627,"perimeter_to_area_ratio":0.6779},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":15,"position":{"x":1491,"y":47,"width":114,"height":130},"scaled_width":19.98,"scaled_height":22.78,"actual_filled_area":283.81,"bounding_box_area":455,"exact_perimeter":108.12,"approximate_perimeter":100.23,"convex_hull_perimeter":68.99,"perimeter_pixels":617.0020920410539,"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":16,"position":{"x":1739,"y":7,"width":61,"height":170},"scaled_width":10.69,"scaled_height":29.79,"actual_filled_area":127.14,"bounding_box_area":318,"exact_perimeter":83.93,"approximate_perimeter":79.6,"convex_hull_perimeter":68.54,"perimeter_pixels":478.9533188057743,"original_contour_points":82,"approximation_points":14,"shape_analysis":{"aspect_ratio":2.79,"compactness":0.2268,"perimeter_to_area_ratio":0.6601},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":18,"position":{"x":1170,"y":2,"width":108,"height":175},"scaled_width":18.93,"scaled_height":30.67,"actual_filled_area":399.2,"bounding_box_area":580,"exact_perimeter":98.69,"approximate_perimeter":92.96,"convex_hull_perimeter":85.1,"perimeter_pixels":563.1787155501906,"original_contour_points":119,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5151,"perimeter_to_area_ratio":0.2472},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":19,"position":{"x":1036,"y":2,"width":109,"height":175},"scaled_width":19.1,"scaled_height":30.67,"actual_filled_area":402.89,"bounding_box_area":585,"exact_perimeter":98.77,"approximate_perimeter":92.29,"convex_hull_perimeter":85.01,"perimeter_pixels":563.6639969244293,"original_contour_points":128,"approximation_points":9,"shape_an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","detection_approach":"prominent_color_detection"},{"index":20,"position":{"x":868,"y":2,"width":160,"height":172},"scaled_width":28.04,"scaled_height":30.14,"actual_filled_area":334.1,"bounding_box_area":845,"exact_perimeter":115.71,"approximate_perimeter":108.7,"convex_hull_perimeter":96.47,"perimeter_pixels":660.3158005400394,"original_contour_points":355,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3136,"perimeter_to_area_ratio":0.3463},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"dataObjects":[{"id":"b597abd5-023a-4c5c-874a-fb06a7b581e3","height":21.73,"width":19.98,"perimeter":112.91,"area":168.01,"image":"data:image/png;base64,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"},{"id":"dd62e8ee-3fe4-472b-a39b-ff55f0446785","height":22.78,"width":19.98,"perimeter":108.43,"area":282.35,"image":"data:image/png;base64,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"},{"id":"9d38410f-e95e-4fe6-b81b-b195587c304d","height":30.67,"width":18.93,"perimeter":98.63,"area":397.36,"image":"data:image/png;base64,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"},{"id":"37166a54-81e0-4583-adc3-a5f86ecebf47","height":30.14,"width":28.04,"perimeter":115.71,"area":333.03,"image":"data:image/png;base64,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"},{"id":"00966933-aea0-4f1d-a7a5-b9971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"},{"id":"a99639e4-9adf-4375-b6e7-125d6b6cb89b","height":22.78,"width":19.98,"peri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"},{"id":"b30cb3e2-e39e-47f9-9b92-0b6896240013","height":30.67,"width":18.93,"perimeter":98.38,"area":397.59,"image":"data:image/png;base64,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"},{"id":"1d6ef24a-61a0-459e-8530-d79354e02206","height":30.14,"width":28.04,"perimeter":115.71,"area":333.18,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKQAAACwCAYAAACB8sXMAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1daXBV5fn/nf0uyY0JAiL7kgiIoogLBtm0KEpB6jaKVmtdPjhOx3bq+KEzrWOXcTrTaf/TTqf1gwtFNkGJIEIiRsEoiwuyuYKIbEK2m+QuZ3v+H5L3zTk3ITk39yS5N7m/mWey3fvm3Hue++wLkEceWQShvy8g22BZFomiiObmZhQUFMC27YzOE0URuq5DlmXE43GEw2EIgpB/388Dub8vIFtARLRjxw7885//RG1tLRoaGlBQUAAi6vJ5oih2+XfDMCBJEogIlmVh0aJFICLKM2XnyDNkGxKJBNauXYv169cjGo2CiCDLcrcS0osEDQaDiMfjICIUFBRg9uzZfl12HgMRtm3TgQMHqKSkhABwUhTF9XNPSFVVAkCiKJIgCHTppZfSuXPnuha7gxh5CdmG9evXo7GxEUCrGpYkCYZhZHyuYRgQRRFEBCLCqVOnsHbt2rzazuP8OHnyJF1yySVcqgmCQMFgMGPpiBQpCYAkSaLZs2cTdWec5jE4YVkWrV69mgC4mFAQBF+YkalqACTLMimKQsXFxfTFF1/kGbITdO0iDgIkk0ls3LgRACDLrRaMIAjcqckUsiyDiFyednNzM9atWwfDMPJMmUc7bNumffv20dixY7k6BUCapnGJhgwlJHOMUk2A6dOn0/79+/MMmYJBLyE3bNiAs2fPAgAsy4IoirAsC4IgwDTNjM9nZ6Q6SAcOHMCmTZvQ0tKSZ0oHBj1Dbtq0CU5nV1EUmKbpi7oGACLizC3LMoLBIGRZhmVZ2L59uy+efB4DAERE27dvJ0mSODkdkN4kQRBIVVUKhUK0ZcsWykvJdgxaCUlEePXVV3l8kJHfEAQBqeFGIoJt2zBNE1u3bkUwGPT9/+aRY6irq6Nhw4b1ujQURZGTU/oKgkCiKFJpaSnV1tbmJeRghmmaVFlZSaIo9ol6FkWRmwSd/X3FihVk23aeKQcrzp49S4888ggP8/QFnU9KAqDy8nL68ccf8ww5GEFEVFlZSSNGjOgzZkQb86UyozNFWVFRkU8nYpA6NRs2bMCpU6cAtBZSMOrMAfETTn5j37PytVWrVqGhoaHX/nceWYqWlhaaMGECAa2ZmL4I+6RKx1QqLCykgoIC+vjjjwe9lBxUEjKZTNKOHTtw7NgxhMNhmKYJy7I42bbdaehHURQuOVVVBQCEw2EAgKZp/DGSJAEA/wrAJXGZBHYS0Cotm5ubsXLlyl541XlkLYiIfv7zn/MctbMs7HzEPGNnoS372/jx4wloz4EzKeh0lph07IrQJq3nzp1LjY2Ng1pCDiqcOXOGIpEIBQIBAkChUKhbhmSM6CyOkCSJVFWlxx57jCKRCD+HMavza3fM6PxwFBQU0BtvvDGo1fagUdlERBUVFYhGo1ylxuPxbp/HiiNM03Sp2LKyMixZsgRXXnklEokEgFaVzKrD2eO6g2VZkCQJuq6jubkZr7zySq9kjHIFg4Yh6+vrsWbNGsiyDF3Xoaqqpxtv2zYUReHdg+x35eXluO6663DjjTfyx7BCCqC9prI7EBECgQB/TlVVFQ4ePJjBK81tDAqGJCJ69913sXfvXpimCcMwYJqmy/noCqzyhzFYIBDAnDlzMGTIEJSXl6O4uBi2bbucou7aY51wVhdFo1Fs2rQJyWRy8IrJgQ4iorvuuquDfei1q1CSJO58iKJIEyZMoMOHDxMR0cmTJ2nZsmUup4ZlZdjvunNoUq9l1qxZtGvXrkHJkINCQiaTSbz//vsAWnukBUHw3FUoSRIsy+LhHVmWMWLECIwZMwZEhGHDhqG8vJz/DWhVvV4nXjApbRgGV/f79+/H7t27MZidmwELIqKXX36ZVFXt4AWnQ8wzB0CPPvooERGZpkmmadK+ffs6hInSaX9gnryqqiRJEimKQtdcc82g9LYHvISMxWKoqqqCrutcarGvXu08VvHNHl9aWsobtyRJwtChQzFixAhXsFtRlLTsSAbbtmFZFs6dO4ddu3YNOik54Bny22+/xVtvvcV/ZgzDugG7A1PvLPxTWFiIq6++2tVvU1JSgmuvvdblWZum6UltO8NEAHjx7qlTp7B69WpvL3IAYUAzpGmaVF1djdraWgDtNz81XtgVBEHgzV+2bWPy5MmYNm0af24ikYCiKLj99tsRCARARBBF0XOvDDsXgMtDj8fj2LJlC06fPt2Tl56zGNAMeerUKd5zDbSraK/MyMDUMwDMnj0bF154IW/UYmr61ltvxahRo9Lu52a92kC7KcH+19dff43t27cPKrU9YBmSiGjv3r348MMPeSGE03bsydxHSZKwYMEC1xmqqsK2bQwdOhTXXHMNgPbsjpc4p/M6bNt22Z22bWP9+vW8TTePHEY8HqeHH36YgPbGf0bpeMDOWOGwYcPo9OnTZBgGERH/alkWERGtXbuWxxPTKWNzxixTq9iHDBlCL774Yr7FIZcRi8Xo+PHjNHbsWAqHwx2C3Oymew3/MAYuKysjIqJ4PM7DPgzRaJRqa2vpoosuIlEUPVUSpZ7vLLaAI1h+7733kq7reYbMVRARPfvssx0kY0+IMUggEKCnn36aiIiam5u5ZLRtmzNmU1MTPffcc5zxkUam5nykKAoFAgE6c+bMoGDIAWlD1tfXY+vWrb6NQhFFEYWFhXzybSgUAtBecMt8joKCAsyfP58/12uuvCsIggBd17Fq1apB5dwMGBARVVVVnbfttCckSRJNnz6damtrub1omib/PplMkm3b3K4cM2YMybLsqR7Sy/8GQJdffjkNhoKLASkhN2/ezFsSMgXLZV9xxRUoKSmBruu85cE5mEoQBMTjcciyjGXLlqWVz+4KrF7ywIED+Pjjjwe8lBxwDPnll1/i7bff5r0vmYLFFOfMmcNrF0VR5L9ncx+duP/++6Fpmi8djEztExHWrVuX8Xl59CGIiP7zn//wbkL4oK4B0Lhx42jfvn3cmSEirqKdTg5zdAzDoGnTpvmishVF4eGg0tLSAd+ZOKAkpGVZ2LZtG+8m9Guk3oIFCzB+/PgOEo/lqzVN48UbTHouXryYl6xlAtY6YVkWvvvuO6xYsSLjM/PoAxARHThwgMaNG8eljx9OjSiK9Morr3AJmEwmXdKQxSSTySSXlKZp0gcffEBDhw7NWEIC7aVvqqrS+PHjqampacBKyAEDIqInnniCgsEgDyh7UdvOIQGaprmqvVlQvbm52eVJM6Zk6tmpwi3L4sz52GOP8Tgm+8quzWu1uvPx7PuVK1cOWLU9YFT2mTNn8N5778G2bV597cXLtSyLl3w5n6MoClpaWjBjxgyoquqKKbLiDLbPBoCrUkeSJIRCIVx33XWurkWgfbSzV34yDAOapsEwDBARFEXBmjVrPL4refQL2Hi9noxBkWWZZ3ScfdqRSIQA0B/+8AeXI8OyMs60oa7rPCbplJZHjhyhcDjcQVKzGKXXa2TXJUkShUIhUhSFTpw4kZeQ2YyqqirudLCKGa/VNux5rAwMaO3ZHjJkCG6++Wb+O2dWxil9mbR0wrIsjBs3DgsXLnSVr7Fz0um5icViCIVCsCwLuq7DMAysX79+wMckcxaHDx+madOmcTuNSSSvVT1OB0NVVf6822+/naLRKDnBJKGu6/x3TjuS/T2RSBAR0bp161x2LdBxwoUXckpvTdPommuuoe+//37AMWTOS0giovfeew9ffvklTNNEJBKBZVlQVdVzLtsZ6AbaJeW8efNQWFjokmZMmrKAuG3bXPo5JR9rkZgzZw4uu+wyfiaro0xn9F8wGEQsFoOiKPx/f/7556ioqBhwy5dyniEbGxuxadMm7iykNnJ1B0mSXP017JzJkyfz9tbUCWaA27ERBKHD/2cMe+GFF2LZsmUuxmXPd5oI5wNrt2BnAoCu69B1HevWrUN9fb2n15lHH8CyLKqpqaHCwkKXik7dyNUdpar4YDBIy5cvp0QiwdWx01lJ/UrUXiMZi8W42mZhob1797rCSs7/6fXaUuOqrCzts88+o/r6+gElJXMWtm27xuulVmt7velFRUX8ZrMg9FtvvUV+oKWlhZqammjJkiX8AxIMBn2rRHrwwQeJKO/cZAXq6uroiiuu4A5COnMfGaVmdVRVpYsvvpiOHDniC0My/Pe//3UxoV/TeseOHUvxeDzPkP0NIqItW7ZwqeP0YtPZde30xNlZTOr4iRMnTlBJSUmHD4LX6+yK3njjDbIsa0AwZc46NYZhYOXKlUgmkwDcjgdzFrzEIckRI2R7CJcvXw7Au2PUHRKJBC6++GLMmzcPgiDw8c/kg6ZVVRUvvPBC3rnpTzQ3N9OHH35IQ4YM4XHD1Km1gLd8sSAIXDJKkkRTpkyhRCJBlmW5si89ha7rPKvzxhtvkKZprrx0piSKIhUXF9Pbb789IBrBclJChsNhrF+/HrW1tbzRnsX22OBQAJ7jkLquA2iVrLfccgs0Tes0+9JTsElrCxYswJgxY2AYBgzD8OV827YRjUaxdu1aHqfMo49x8uRJuuyyy1yVOWiTcD1Zus7OmTx5MlVXV2csFZ1Izez86le/8kUyMmIO3Lhx4+jQoUNElNsed85JSCKijz76CN9++y2Xis6KGyYV0ymO1TQNtm1j1qxZuPLKK2GapmvESSYQRRG6rvPg+2233Ybhw4f7Js3Y662rq8OaNWu4TZ1HH4GI6PbbbyfAPbOxp+QMntfU1JCu6zwP7SzG7SmY/ajrOum6TtFolB555BGXVGd2b2dLOr0U+LI8d2lpaT5I3tc4c+YM38TlFwWDQYpEItTQ0ECmafIMjLOAIlOm1HWdn8tGrjhHRTupOybsrOJcVVUKBoP0/vvv5/TYlZxS2URElZWVOHbsmG8OB8PChQtRVFTEx/Ulk0lfGv0BdMhjl5eXY/jw4a6CC2fYitrMQC/FF6woRJZlxONxVFRU+GJq5OEBtbW19NOf/tSVlcmUZFmmYDBIlZWVrrx1Q0ODb9KRiHgYSdd1isfj9MADD/BuQlmWO+2U9CIh2Rho9lomTJhABw4cyFkJmTOwbZuqqqroggsu8LXFVRRFuuqqq8g0TW47EvmnrmOxGBG110cy9b1t2za64IILOOM5e3uQBlOyrWJAe4bqj3/8IxHlpredMypbEAS8++67aGxsdE2LyBREhKVLl0IURe6Z67oORVF8mQ3EVGpq9mjWrFkYP348vwY2DQPoqMK7A3sei6dWVFTk7KrjnGHI77//HtXV1QDad1z7gbKyMixevJiHS5yCxY/UIQvUB4NBfp4gCAiFQli4cCE0TXO9FnLUWHoBtRUJK4oCy7IQCoVw6NAhvPbaa/kWh94CEdHKlSt53aOXpZle6YEHHuDq1DmBwmlP+qW2dV3noSTDMHjvdkFBAfeY2YzIdBcvMWLPu+mmmwZEKjErQUQ0d+5cbrin1j92RakdhaqqunLJr7/+OmdIxjhE7QW3vQXTNCmZTNKjjz7Kr5PFVZ3M2d3rA9ozTc6yu4KCAvr0009zjiFzQmWfOnUKBw4c4EvXmR3mJbyRTCahaRpisRjfuspyyePHj8fUqVO57dhZq0JvgbUmsJnluq5zmzUYDKZllsiyzPvRGZqbm1FZWZlzajvrGVLXdXrzzTdRW1vLb1C6k82cjVdAu2OxdOlSTJo0iT/G6YD4HeckIpd9yhhyzpw5mDhxouvv1GYXeo0npg4rYK+DFaDk4SPq6upo1qxZLnXEbEkvKtvZJ8POCIfDFIlE+CSxZDLpCvOwdlZnz0ymON95lmXRI488wntunNfslZiqT1XdgUCAXn31Vco1KZm1ICKqrq4mWZa5Deis8PFy49jN0TTNFXyeP38+EbU6F87GLCfT+JHLZmd2VV+5efNmGjp0KGdIxmBe463O1o3UOOaSJUtyiiGzWmUbhoHNmzeDiBCLxRAMBrk689p3zXq0k8mka0rFokWLALSqTmfoxXmmX6lDhlS7lPHJddddh6lTp/I4InusV5XtbP1N7SHfuXMn9uzZg1zJb2c1Qx48eBCVlZWcMZxl/15tPGbsswZ90zQxdepULFiwAIZhQJIkfha1tTOw/+EnQ6YG8qnNZiQilJSUYNGiRQgGgwBaWx7ScarYBy31AypJEurq6vDiiy+ipaXFnxfSy8hahozFYrRv3z5888030HUdoVAIzc3NAFq90EQi4ekc1tA/bNgw/rsbb7wRZWVlPGjNGNXZlO9HlgZAl4US7P8CrcUdw4cP50yZbvDf+eFJdfo2bNiApqamtK89DwdisRjNmDGD24w9bRt1BtFZIcOWLVtc08v6G4ZhUDQapSeeeKKDnewHBQIB+tvf/kZE2W9LZq2EPHr0KL777jv+c0/fy1gshkAgAE3TYFkWRo0ahSuuuKLH+w79Bgs3FRYW4vrrr+fXJcuyL1XlrJSuoqIiJ6rJs5IhTdOkLVu2oK6uLuOzBEFwqfc77rgDF110EZLJpO+xxp7AaRqUl5ejrKyM/+xHXSNrWNuxYwcOHz6c9YHy/r8jnaClpQWrV6/m8xgzeQ+dm2A1TcN9990HAL4NxM8UbM2xrusYPXo0li5dCgC+7dlhsCwLGzZs8O28QQMioo0bN5Kqqj0eEu8kFsuTJIkuueQSamlp4babM3fdn3AWcnzyySd00UUX+WY/MgoEAlRWVkbfffddXkKmAyLCypUrXf3VTrDwidd6SKfau+OOOxAKhfi5fqzt8APMQzZNE9OnT8fUqVMBeA9tdQdRFGGaJr766its3Lgxq2OSWcWQREQ7d+5ETU2NKz/rpHTBQiCTJ0/G3XffDaA1zpdIJLLChtR1nX+wqK0W8ic/+cl5P5DpgrXfMlt1xYoV+PHHHzM+t7fQ/3ckBRs3bkRDQwOi0agvDENtmwucRQyyLCMQCGSFl82YMZFIcK963rx5uPDCC32pOGIMKUkSgsEg9u7diy+++CLrnZusQEtLC1122WVp5XEBd5EFK25NjePt3r2bDMPg9pplWVkTi0wmk7wm07IsisVi9OCDD/JrTy26YO2zXmxq9jjnton7778/azfLZo2ENAyD9u/fj+PHj0NVVc8hD2YfAe35X5bTZRJmxowZKCkpcY1udk686E/oug5VVfn0DKA1E7VkyRIUFBQAaLeDmd3Msk/kQchRmxlgmiaSySRUVcWOHTtcMd5sQtYwZCKRwGuvvYaGhoa0GricTJY64o4x3OLFizF8+HD+e9Yklg1wXkcymXQN3J84cSKA9qQAq9NkP6dj0rD/oygKjh07lrXFu1nDkD/88APWr18PAGkFrZlUcT6e5YFt20ZRURFuvvlmLm2cz8kGKIrCc9psbmQikUBJSQluu+02Hotlr8cZn/Qi4Z07vWVZRktLC4LBIFatWoWzZ8/29svLTRARvfDCC9w+6kke11nA65zXM3/+fGpsbOT2ma7r3I7MFhvSMAxX7SWryTx06BB/Lc7XlG7PDbPHma1dWFhIkiTxpaK9f4e9IyskZDwex1tvvQWgVS0FAgEA6fW1OKUFkyCFhYVYtGgRIpEI7312VvRkg6Rkk9FYeMq5p3HKlCmYMmUKAPARL0C7BvDKS6yCyDAMyLKMpqYmWJaF1atX+1bV5Bf6nSEty6Lq6mp89NFHnFGcRrxXOFU3e5OnTJmCW2+9FUC7ce+0T7PBqUl9jezaqc1pueeeexCJRFzxSiC9a2eM6HyeKIrYvXs3Pvzww6yyJfudIW3bxjvvvINTp07xhvdkMolQKJT2OUB7Y74kSZg8eTIuvfRSfpMlSeoQhO5vyLLMuyABIBAI8M5KXdexdOlSXsvp3Fjr9dolSUIymeRSMplMoqioCLZto66uDlVVVTk75aJXkEgkaNKkSS67qLthUiy2Joqiq96Rfa8oComiSOvWreM2mbOvhf2cC9B1nZ555pku7eSuqLtBA6WlpfTFF1/kJSTQ6sy8++67aGhocIUy0rHt4vF4B7VnGAYuv/xyTJ8+3dfr7Q8oioK5c+fy3munWeOHhD9z5gxqamqyRm33K0O2tLRg1apVLpXB3uR0Ztsw+8gZLvrZz36G0tJSn6+470FtCzzLyspgmqarxcIPHopGo9i6davnlpDeRr8y5OHDh/HOO++4Mi1OT9ILhLbFl2zYUkFBAUpKSnDHHXf02nX3JQzDQCgUwu23385/J8uya3d3JhAEAbt378YHH3yQFVKy3xiSqHUa7okTJzp0/qUDp5MCtI4QYSVczrbSXAVLo95///2IRCJcSvo1NF8QBHz//fdYs2aNL+dlin5jyMbGRmzbtg0AOEM6e5G92pHMMzdNk4+8u+mmmwD0/nyevkJzczOmTJmCmTNnQhAE6LruWwyVZX/effddHD9+3JczM0G/MCQR0TvvvIPPP/+cq1ymrtk87nQCttQWNDYMA5deeikWLVrEGXUggIVs7r77bp6T94shWaLghx9+wIYNG/pdbfcLQ1qWhcrKStTV1blsIaa2WRbCi4Rj0pFNspg/fz6uvPLKATP4PR6PQ1VVxGIxLF68mE/dZXakH2CNcBUVFbz3fVChvr6eJk6c6EuviCAIPEcryzLV1NTw3DVRewwyl8k0TZ53f+yxx1wxVy/vj5ehp2w++RtvvEH9KSX7XEISEVVUVPhWRk9EPMtRWlqKkSNHIhKJAGiPUeY6tbS08JTfwoULAbT2m/sBQRCgqiri8TgCgQAqKyv7Ncff572gsVgM//vf/9DU1ORL6CIYDCIej6OoqAiTJ0+GbdsgIsTjcd47k8sIh8OIx+PcjBk9ejSGDBmC2tpa/tozhXN20rZt23Do0CFYlkWSJPW5V9inDEnUuqdw9+7dAOALQ7JpDI2Njfj444/x9NNPIxwOQ9d1SJKUFRU9mcCyLASDQbS0tKCwsBB1dXV8gIIfzGjbNh9ulUgkuHMzbdq0jM/OehARPfvssx3ysplQOBymcDhMoihyW9LrwPhcIDjsu4KCAm4rh8Nhz/vAuzsfjppJWZbp6quvppaWln4Pkvc6Tp48SbNnz3a9AX4QY0B2ptfCg1wg9lpSi5bZFOHuyAtDOpkRAEUiEdq2bVu/ODd95tQQEW3evBmff/45T/P5BWYDCW1l+rIsu0JIuU5Ae395UVERAH+Li53vFdAaiH/11VcHdlmaYRh05513cjULn6SkqqrnlYh+SuH+JGcpXrrS34uEFASBj65hzxs5ciTt3buXDMPocynZJzh9+jQVFRVxJkIW3Og8tX9omUnAvoZCIXrqqafINM0+Zcg+UdlERC+99BKPFzoruPPoXzDTKTXNGovF8Mknn+DUqVP9cVm9i2QySZMnT3apG7b9FH0kCfLUNbHND4DbuenrtSK9LiENw6ADBw7g6NGjrpw1m4uYR/+CaSnnFjDm3ESj0T6fKdknKnv9+vU8xccyDgOhVnEgILXTEwBvMhNFETt37sTBgwcxYBZ5HjlyhKZMmeIylpGiGvKUHZQaaBfahlT99re/7deCC99ARPT888+7XqimaZw5vWQa8tT7xEJAbKqa82+iKNKECRPo6NGjA4Mhr7rqKlIUxeXEsBVofq6+yFPPKRAIdLgXsiy7mDPndyYSER05cqTDfpnUHGpnxB7D8tOp3vlgUvXOPT2dkfO9ZDlvpnn8iPey93rp0qXU3Nzc6wzZq9U+K1asyPgM5v0piuJq6GJxM6d3OBDRXYpQVVXuKLJSO9af5IfjyITi7t27sWPHDhiGQYqi5F6zUkNDA02aNCljCcnsGjYZt6vnDUTyWq2TKg390iTO+/f444/nptrWdZ22b9/OR+tlqrLR9gYz21NRFAoEAt2eMxjImcsPh8MuJvTz/dE0jUpLS+ns2bO9ypC9orITiQQ2btzoy1lMJac2fum67kujfLaDvd7zgdrGDAKt6T4iQjAY5OuY/YKqqvjmm2+wadMmEBEJ3V1YD+E7QxIR7dmzB1u3bvVt/kwoFEI8Hue247Bhw3g51mAPsOu6juHDh6O+vh6qquKHH37gLQ9+QFEUGIbBt8m++uqrWLZsmS9ndwbfGdI0Tbz55ps4evSob2c6Z4cvWrQICxcuRHFxMURRHPBOTXdobm5GSUkJ341dU1ODl19+2Tfp6ByPLYoi9u7di+rqati2TaIoZr9z09DQQNdffz23ZTK1IYH26uhRo0bRSy+9lJuGdR8gmUzSnj17aNy4cTwE5BfJssx9gscff7xPQkAZwzRN+uCDD6ioqMi3+YXODMKcOXOoqakp+9+IfkQ0GuU7bs4XlUjX2WEePLuno0ePpp07d1JvrKjztbjCMAysW7cOjY2NSCaTvtQ7EhFfsXvjjTe6tink0RGhUAhLly5FMBjkk4Sd/oeQxp5IBtbByTo86+rqUFlZmf2zk44ePUpjxozhnywvasNr111xcTHt2bMnr649oLa2lsrLywlozdo4JaIztgsP0pGle533UhAEuuqqqygWi2WvhLRtm95//30cP34cmqZBkiRf+oZlWUY8Hsf8+fNxySWXoLfCDQMJBQUFuOeee/iOGvYZZpKRDVPwAufb7Ww8O3ToUNYNzHehvr6eFi9e3OknqivyYj8CoLVr12btfr5sxJEjR2jkyJGdOiZwvPfwcH9Sv2cO60MPPdTnPTeeQES0Y8cOKi4u5oavXwwJgIYOHUonT57MvheexdB1nZYtW+bK3KQypJdUrDNKwr6ypQRDhw71fWC+LyqbiLB582ZEo1HewOXcjZIJBEHA/PnzUVxcnPFZgwmKomDZsmUoKiriSYTUmZtetC3rdWeqm63CE0URZ8+exYYNG+Bnq6wvDNnU1ISqqio+ACAUCsE0TV96Zi688EIsWLDAh6scXBAEQVi4cCEikQhnSIZ0xmdblgXTNPkcJhY5YaOlN23ahPr6ev9fQE9BRLRq1SqKRCJcPaRbh+dUI84qFVmWaebMmXT69Om8uu4BLMui3/zmNySKIqmq2iv98JFIhCbWajsAAAoQSURBVP7+97/7Fv3IWELW1dVh48aNLnVtWRYkSfIUhwwEAjzNJbTNKmRNRqZpYs6cOXzeYx7pY968eQiFQlAUhef92ZY0P/LdsVgMmzdvzvgc33Do0CEaMmRIB2nnteeaOUGpG0s1TSNN06iqqiofe8wAqdEPQRB4o50f9aWsNeXgwYPU752JREQrVqzgL1TTNK5u00lPCYLQoVFdlmUqLy+nM2fO5JkxA7RNLCagtSbA7xpSJlB+97vf9b/gOHv2LN1222384ph0c8YPvVIwGOwQw/y///u/fOzRBzQ3N1NJSQmpquqaxw4fGFIURdI0jSZMmNC/BRdERG+++SaFw+EOKiCdJezOeKWmafwTHA6H6auvvsozow8wDIOWL1/ueo9Tq7AyIVaNVVFRkbGU7LFVG4/H8eabb6KlpaVDrArwPr+QPUcQBCSTSR6KmD17NsaOHdvTy8vDAdM0ceedd6KwsBDJZBKqqqa14rgriKLIB/CvXr0aJ06cyOy8nj6xubkZNTU1EEWRbwlIZUIvgXEWq3R60qFQCDfddFOH+FkePUMwGBSuuuoqzJw5E0B7W4gfJh+LPcuyjO3bt2P//v19n9+OxWL0wgsveLITvaQGZVnmxrEsyzRy5Mis2uE8EEBE9Je//IWbUn6OvXaOx1m+fDlZltW3946IaOnSpZ4utjuGlGW5Q8D2oYceomg0mmdIn1FTU0OTJk3qlVGIzG+YOHEiffnll317786dO+e5DdVLNY8zRqYoCm3YsKH/QwgDEIlEgn75y192KJbIhJxzmth9/Otf/9p394+I6IUXXiDAPeTyfORFZQttM64B0IwZM+jIkSN5ZuwFEBFt3LiR3xs/UompM5o0TaOZM2f2HUOeOHGCysvLPQ+L6o4h2RlsB8vvf//7XqlEzqMV586do/Hjx/vGkEgRTOFwmDRNo/379/fIlkzLyyZqXSu8Z88evps6U2iaBqDVa5ckCTfddBNfx5uH/yguLsZtt90GwL+edl3XedivpaUFtm3jlVde8eXsLmHbNt1xxx0E+FeA65wROWPGjHyqsJeRTCapqqqKxo4d65szgxRpq6oqlZWVUU1NTdpSMi0Jefz4cXz00UfshaXz1POCFfJqmobrrrsuX4jby9A0TZg5cyamTp3qS5w3dYJIQUEBdF3H0aNHsXXr1ozPPy9s26bnn3+eCgoKuL3nxanpjlhOdcSIEfTpp59mZ4/GAENDQwOtXLmSOyWpeW1BENIeNJBavxCJRGjChAm9dz8Nw6D58+f7woSpJEkSTZs2jeLxeJ4Z+wiffPIJjRo1ysWMiqK4HFUvYaHzPV6WZbrgggtoxYoVveNxHz58mBRF4S+ArYfzgxRFoSeffDIfe+xDxGIxeuihhzoIhnQZMrWLMTXgfvPNN/t/Xw3DoD//+c8uBnKmizIhTdNoxIgRtGfPnoG7Vy8L0bYMtVPnUtM0z5kcJwOzGZ7O5w4fPpx++OEHf+/rF198QdOnT+dTEFLbKTMhURRp+fLleenYD2hqaqKysrIO9zIUCvWoXpJl3ViMmv38j3/8w/P97dbLJiKqrq7GwYMHIYoiNE3jXWh+DJGwbRt33XVXxufkkT4KCgr4HCCgfV55MpmEaZqe25gFQeAj+yzLgm3bfDqGZVl4/fXX8f333/tz0dFolG699VYC3OODU2fG9JQmTpyYjz32E9qGy1JZWVmnfoHXImtnGrgzKi4upn/961+Za0HbtungwYNUXFzMmRDwt3Tp3nvv7ZWxbnl4AxHRggULSJZlHkHJZGA+c2ycRReCINCtt96aeYuDZVn061//mkpKSghojzsyO9LrBSLl08ZKzsLhMO3cuTOfu+5HGIZBL730Uq9u5g0EAlRYWEhvv/12t8KnSxsyHo/jgw8+QF1dHQC4+qe9Sl8iQlFREWzbRmFhIQRBgGmaUBQFpaWlGDVqFEKhUH6iWT9BURThmmuuwdSpU7nNyOoL/JjvKcsyEokEYrEYKioqen5QmzPDJWFq3SLS+ISwJqALLriA/06SJHrqqafyoZ4sABHRM88806Fg2o/ORHaWoig0ZsyYnq8ViUaj9Mgjj3AG7Czu6OWCmap2xrpUVaVAIECVlZX5cE8WgIho165drsRHOp2j3ZEoitxhev3113t2z/fv30/Dhw/nvbyM0511kF7q6RgTMinJPoVz586lxsbGPDNmCXRdp6uvvjotYeOVnE7w8uXLu2xP6dSGJCL67LPPcObMGViWBcMweDWHLMvc1kgd79YZDMOApmloaWkB0NqlZpom7r777vzMniyCoii47777AIBPr/MDzni1JEl4//338fnnn6fXmXju3Dm6++67O5226mw38EpOdS+KIg0ZMoS+/vrrvHTMMhw7dozGjh3r60qR1FRiIBCgJ5980nshja7r9Nlnn1EkEuG2RKoNmU7qkJU3OZdnXnvttfkysywEEdEtt9zi2RxLh5jJpqoqjR49mo4dO+bt/hMRH7vhV9+18wWKokhr1qzJOzNZCCKil156qcPGBdb71NkyVS/k3HnOZlU+99xz3nigrq6OJkyYkFbg28sgALbFdejQofTNN9/kmTFL8c0339ANN9zgCvFlwpCpM87Z97NmzaL6+vqu+cCyLN4m6efQeme2plfq4/LwDURE//73v133l0VWGKXDkM7QEevlZ7Rr164OvODysg3DwIYNG/j3fsC5VlhVVSxZssSXc/PoHQiCICxduhSqqiIUCnWo6HLuvPEC27ahKArP0LHMHRFh06ZNPPrSKfbt20ejR49Oyz7oTkI6jePrr78+r65zAERECxcu5BLOKRnP5yN0Rc7Zn+xnADRhwgQ6dOhQ5xKSiGjbtm04ffo0/6MfXWm6rkNRFADAsmXL8iP2cgDxeBy/+MUvALRLQiYZ07W22I5Ey7I4P8XjcQSDQRw5cgQ7d+5Ep0Npjx07RnPnznVtUvDi2HixITVNo3A4TJ999lleOuYIfvzxR7rkkkvO68g4p450Rc7HhEIh/jOTkrfccotrMK0IAKdPn6Zdu3Zh7969ICJe/etntH7kyJGYNGmSL+fl0fsoKSnBDTfckPE5tm3zzB6rJgdapaQoiqiursbx48fhGihQV1dHs2bN6tCw40dynUnZP/3pT/lgeA4hGo1SdXU1jRo1ysUTaJN6zqawTCgQCFBZWRn3tmUAqK2tRX19PRRFQTKZRElJCRobG2Hbdrd2ZHfelq7rmDJlCq6++mrIspyve8wRRCIR4dSpU3T55ZcjGo2iubkZgUCAa03Wc+N1LLSTT4iI26KJRALxeBxHjx5tfRwAnDlzhtatWwfDMGBZFkpKShCPx/kSo0xgGAZGjx6NJUuWQJKkPEPmEAzDoMOHD2P37t1obm6Gpmk8hGfbNiRJSnvNcapzlEgkoGkaHn74YQSDwTx/5JFd+H+xeH6HIU4YZgAAAABJRU5ErkJggg=="},{"id":"7b634ad5-0e83-44ad-913e-4d0927d4b80b","height":21.9,"width":20.15,"perimeter":113.95,"area":168.09,"image":"data:image/png;base64,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"},{"id":"08f42d9c-29b6-4d77-9a49-5bab3a444214","height":22.78,"width":19.98,"perimeter":108.12,"area":283.81,"image":"data:image/png;base64,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"},{"id":"455dd0ce-6fd0-4394-b104-8bea68312b41","height":30.67,"width":19.1,"perimeter":98.77,"area":402.89,"image":"data:image/png;base64,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"},{"id":"cd231997-9e23-4f67-a017-56212d785d65","height":30.14,"width":28.04,"perimeter":115.71,"area":334.1,"image":"data:image/png;base64,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"}],"no_of_letters":21,"perimeter_of_sign":181.24,"nested_area":82.09,"occupied_area":39.41,"avg_char_height":27.979523809523805,"widthOfSign":"315.77","otherDimensionOfSign":130.72,"width_of_smaller_line":20},"timestamp":"2026-04-14 11:37:48"} 
[2026-04-14 11:37:49] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"315.77","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":1453,"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":181.24,"nested_area":82.09,"occupied_area":39.41,"avg_char_height":"Greater than 24 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\"},{\"id\":\"9d38410f-e95e-4fe6-b81b-b195587c304d\",\"height\":30.67,\"width\":18.93,\"perimeter\":98.63,\"area\":397.36,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"37166a54-81e0-4583-adc3-a5f86ecebf47\",\"height\":30.14,\"width\":28.04,\"perimeter\":115.71,\"area\":333.03,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"00966933-aea0-4f1d-a7a5-b9971d11bf90\",\"height\":21.73,\"width\":19.98,\"perimeter\":112.91,\"area\":167.83,\"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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"315.77","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":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":181.24,"nested_area":82.09,"occupied_area":39.41,"avg_char_height":"Greater than 24 inches","width_of_sign":"315.77","width_of_smaller_line":167.76,"other_dimension_of_sign":130.72,"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":1453}},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"24.78889"},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"362.7163068"},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"5.70906"},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"40.1972196"},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":34.48375},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":319.45159320000005},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"6.5672"},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"313.66589"},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":0.0180640919888},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":18.064091988799998},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":0.0014347091633333333},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":1.4347091633333333},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":0.013684918173333333},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":13.684918173333331},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"0.028125827253333"},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"28.125827253333"},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"0.01365035672"},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"13.65035672"},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"0.0182772304"},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"18.2772304"},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"0.0014583406933333"},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"1.4583406933333"},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":18.93909487842659},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":61.5675},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"62.3884"},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"9.0603531939986"},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"23.0827275"},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"481.7974932"},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":1758.29707207056,"totalDenseWeight_before_formula":170.48807616839073},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1934.1267792776162},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":21,"totalDenseWeight":0},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] local.INFO: Processing standard raceway 6x2 mounting {"data":{"sign_depth":"1","raceway_depth":"2"},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] 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":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] local.INFO: Box added for line 2 in standard raceway 6x2 {"data":{"line":2,"width":167.76,"height":31.5,"length":5,"denseWeight":0},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:49] local.INFO: Box added for line 3 in standard raceway 6x2 {"data":{"line":3,"width":167.76,"height":31.5,"length":5,"denseWeight":0},"timestamp":"2026-04-14 11:37:49"} 
[2026-04-14 11:37:50] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":5,"width":169.76,"height":33.5},"quantity":1,"denseWeight":1},{"size":{"length":5,"width":169.76,"height":33.5},"quantity":1,"denseWeight":1},{"size":{"length":5,"width":169.76,"height":33.5},"quantity":1,"denseWeight":1}],"cheapestShippingCost":2834.25,"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},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":0,"rate":3686.035,"tariffAndDS":3686.035,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":345,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":6826.960875999999,"totalShipmentCostFormula":"(tariffAndDS (3686.035) + overlengthSurcharge (0) + overweightSurcharge (345) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 6826.96","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},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":0,"rate":2053.37,"tariffAndDS":2053.37,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":345,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":4061.8794319999997,"totalShipmentCostFormula":"(tariffAndDS (2053.37) + overlengthSurcharge (0) + overweightSurcharge (345) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 4061.88","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},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":70.125,"rate":1918.6999999999998,"tariffAndDS":1988.8249999999998,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":345,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3121.4909374999997,"totalShipmentCostFormula":"((tariffAndDS (1988.825) + overlengthSurcharge (0) + overweightSurcharge (345) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 3121.4909375","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},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":0,"rate":1823.25,"tariffAndDS":1823.25,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":345,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3672.1481999999996,"totalShipmentCostFormula":"(tariffAndDS (1823.25) + overlengthSurcharge (0) + overweightSurcharge (345) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 3672.15","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},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":0,"rate":2855.49,"tariffAndDS":2855.49,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":4902.305231999999,"totalShipmentCostFormula":"((tariffAndDS (2855.49) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 4902.305232","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","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":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":0,"rate":2834.25,"tariffAndDS":2834.25,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2834.25,"totalShipmentCostFormula":"((tariffAndDS (2834.25) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 2834.25","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":"2026-04-14 11:37:50"} 
[2026-04-14 11:37:50] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 11:37:50"} 
[2026-04-14 11:37:50] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 11:37:50"} 
[2026-04-14 11:37:50] local.INFO: Final API Response {"data":{"sign_width":"315.77","sign_height":130.72,"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":1940.0,"total_production_cost":3220.0,"totalDenseWeight":0,"totalVolumetricWeight":280.5,"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},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":0,"rate":3686.035,"tariffAndDS":3686.035,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":345,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":6826.960875999999,"totalShipmentCostFormula":"(tariffAndDS (3686.035) + overlengthSurcharge (0) + overweightSurcharge (345) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 6826.96","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},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":0,"rate":2053.37,"tariffAndDS":2053.37,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":345,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":4061.8794319999997,"totalShipmentCostFormula":"(tariffAndDS (2053.37) + overlengthSurcharge (0) + overweightSurcharge (345) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 4061.88","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},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":70.125,"rate":1918.6999999999998,"tariffAndDS":1988.8249999999998,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":345,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3121.4909374999997,"totalShipmentCostFormula":"((tariffAndDS (1988.825) + overlengthSurcharge (0) + overweightSurcharge (345) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 3121.4909375","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},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":0,"rate":1823.25,"tariffAndDS":1823.25,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":345,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3672.1481999999996,"totalShipmentCostFormula":"(tariffAndDS (1823.25) + overlengthSurcharge (0) + overweightSurcharge (345) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 3672.15","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},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":0,"rate":2855.49,"tariffAndDS":2855.49,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":4902.305231999999,"totalShipmentCostFormula":"((tariffAndDS (2855.49) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 4902.305232","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","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":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1},{"size":{"length":5,"width":169.76,"height":33.5},"denseWeight":1,"volumetricWeight":93.5,"higherWeight":93.5,"quantity":1}],"totalHigherWeight":280.5,"DS":0,"rate":2834.25,"tariffAndDS":2834.25,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2834.25,"totalShipmentCostFormula":"((tariffAndDS (2834.25) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 2834.25","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":2840.0,"totalCost":6060.0,"productionResults":[{"material_id":1,"dense_weight_expression":24.78889,"result":"362.7163068","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":5.70906,"result":"40.1972196","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":34.48375,"result":319.45159320000005,"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":6.5672,"result":"313.66589","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":2.835,"result":"14.6265","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":0.0180640919888,"result":18.064091988799998,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.0014347091633333333,"result":1.4347091633333333,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.013684918173333333,"result":13.684918173333331,"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":0.028125827253333,"result":"28.125827253333","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":62.3884,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":9.0603531939986,"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":23.0827275,"result":"481.7974932","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":187.53688378522983,"result":1934.1267792776162,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"315.77","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":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":181.24,"nested_area":82.09,"occupied_area":39.41,"avg_char_height":"Greater than 24 inches","width_of_sign":"315.77","width_of_smaller_line":167.76,"other_dimension_of_sign":130.72,"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":1453},"TATDays":14,"testDenseWeight":187.53688378522983,"vendorName":"EpicCraftings Pakistan","quotationId":1453},"timestamp":"2026-04-14 11:37:50"} 
[2026-04-14 11:37:50] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-14 11:37:50"} 
[2026-04-14 11:37:51] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-14 11:37:51"} 
[2026-04-14 11:37:51] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":130.72,"sign_width":"315.77","dimensions":[{"id":"b597abd5-023a-4c5c-874a-fb06a7b581e3","height":21.73,"width":19.98},{"id":"dd62e8ee-3fe4-472b-a39b-ff55f0446785","height":22.78,"width":19.98},{"id":"112dbf11-b2c0-4b3c-bbec-d8e323eb2022","height":29.61,"width":10.69},{"id":"7c1ff5b4-6498-4df7-9d2e-450158259ccd","height":30.14,"width":24.01},{"id":"d1c0f458-e6a2-4945-a6b0-110abd7bbe82","height":30.67,"width":18.93},{"id":"9d38410f-e95e-4fe6-b81b-b195587c304d","height":30.67,"width":18.93},{"id":"37166a54-81e0-4583-adc3-a5f86ecebf47","height":30.14,"width":28.04},{"id":"00966933-aea0-4f1d-a7a5-b9971d11bf90","height":21.73,"width":19.98},{"id":"a99639e4-9adf-4375-b6e7-125d6b6cb89b","height":22.78,"width":19.98},{"id":"d47cad4f-7f26-4b80-aea6-3df2b04377be","height":29.61,"width":10.69},{"id":"94bcc570-1c7e-48c2-a4d7-ff906c09bbb5","height":30.14,"width":24.01},{"id":"4f4627e8-c316-4654-abd8-232372e7f71b","height":30.67,"width":18.93},{"id":"b30cb3e2-e39e-47f9-9b92-0b6896240013","height":30.67,"width":18.93},{"id":"1d6ef24a-61a0-459e-8530-d79354e02206","height":30.14,"width":28.04},{"id":"7b634ad5-0e83-44ad-913e-4d0927d4b80b","height":21.9,"width":20.15},{"id":"08f42d9c-29b6-4d77-9a49-5bab3a444214","height":22.78,"width":19.98},{"id":"ee78058d-6712-4308-9f11-0881a638d351","height":29.79,"width":10.69},{"id":"f3d62c02-c75f-412d-aa19-fa0fd7f1caf7","height":30.14,"width":24.01},{"id":"388cff2c-abce-463f-9af2-1e5d091657e8","height":30.67,"width":18.93},{"id":"455dd0ce-6fd0-4394-b104-8bea68312b41","height":30.67,"width":19.1},{"id":"cd231997-9e23-4f67-a017-56212d785d65","height":30.14,"width":28.04}]},"timestamp":"2026-04-14 11:37:51"} 
[2026-04-14 11:37:51] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-14 11:37:51"} 
[2026-04-14 11:37:51] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":130.72,"sign_width":"315.77","dimensions":[{"id":"b597abd5-023a-4c5c-874a-fb06a7b581e3","height":21.73,"width":19.98},{"id":"dd62e8ee-3fe4-472b-a39b-ff55f0446785","height":22.78,"width":19.98},{"id":"112dbf11-b2c0-4b3c-bbec-d8e323eb2022","height":29.61,"width":10.69},{"id":"7c1ff5b4-6498-4df7-9d2e-450158259ccd","height":30.14,"width":24.01},{"id":"d1c0f458-e6a2-4945-a6b0-110abd7bbe82","height":30.67,"width":18.93},{"id":"9d38410f-e95e-4fe6-b81b-b195587c304d","height":30.67,"width":18.93},{"id":"37166a54-81e0-4583-adc3-a5f86ecebf47","height":30.14,"width":28.04},{"id":"00966933-aea0-4f1d-a7a5-b9971d11bf90","height":21.73,"width":19.98},{"id":"a99639e4-9adf-4375-b6e7-125d6b6cb89b","height":22.78,"width":19.98},{"id":"d47cad4f-7f26-4b80-aea6-3df2b04377be","height":29.61,"width":10.69},{"id":"94bcc570-1c7e-48c2-a4d7-ff906c09bbb5","height":30.14,"width":24.01},{"id":"4f4627e8-c316-4654-abd8-232372e7f71b","height":30.67,"width":18.93},{"id":"b30cb3e2-e39e-47f9-9b92-0b6896240013","height":30.67,"width":18.93},{"id":"1d6ef24a-61a0-459e-8530-d79354e02206","height":30.14,"width":28.04},{"id":"7b634ad5-0e83-44ad-913e-4d0927d4b80b","height":21.9,"width":20.15},{"id":"08f42d9c-29b6-4d77-9a49-5bab3a444214","height":22.78,"width":19.98},{"id":"ee78058d-6712-4308-9f11-0881a638d351","height":29.79,"width":10.69},{"id":"f3d62c02-c75f-412d-aa19-fa0fd7f1caf7","height":30.14,"width":24.01},{"id":"388cff2c-abce-463f-9af2-1e5d091657e8","height":30.67,"width":18.93},{"id":"455dd0ce-6fd0-4394-b104-8bea68312b41","height":30.67,"width":19.1},{"id":"cd231997-9e23-4f67-a017-56212d785d65","height":30.14,"width":28.04}]}},"timestamp":"2026-04-14 11:37:51"} 
[2026-04-14 11:37:51] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:37:51"} 
[2026-04-14 11:37:51] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-14 11:37:51"} 
[2026-04-14 11:37:51] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-04-14 11:37:51"} 
[2026-04-14 11:37:51] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":130.72,"sign_width":"315.77","shipping_weight":280.5,"shape":"rectangular","dimensions":[{"id":"b597abd5-023a-4c5c-874a-fb06a7b581e3","height":21.73,"width":19.98},{"id":"dd62e8ee-3fe4-472b-a39b-ff55f0446785","height":22.78,"width":19.98},{"id":"112dbf11-b2c0-4b3c-bbec-d8e323eb2022","height":29.61,"width":10.69},{"id":"7c1ff5b4-6498-4df7-9d2e-450158259ccd","height":30.14,"width":24.01},{"id":"d1c0f458-e6a2-4945-a6b0-110abd7bbe82","height":30.67,"width":18.93},{"id":"9d38410f-e95e-4fe6-b81b-b195587c304d","height":30.67,"width":18.93},{"id":"37166a54-81e0-4583-adc3-a5f86ecebf47","height":30.14,"width":28.04},{"id":"00966933-aea0-4f1d-a7a5-b9971d11bf90","height":21.73,"width":19.98},{"id":"a99639e4-9adf-4375-b6e7-125d6b6cb89b","height":22.78,"width":19.98},{"id":"d47cad4f-7f26-4b80-aea6-3df2b04377be","height":29.61,"width":10.69},{"id":"94bcc570-1c7e-48c2-a4d7-ff906c09bbb5","height":30.14,"width":24.01},{"id":"4f4627e8-c316-4654-abd8-232372e7f71b","height":30.67,"width":18.93},{"id":"b30cb3e2-e39e-47f9-9b92-0b6896240013","height":30.67,"width":18.93},{"id":"1d6ef24a-61a0-459e-8530-d79354e02206","height":30.14,"width":28.04},{"id":"7b634ad5-0e83-44ad-913e-4d0927d4b80b","height":21.9,"width":20.15},{"id":"08f42d9c-29b6-4d77-9a49-5bab3a444214","height":22.78,"width":19.98},{"id":"ee78058d-6712-4308-9f11-0881a638d351","height":29.79,"width":10.69},{"id":"f3d62c02-c75f-412d-aa19-fa0fd7f1caf7","height":30.14,"width":24.01},{"id":"388cff2c-abce-463f-9af2-1e5d091657e8","height":30.67,"width":18.93},{"id":"455dd0ce-6fd0-4394-b104-8bea68312b41","height":30.67,"width":19.1},{"id":"cd231997-9e23-4f67-a017-56212d785d65","height":30.14,"width":28.04}]}},"timestamp":"2026-04-14 11:37:51"} 
[2026-04-14 11:37:51] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-14 11:37:51"} 
[2026-04-14 11:37:51] local.INFO: Input Parameters {"data":{"dimensions_count":21,"shape":"rectangular"},"timestamp":"2026-04-14 11:37:51"} 
[2026-04-14 11:37:51] 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":"2026-04-14 11:37:51"} 
[2026-04-14 11:37:51] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-14 11:37:51"} 
[2026-04-14 11:37:51] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-04-14 11:37:51"} 
[2026-04-14 11:41:23] 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\\php7AA8.tmp"}},"file_present":true},"timestamp":"2026-04-14 11:41:23"} 
[2026-04-14 11:41:23] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-14 11:41:23"} 
[2026-04-14 11:41:24] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":7},"timestamp":"2026-04-14 11:41:24"} 
[2026-04-14 11:41:24] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":7},"timestamp":"2026-04-14 11:41:24"} 
[2026-04-14 11:41:24] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":2},"timestamp":"2026-04-14 11:41:24"} 
[2026-04-14 11:41:24] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":7},"timestamp":"2026-04-14 11:41:24"} 
[2026-04-14 11:41:24] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-14 11:41:24"} 
[2026-04-14 11:41:24] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2025-09-18 125251.png","query_param":"width","query_value":"120","file_size":7686},"timestamp":"2026-04-14 11:41:24"} 
[2026-04-14 11:41:24] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-14 11:41:24"} 
[2026-04-14 11:41:24] local.INFO: Nested area calculated {"data":{"nestedArea":5480.2391},"timestamp":"2026-04-14 11:41:24"} 
[2026-04-14 11:41:24] local.INFO: Mapped objects from Image-to-Text API 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"}]},"timestamp":"2026-04-14 11:41:24"} 
[2026-04-14 11:41:24] local.INFO: Number of letters detected {"data":{"noOfLetters":7},"timestamp":"2026-04-14 11:41:24"} 
[2026-04-14 11:41:24] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":878.53,"perimeter_in_feet":73.21},"timestamp":"2026-04-14 11:41:24"} 
[2026-04-14 11:41:24] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[70.46,116,136.63,158.04,116,105.88,1841.65],"actualFilledAreaSum":2544.66},"timestamp":"2026-04-14 11:41:24"} 
[2026-04-14 11:41:24] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":17.67},"timestamp":"2026-04-14 11:41:24"} 
[2026-04-14 11:41:24] local.INFO: Average character height calculated {"data":{"avgCharHeight":22.81714285714286},"timestamp":"2026-04-14 11:41:24"} 
[2026-04-14 11:41:24] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":136.0,"originalHeight":90.0,"ratio":1.511111111111111},"timestamp":"2026-04-14 11:41:24"} 
[2026-04-14 11:41:24] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":79.41},"timestamp":"2026-04-14 11:41:24"} 
[2026-04-14 11:41:25] 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=\"7623.529411764705\" viewBox=\"0 0 136 90\">
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"}],"no_of_letters":7,"perimeter_of_sign":73.21,"nested_area":38.06,"occupied_area":17.67,"avg_char_height":22.81714285714286,"widthOfSign":"120","otherDimensionOfSign":79.41,"width_of_smaller_line":20},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"Standard Raceway","profit_factor":"1.00","quotationId":1454,"no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":71.28,"width_of_line_2":116.16,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":52.8,"height_of_line_2":18.48,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":73.21,"nested_area":38.06,"occupied_area":17.67,"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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"Standard Raceway","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":71.28,"width_of_line_2":116.16,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":52.8,"height_of_line_2":18.48,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":73.21,"nested_area":38.06,"occupied_area":17.67,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":71.28,"other_dimension_of_sign":79.41,"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":1454}},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"8.88801"},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"110.1014904"},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2.306115"},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"16.2372459"},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":15.461250000000001},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":148.1097288},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"3.0448"},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"145.42726"},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"0.945"},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"4.8755"},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":0.007876944845000003},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":7.8769448450000015},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":0.0006256126770833335},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":0.6256126770833335},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":0.005967382458333334},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":5.967382458333334},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"0.012264418833333"},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"12.264418833333"},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"0.00595231175"},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"5.95231175"},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"0.007969885"},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"7.969885"},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"0.00063591733333333"},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"0.63591733333333"},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":8.2584945794166},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":28.545},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"28.9256"},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"6.1692787260749"},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"8.5968575"},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"179.4391236"},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] 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":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":732.9263161764995,"totalDenseWeight_before_formula":75.85620369897197},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":806.2189477941496},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":7,"totalDenseWeight":0},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] local.INFO: Processing standard raceway 6x2 mounting {"data":{"sign_depth":"1","raceway_depth":"2"},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] local.INFO: Box added for line 1 in standard raceway 6x2 {"data":{"line":1,"width":71.28,"height":52.8,"length":5,"denseWeight":0},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:25] local.INFO: Box added for line 2 in standard raceway 6x2 {"data":{"line":2,"width":116.16,"height":18.48,"length":5,"denseWeight":0},"timestamp":"2026-04-14 11:41:25"} 
[2026-04-14 11:41:26] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":5,"width":73.28,"height":54.8},"quantity":1,"denseWeight":1},{"size":{"length":5,"width":118.16,"height":20.48},"quantity":1,"denseWeight":1}],"cheapestShippingCost":1085.5417499999999,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5,"width":73.28,"height":54.8},"denseWeight":1,"volumetricWeight":66,"higherWeight":66,"quantity":1},{"size":{"length":5,"width":118.16,"height":20.48},"denseWeight":1,"volumetricWeight":40,"higherWeight":40,"quantity":1}],"totalHigherWeight":106,"DS":0,"rate":1384.3799999999999,"tariffAndDS":1384.3799999999999,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":50,"isRemotePrice":0,"totalShipmentCost":2429.2659679999997,"totalShipmentCostFormula":"(tariffAndDS (1384.38) + overlengthSurcharge (50) + overweightSurcharge (0) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 2429.27","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":73.28,"height":54.8},"denseWeight":1,"volumetricWeight":66,"higherWeight":66,"quantity":1},{"size":{"length":5,"width":118.16,"height":20.48},"denseWeight":1,"volumetricWeight":40,"higherWeight":40,"quantity":1}],"totalHigherWeight":106,"DS":0,"rate":776.0300000000001,"tariffAndDS":776.0300000000001,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":50,"isRemotePrice":0,"totalShipmentCost":1398.964408,"totalShipmentCostFormula":"(tariffAndDS (776.03) + overlengthSurcharge (50) + overweightSurcharge (0) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1398.96","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":73.28,"height":54.8},"denseWeight":1,"volumetricWeight":66,"higherWeight":66,"quantity":1},{"size":{"length":5,"width":118.16,"height":20.48},"denseWeight":1,"volumetricWeight":40,"higherWeight":40,"quantity":1}],"totalHigherWeight":106,"DS":26.5,"rate":725.12,"tariffAndDS":751.62,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":60,"isRemotePrice":0,"totalShipmentCost":1085.5417499999999,"totalShipmentCostFormula":"((tariffAndDS (751.62) + overlengthSurcharge (60) + overweightSurcharge (0) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 1085.54175","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","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":5,"width":73.28,"height":54.8},"denseWeight":1,"volumetricWeight":66,"higherWeight":66,"quantity":1},{"size":{"length":5,"width":118.16,"height":20.48},"denseWeight":1,"volumetricWeight":40,"higherWeight":40,"quantity":1}],"totalHigherWeight":106,"DS":0,"rate":689,"tariffAndDS":689,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":50,"isRemotePrice":0,"totalShipmentCost":1251.5704,"totalShipmentCostFormula":"(tariffAndDS (689) + overlengthSurcharge (50) + overweightSurcharge (0) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1251.57","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":73.28,"height":54.8},"denseWeight":1,"volumetricWeight":66,"higherWeight":66,"quantity":1},{"size":{"length":5,"width":118.16,"height":20.48},"denseWeight":1,"volumetricWeight":40,"higherWeight":40,"quantity":1}],"totalHigherWeight":106,"DS":0,"rate":1079.08,"tariffAndDS":1079.08,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1852.5645439999998,"totalShipmentCostFormula":"((tariffAndDS (1079.08) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 1852.564544","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","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":73.28,"height":54.8},"denseWeight":1,"volumetricWeight":66,"higherWeight":66,"quantity":1},{"size":{"length":5,"width":118.16,"height":20.48},"denseWeight":1,"volumetricWeight":40,"higherWeight":40,"quantity":1}],"totalHigherWeight":106,"DS":0,"rate":1351,"tariffAndDS":1351,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1351,"totalShipmentCostFormula":"((tariffAndDS (1351) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 1351","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":"2026-04-14 11:41:26"} 
[2026-04-14 11:41:26] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 11:41:26"} 
[2026-04-14 11:41:26] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 11:41:26"} 
[2026-04-14 11:41:26] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":79.41,"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":810.0,"total_production_cost":1340.0,"totalDenseWeight":0,"totalVolumetricWeight":106,"bin_packing_result":[],"shipping_rates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5,"width":73.28,"height":54.8},"denseWeight":1,"volumetricWeight":66,"higherWeight":66,"quantity":1},{"size":{"length":5,"width":118.16,"height":20.48},"denseWeight":1,"volumetricWeight":40,"higherWeight":40,"quantity":1}],"totalHigherWeight":106,"DS":0,"rate":1384.3799999999999,"tariffAndDS":1384.3799999999999,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":50,"isRemotePrice":0,"totalShipmentCost":2429.2659679999997,"totalShipmentCostFormula":"(tariffAndDS (1384.38) + overlengthSurcharge (50) + overweightSurcharge (0) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 2429.27","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":73.28,"height":54.8},"denseWeight":1,"volumetricWeight":66,"higherWeight":66,"quantity":1},{"size":{"length":5,"width":118.16,"height":20.48},"denseWeight":1,"volumetricWeight":40,"higherWeight":40,"quantity":1}],"totalHigherWeight":106,"DS":0,"rate":776.0300000000001,"tariffAndDS":776.0300000000001,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":50,"isRemotePrice":0,"totalShipmentCost":1398.964408,"totalShipmentCostFormula":"(tariffAndDS (776.03) + overlengthSurcharge (50) + overweightSurcharge (0) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1398.96","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":73.28,"height":54.8},"denseWeight":1,"volumetricWeight":66,"higherWeight":66,"quantity":1},{"size":{"length":5,"width":118.16,"height":20.48},"denseWeight":1,"volumetricWeight":40,"higherWeight":40,"quantity":1}],"totalHigherWeight":106,"DS":26.5,"rate":725.12,"tariffAndDS":751.62,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":60,"isRemotePrice":0,"totalShipmentCost":1085.5417499999999,"totalShipmentCostFormula":"((tariffAndDS (751.62) + overlengthSurcharge (60) + overweightSurcharge (0) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 1085.54175","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","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":5,"width":73.28,"height":54.8},"denseWeight":1,"volumetricWeight":66,"higherWeight":66,"quantity":1},{"size":{"length":5,"width":118.16,"height":20.48},"denseWeight":1,"volumetricWeight":40,"higherWeight":40,"quantity":1}],"totalHigherWeight":106,"DS":0,"rate":689,"tariffAndDS":689,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":50,"isRemotePrice":0,"totalShipmentCost":1251.5704,"totalShipmentCostFormula":"(tariffAndDS (689) + overlengthSurcharge (50) + overweightSurcharge (0) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1251.57","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":73.28,"height":54.8},"denseWeight":1,"volumetricWeight":66,"higherWeight":66,"quantity":1},{"size":{"length":5,"width":118.16,"height":20.48},"denseWeight":1,"volumetricWeight":40,"higherWeight":40,"quantity":1}],"totalHigherWeight":106,"DS":0,"rate":1079.08,"tariffAndDS":1079.08,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1852.5645439999998,"totalShipmentCostFormula":"((tariffAndDS (1079.08) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 1852.564544","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","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":73.28,"height":54.8},"denseWeight":1,"volumetricWeight":66,"higherWeight":66,"quantity":1},{"size":{"length":5,"width":118.16,"height":20.48},"denseWeight":1,"volumetricWeight":40,"higherWeight":40,"quantity":1}],"totalHigherWeight":106,"DS":0,"rate":1351,"tariffAndDS":1351,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1351,"totalShipmentCostFormula":"((tariffAndDS (1351) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 1351","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":1090.0,"totalCost":2430.0,"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":8.88801,"result":"110.1014904","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":2.306115,"result":"16.2372459","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":15.461250000000001,"result":148.1097288,"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":3.0448,"result":"145.42726","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 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Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.0006256126770833335,"result":0.6256126770833335,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.005967382458333334,"result":5.967382458333334,"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":28.545,"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":28.9256,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":6.1692787260749,"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":8.5968575,"result":"179.4391236","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":83.44182406886917,"result":806.2189477941496,"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":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":71.28,"width_of_line_2":116.16,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":52.8,"height_of_line_2":18.48,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":73.21,"nested_area":38.06,"occupied_area":17.67,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":71.28,"other_dimension_of_sign":79.41,"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":1454},"TATDays":14,"testDenseWeight":83.44182406886917,"vendorName":"EpicCraftings Pakistan","quotationId":1454},"timestamp":"2026-04-14 11:41:26"} 
[2026-04-14 11:41:26] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-14 11:41:26"} 
[2026-04-14 11:41:27] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-14 11:41:27"} 
[2026-04-14 11:41:27] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":79.41,"sign_width":"120","dimensions":[{"id":"3daa34d8-48cb-4059-b79d-060945b5b0f9","height":17.65,"width":13.24},{"id":"278e9e33-9b53-411a-b4bd-f2aed6a852c1","height":17.65,"width":13.24},{"id":"f56e5706-225f-4413-92b3-e0ce994a11d6","height":17.65,"width":15.88},{"id":"1ce18968-4db9-4530-8685-2924e416f34f","height":17.65,"width":20.29},{"id":"4c37a15c-4589-468b-84a7-633ff01ac335","height":17.65,"width":15.88},{"id":"fea9f515-f842-4dc4-a010-45bb67fc5111","height":18.53,"width":16.76},{"id":"399b0eaf-695a-4826-bdf1-da66f9688f2a","height":52.94,"width":71.47}]},"timestamp":"2026-04-14 11:41:27"} 
[2026-04-14 11:41:27] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-14 11:41:27"} 
[2026-04-14 11:41:27] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":79.41,"sign_width":"120","dimensions":[{"id":"3daa34d8-48cb-4059-b79d-060945b5b0f9","height":17.65,"width":13.24},{"id":"278e9e33-9b53-411a-b4bd-f2aed6a852c1","height":17.65,"width":13.24},{"id":"f56e5706-225f-4413-92b3-e0ce994a11d6","height":17.65,"width":15.88},{"id":"1ce18968-4db9-4530-8685-2924e416f34f","height":17.65,"width":20.29},{"id":"4c37a15c-4589-468b-84a7-633ff01ac335","height":17.65,"width":15.88},{"id":"fea9f515-f842-4dc4-a010-45bb67fc5111","height":18.53,"width":16.76},{"id":"399b0eaf-695a-4826-bdf1-da66f9688f2a","height":52.94,"width":71.47}]}},"timestamp":"2026-04-14 11:41:27"} 
[2026-04-14 11:41:27] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:41:27"} 
[2026-04-14 11:41:27] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-14 11:41:27"} 
[2026-04-14 11:41:27] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-04-14 11:41:27"} 
[2026-04-14 11:41:28] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":79.41,"sign_width":"120","shipping_weight":106,"shape":"rectangular","dimensions":[{"id":"3daa34d8-48cb-4059-b79d-060945b5b0f9","height":17.65,"width":13.24},{"id":"278e9e33-9b53-411a-b4bd-f2aed6a852c1","height":17.65,"width":13.24},{"id":"f56e5706-225f-4413-92b3-e0ce994a11d6","height":17.65,"width":15.88},{"id":"1ce18968-4db9-4530-8685-2924e416f34f","height":17.65,"width":20.29},{"id":"4c37a15c-4589-468b-84a7-633ff01ac335","height":17.65,"width":15.88},{"id":"fea9f515-f842-4dc4-a010-45bb67fc5111","height":18.53,"width":16.76},{"id":"399b0eaf-695a-4826-bdf1-da66f9688f2a","height":52.94,"width":71.47}]}},"timestamp":"2026-04-14 11:41:28"} 
[2026-04-14 11:41:28] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-14 11:41:28"} 
[2026-04-14 11:41:28] local.INFO: Input Parameters {"data":{"dimensions_count":7,"shape":"rectangular"},"timestamp":"2026-04-14 11:41:28"} 
[2026-04-14 11:41:28] 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":"2026-04-14 11:41:28"} 
[2026-04-14 11:41:28] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-14 11:41:28"} 
[2026-04-14 11:41:28] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-04-14 11:41:28"} 
[2026-04-14 11:44:28] 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":"Flat Backer","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\\php4EAA.tmp"}},"file_present":true},"timestamp":"2026-04-14 11:44:28"} 
[2026-04-14 11:44:28] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-14 11:44:28"} 
[2026-04-14 11:44:29] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":7},"timestamp":"2026-04-14 11:44:29"} 
[2026-04-14 11:44:29] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":7},"timestamp":"2026-04-14 11:44:29"} 
[2026-04-14 11:44:29] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":2},"timestamp":"2026-04-14 11:44:29"} 
[2026-04-14 11:44:29] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":7},"timestamp":"2026-04-14 11:44:29"} 
[2026-04-14 11:44:29] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-14 11:44:29"} 
[2026-04-14 11:44:29] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2025-09-18 125251.png","query_param":"width","query_value":"120","file_size":7686},"timestamp":"2026-04-14 11:44:29"} 
[2026-04-14 11:44:29] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-14 11:44:29"} 
[2026-04-14 11:44:29] local.INFO: Nested area calculated {"data":{"nestedArea":5480.2391},"timestamp":"2026-04-14 11:44:29"} 
[2026-04-14 11:44:29] local.INFO: Mapped objects from Image-to-Text API 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"}]},"timestamp":"2026-04-14 11:44:29"} 
[2026-04-14 11:44:29] local.INFO: Number of letters detected {"data":{"noOfLetters":7},"timestamp":"2026-04-14 11:44:29"} 
[2026-04-14 11:44:29] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":878.53,"perimeter_in_feet":73.21},"timestamp":"2026-04-14 11:44:29"} 
[2026-04-14 11:44:29] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[70.46,116,136.63,158.04,116,105.88,1841.65],"actualFilledAreaSum":2544.66},"timestamp":"2026-04-14 11:44:29"} 
[2026-04-14 11:44:29] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":17.67},"timestamp":"2026-04-14 11:44:29"} 
[2026-04-14 11:44:29] local.INFO: Average character height calculated {"data":{"avgCharHeight":22.81714285714286},"timestamp":"2026-04-14 11:44:29"} 
[2026-04-14 11:44:29] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":136.0,"originalHeight":90.0,"ratio":1.511111111111111},"timestamp":"2026-04-14 11:44:29"} 
[2026-04-14 11:44:29] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":79.41},"timestamp":"2026-04-14 11:44:29"} 
[2026-04-14 11:44:30] 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=\"7623.529411764705\" viewBox=\"0 0 136 90\">
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"}],"no_of_letters":7,"perimeter_of_sign":73.21,"nested_area":38.06,"occupied_area":17.67,"avg_char_height":22.81714285714286,"widthOfSign":"120","otherDimensionOfSign":79.41,"width_of_smaller_line":20},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"Flat Backer","profit_factor":"1.00","quotationId":1455,"no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":71.28,"width_of_line_2":116.16,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":52.8,"height_of_line_2":18.48,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":73.21,"nested_area":38.06,"occupied_area":17.67,"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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"Flat Backer","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":71.28,"width_of_line_2":116.16,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":52.8,"height_of_line_2":18.48,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":73.21,"nested_area":38.06,"occupied_area":17.67,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":71.28,"other_dimension_of_sign":79.41,"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":1455}},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"8.88801"},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"110.1014904"},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2.306115"},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"16.2372459"},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":15.461250000000001},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":148.1097288},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"3.0448"},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"145.42726"},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":0.007876944845000003},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":7.8769448450000015},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":0.0006256126770833335},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":0.6256126770833335},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":0.005967382458333334},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":5.967382458333334},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"0.012264418833333"},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"12.264418833333"},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"0.00595231175"},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"5.95231175"},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"0.007969885"},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"7.969885"},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"0.00063591733333333"},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"0.63591733333333"},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":8.2584945794166},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":28.545},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"28.9256"},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"6.1692787260749"},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"45.178099722222"},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"550.07532636667"},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] 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":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":1103.5625189431694,"totalDenseWeight_before_formula":112.43744592119397},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1213.9187708374864},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":7,"totalDenseWeight":0},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:30] local.INFO: Box added for flat backer 2.5mm mounting {"data":{"length":3.5,"width":124,"height":83.41,"denseWeight":0},"timestamp":"2026-04-14 11:44:30"} 
[2026-04-14 11:44:31] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":3.5,"width":124,"height":83.41},"quantity":1,"denseWeight":1}],"cheapestShippingCost":1282.3816249999998,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":3.5,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":119,"higherWeight":119,"quantity":1}],"totalHigherWeight":119,"DS":0,"rate":1555.85,"tariffAndDS":1555.85,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2829.7515599999997,"totalShipmentCostFormula":"(tariffAndDS (1555.85) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 2829.75","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":3.5,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":119,"higherWeight":119,"quantity":1}],"totalHigherWeight":119,"DS":0,"rate":871.19,"tariffAndDS":871.19,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1670.211384,"totalShipmentCostFormula":"(tariffAndDS (871.19) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1670.21","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":3.5,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":119,"higherWeight":119,"quantity":1}],"totalHigherWeight":119,"DS":29.75,"rate":814.04,"tariffAndDS":843.79,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1282.3816249999998,"totalShipmentCostFormula":"((tariffAndDS (843.79) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 1282.381625","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","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":3.5,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":119,"higherWeight":119,"quantity":1}],"totalHigherWeight":119,"DS":0,"rate":773.5,"tariffAndDS":773.5,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1504.7636,"totalShipmentCostFormula":"(tariffAndDS (773.5) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1504.76","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":3.5,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":119,"higherWeight":119,"quantity":1}],"totalHigherWeight":119,"DS":0,"rate":1211.42,"tariffAndDS":1211.42,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2079.765856,"totalShipmentCostFormula":"((tariffAndDS (1211.42) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 2079.765856","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Height exceeds 68.9 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":3.5,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":119,"higherWeight":119,"quantity":1}],"totalHigherWeight":119,"DS":0,"rate":1461.5,"tariffAndDS":1461.5,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1461.5,"totalShipmentCostFormula":"((tariffAndDS (1461.5) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 1461.5","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":"2026-04-14 11:44:31"} 
[2026-04-14 11:44:31] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 11:44:31"} 
[2026-04-14 11:44:31] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 11:44:31"} 
[2026-04-14 11:44:31] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":79.41,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flat-aluminum-backer/halo-Lit-channel-letters-with-flat-aluminum-backer.png","mounting_type":"Flat Backer","combined_production_cost_usd":1220.0,"total_production_cost":2020.0,"totalDenseWeight":0,"totalVolumetricWeight":119,"bin_packing_result":[],"shipping_rates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":3.5,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":119,"higherWeight":119,"quantity":1}],"totalHigherWeight":119,"DS":0,"rate":1555.85,"tariffAndDS":1555.85,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2829.7515599999997,"totalShipmentCostFormula":"(tariffAndDS (1555.85) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 2829.75","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":3.5,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":119,"higherWeight":119,"quantity":1}],"totalHigherWeight":119,"DS":0,"rate":871.19,"tariffAndDS":871.19,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1670.211384,"totalShipmentCostFormula":"(tariffAndDS (871.19) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1670.21","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":3.5,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":119,"higherWeight":119,"quantity":1}],"totalHigherWeight":119,"DS":29.75,"rate":814.04,"tariffAndDS":843.79,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1282.3816249999998,"totalShipmentCostFormula":"((tariffAndDS (843.79) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 1282.381625","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","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":3.5,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":119,"higherWeight":119,"quantity":1}],"totalHigherWeight":119,"DS":0,"rate":773.5,"tariffAndDS":773.5,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1504.7636,"totalShipmentCostFormula":"(tariffAndDS (773.5) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1504.76","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":3.5,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":119,"higherWeight":119,"quantity":1}],"totalHigherWeight":119,"DS":0,"rate":1211.42,"tariffAndDS":1211.42,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2079.765856,"totalShipmentCostFormula":"((tariffAndDS (1211.42) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 2079.765856","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Height exceeds 68.9 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":3.5,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":119,"higherWeight":119,"quantity":1}],"totalHigherWeight":119,"DS":0,"rate":1461.5,"tariffAndDS":1461.5,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1461.5,"totalShipmentCostFormula":"((tariffAndDS (1461.5) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 1461.5","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":1290.0,"totalCost":3310.0,"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":8.88801,"result":"110.1014904","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":2.306115,"result":"16.2372459","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":15.461250000000001,"result":148.1097288,"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":3.0448,"result":"145.42726","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":0.007876944845000003,"result":7.8769448450000015,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.0006256126770833335,"result":0.6256126770833335,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.005967382458333334,"result":5.967382458333334,"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":0.012264418833333,"result":"12.264418833333","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00595231175,"result":"5.95231175","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":0.007969885,"result":"7.969885","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00063591733333333,"result":"0.63591733333333","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":8.2584945794166,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":28.545,"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":28.9256,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":6.1692787260749,"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":0,"result":"0","sign_material":"Standard Raceway (6x2)","description":null,"sequence_no":47},{"variable_id":26,"dense_weight_expression":45.178099722222,"result":"550.07532636667","sign_material":"Flat Backer (2mm)","description":"Sign to be Mounted onto 2mm Aluminum Backer","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":123.68119051331338,"result":1213.9187708374864,"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":"Flat Backer","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":71.28,"width_of_line_2":116.16,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":52.8,"height_of_line_2":18.48,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":73.21,"nested_area":38.06,"occupied_area":17.67,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":71.28,"other_dimension_of_sign":79.41,"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":1455},"TATDays":14,"testDenseWeight":123.68119051331338,"vendorName":"EpicCraftings Pakistan","quotationId":1455},"timestamp":"2026-04-14 11:44:31"} 
[2026-04-14 11:44:31] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-14 11:44:31"} 
[2026-04-14 11:44:33] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-14 11:44:33"} 
[2026-04-14 11:44:33] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flat Backer","sign_height":79.41,"sign_width":"120","dimensions":[{"id":"ea5ac25e-e7ca-4e14-bf0a-b240a57340a9","height":17.65,"width":13.24},{"id":"c280733d-a650-40cc-9254-3c43eb0b6e7d","height":17.65,"width":13.24},{"id":"b076dbfa-91e8-44ae-98f6-f8513e671025","height":17.65,"width":15.88},{"id":"4d705658-0318-44ae-bf55-9f812d2ab245","height":17.65,"width":20.29},{"id":"c7a47f64-ca04-498a-84fa-c88e98552812","height":17.65,"width":15.88},{"id":"66db6360-3b0b-4a01-a1cf-1f921f565fbc","height":18.53,"width":16.76},{"id":"5b685508-e2d8-47df-b4c8-fc0750cbeaf9","height":52.94,"width":71.47}]},"timestamp":"2026-04-14 11:44:33"} 
[2026-04-14 11:44:33] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-14 11:44:33"} 
[2026-04-14 11:44:33] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flat Backer","sign_height":79.41,"sign_width":"120","dimensions":[{"id":"ea5ac25e-e7ca-4e14-bf0a-b240a57340a9","height":17.65,"width":13.24},{"id":"c280733d-a650-40cc-9254-3c43eb0b6e7d","height":17.65,"width":13.24},{"id":"b076dbfa-91e8-44ae-98f6-f8513e671025","height":17.65,"width":15.88},{"id":"4d705658-0318-44ae-bf55-9f812d2ab245","height":17.65,"width":20.29},{"id":"c7a47f64-ca04-498a-84fa-c88e98552812","height":17.65,"width":15.88},{"id":"66db6360-3b0b-4a01-a1cf-1f921f565fbc","height":18.53,"width":16.76},{"id":"5b685508-e2d8-47df-b4c8-fc0750cbeaf9","height":52.94,"width":71.47}]}},"timestamp":"2026-04-14 11:44:33"} 
[2026-04-14 11:44:33] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:44:33"} 
[2026-04-14 11:44:33] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-14 11:44:33"} 
[2026-04-14 11:44:33] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Flat Backer"},"timestamp":"2026-04-14 11:44:33"} 
[2026-04-14 11:44:33] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flat Backer","sign_height":79.41,"sign_width":"120","shipping_weight":119,"shape":"rectangular","dimensions":[{"id":"ea5ac25e-e7ca-4e14-bf0a-b240a57340a9","height":17.65,"width":13.24},{"id":"c280733d-a650-40cc-9254-3c43eb0b6e7d","height":17.65,"width":13.24},{"id":"b076dbfa-91e8-44ae-98f6-f8513e671025","height":17.65,"width":15.88},{"id":"4d705658-0318-44ae-bf55-9f812d2ab245","height":17.65,"width":20.29},{"id":"c7a47f64-ca04-498a-84fa-c88e98552812","height":17.65,"width":15.88},{"id":"66db6360-3b0b-4a01-a1cf-1f921f565fbc","height":18.53,"width":16.76},{"id":"5b685508-e2d8-47df-b4c8-fc0750cbeaf9","height":52.94,"width":71.47}]}},"timestamp":"2026-04-14 11:44:33"} 
[2026-04-14 11:44:33] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-14 11:44:33"} 
[2026-04-14 11:44:33] local.INFO: Input Parameters {"data":{"dimensions_count":7,"shape":"rectangular"},"timestamp":"2026-04-14 11:44:33"} 
[2026-04-14 11:44:33] 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":"2026-04-14 11:44:33"} 
[2026-04-14 11:44:33] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-14 11:44:33"} 
[2026-04-14 11:44:33] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Flat Backer"},"timestamp":"2026-04-14 11:44:33"} 
[2026-04-14 11:44:41] 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":"Backerboard Cabinet","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\\php823F.tmp"}},"file_present":true},"timestamp":"2026-04-14 11:44:41"} 
[2026-04-14 11:44:41] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-14 11:44:41"} 
[2026-04-14 11:44:42] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":7},"timestamp":"2026-04-14 11:44:42"} 
[2026-04-14 11:44:42] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":7},"timestamp":"2026-04-14 11:44:42"} 
[2026-04-14 11:44:42] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":2},"timestamp":"2026-04-14 11:44:42"} 
[2026-04-14 11:44:42] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":7},"timestamp":"2026-04-14 11:44:42"} 
[2026-04-14 11:44:42] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-14 11:44:42"} 
[2026-04-14 11:44:42] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2025-09-18 125251.png","query_param":"width","query_value":"120","file_size":7686},"timestamp":"2026-04-14 11:44:42"} 
[2026-04-14 11:44:42] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-14 11:44:42"} 
[2026-04-14 11:44:42] local.INFO: Nested area calculated {"data":{"nestedArea":5480.2391},"timestamp":"2026-04-14 11:44:42"} 
[2026-04-14 11:44:42] local.INFO: Mapped objects from Image-to-Text API 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"}]},"timestamp":"2026-04-14 11:44:42"} 
[2026-04-14 11:44:42] local.INFO: Number of letters detected {"data":{"noOfLetters":7},"timestamp":"2026-04-14 11:44:42"} 
[2026-04-14 11:44:42] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":878.53,"perimeter_in_feet":73.21},"timestamp":"2026-04-14 11:44:42"} 
[2026-04-14 11:44:42] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[70.46,116,136.63,158.04,116,105.88,1841.65],"actualFilledAreaSum":2544.66},"timestamp":"2026-04-14 11:44:42"} 
[2026-04-14 11:44:42] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":17.67},"timestamp":"2026-04-14 11:44:42"} 
[2026-04-14 11:44:42] local.INFO: Average character height calculated {"data":{"avgCharHeight":22.81714285714286},"timestamp":"2026-04-14 11:44:42"} 
[2026-04-14 11:44:42] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":136.0,"originalHeight":90.0,"ratio":1.511111111111111},"timestamp":"2026-04-14 11:44:42"} 
[2026-04-14 11:44:42] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":79.41},"timestamp":"2026-04-14 11:44:42"} 
[2026-04-14 11:44:43] 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=\"7623.529411764705\" viewBox=\"0 0 136 90\">
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"}],"no_of_letters":7,"perimeter_of_sign":73.21,"nested_area":38.06,"occupied_area":17.67,"avg_char_height":22.81714285714286,"widthOfSign":"120","otherDimensionOfSign":79.41,"width_of_smaller_line":20},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"Backerboard Cabinet","profit_factor":"1.00","quotationId":1456,"no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":71.28,"width_of_line_2":116.16,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":52.8,"height_of_line_2":18.48,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":73.21,"nested_area":38.06,"occupied_area":17.67,"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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"Backerboard Cabinet","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":71.28,"width_of_line_2":116.16,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":52.8,"height_of_line_2":18.48,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":73.21,"nested_area":38.06,"occupied_area":17.67,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":71.28,"other_dimension_of_sign":79.41,"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":1456}},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"8.88801"},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"110.1014904"},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2.306115"},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"16.2372459"},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":15.461250000000001},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":148.1097288},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"3.0448"},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"145.42726"},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"0.945"},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"4.8755"},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":0.007876944845000003},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":7.8769448450000015},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":0.0006256126770833335},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":0.6256126770833335},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":0.005967382458333334},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":5.967382458333334},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"0.012264418833333"},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"12.264418833333"},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"0.00595231175"},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"5.95231175"},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"0.007969885"},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"7.969885"},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"0.00063591733333333"},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"0.63591733333333"},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":8.2584945794166},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":28.545},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"28.9256"},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"6.1692787260749"},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"1.84690125"},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] 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":"1152.9093460667"},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":1706.3965386431996,"totalDenseWeight_before_formula":69.10624744897197},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1877.0361925075197},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":7,"totalDenseWeight":0},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:43] local.INFO: Box added for backerboard cabinet 2 inch mounting {"data":{"length":5,"width":124,"height":83.41,"denseWeight":0},"timestamp":"2026-04-14 11:44:43"} 
[2026-04-14 11:44:44] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":5,"width":124,"height":83.41},"quantity":1,"denseWeight":1}],"cheapestShippingCost":1761.2668125,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":169.5,"higherWeight":169.5,"quantity":1}],"totalHigherWeight":169.5,"DS":0,"rate":2221.9449999999997,"tariffAndDS":2221.9449999999997,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3957.850051999999,"totalShipmentCostFormula":"(tariffAndDS (2221.945) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 3957.85","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":5,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":169.5,"higherWeight":169.5,"quantity":1}],"totalHigherWeight":169.5,"DS":0,"rate":1240.85,"tariffAndDS":1240.85,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2296.2675599999993,"totalShipmentCostFormula":"(tariffAndDS (1240.85) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 2296.27","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":5,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":169.5,"higherWeight":169.5,"quantity":1}],"totalHigherWeight":169.5,"DS":42.375,"rate":1159.46,"tariffAndDS":1201.835,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1761.2668125,"totalShipmentCostFormula":"((tariffAndDS (1201.835) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 1761.2668125","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","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":5,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":169.5,"higherWeight":169.5,"quantity":1}],"totalHigherWeight":169.5,"DS":0,"rate":1101.75,"tariffAndDS":1101.75,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2060.6877999999997,"totalShipmentCostFormula":"(tariffAndDS (1101.75) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 2060.69","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":5,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":169.5,"higherWeight":169.5,"quantity":1}],"totalHigherWeight":169.5,"DS":0,"rate":1725.51,"tariffAndDS":1725.51,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2962.355568,"totalShipmentCostFormula":"((tariffAndDS (1725.51) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 2962.355568","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Height exceeds 68.9 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":124,"height":83.41},"denseWeight":1,"volumetricWeight":169.5,"higherWeight":169.5,"quantity":1}],"totalHigherWeight":169.5,"DS":0,"rate":1890.75,"tariffAndDS":1890.75,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1890.75,"totalShipmentCostFormula":"((tariffAndDS (1890.75) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 1890.75","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":"2026-04-14 11:44:44"} 
[2026-04-14 11:44:44] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 11:44:44"} 
[2026-04-14 11:44:44] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 11:44:44"} 
[2026-04-14 11:44:44] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":79.41,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/3d-aluminum-backer/halo-lit-channel-letters-with-aluminum-backer.png","mounting_type":"Backerboard Cabinet","combined_production_cost_usd":1880.0,"total_production_cost":3120.0,"totalDenseWeight":0,"totalVolumetricWeight":169.5,"bin_packing_result":[],"shipping_rates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":169.5,"higherWeight":169.5,"quantity":1}],"totalHigherWeight":169.5,"DS":0,"rate":2221.9449999999997,"tariffAndDS":2221.9449999999997,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3957.850051999999,"totalShipmentCostFormula":"(tariffAndDS (2221.945) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 3957.85","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":5,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":169.5,"higherWeight":169.5,"quantity":1}],"totalHigherWeight":169.5,"DS":0,"rate":1240.85,"tariffAndDS":1240.85,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2296.2675599999993,"totalShipmentCostFormula":"(tariffAndDS (1240.85) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 2296.27","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":5,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":169.5,"higherWeight":169.5,"quantity":1}],"totalHigherWeight":169.5,"DS":42.375,"rate":1159.46,"tariffAndDS":1201.835,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1761.2668125,"totalShipmentCostFormula":"((tariffAndDS (1201.835) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 1761.2668125","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","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":5,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":169.5,"higherWeight":169.5,"quantity":1}],"totalHigherWeight":169.5,"DS":0,"rate":1101.75,"tariffAndDS":1101.75,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2060.6877999999997,"totalShipmentCostFormula":"(tariffAndDS (1101.75) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 2060.69","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":5,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":169.5,"higherWeight":169.5,"quantity":1}],"totalHigherWeight":169.5,"DS":0,"rate":1725.51,"tariffAndDS":1725.51,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2962.355568,"totalShipmentCostFormula":"((tariffAndDS (1725.51) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 2962.355568","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Height exceeds 68.9 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":124,"height":83.41},"denseWeight":1,"volumetricWeight":169.5,"higherWeight":169.5,"quantity":1}],"totalHigherWeight":169.5,"DS":0,"rate":1890.75,"tariffAndDS":1890.75,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1890.75,"totalShipmentCostFormula":"((tariffAndDS (1890.75) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 1890.75","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":1770.0,"totalCost":4890.0,"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":8.88801,"result":"110.1014904","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":2.306115,"result":"16.2372459","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":15.461250000000001,"result":148.1097288,"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":3.0448,"result":"145.42726","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":0.007876944845000003,"result":7.8769448450000015,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.0006256126770833335,"result":0.6256126770833335,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.005967382458333334,"result":5.967382458333334,"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":0.012264418833333,"result":"12.264418833333","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":28.9256,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":6.1692787260749,"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":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":1.84690125,"result":"1152.9093460667","sign_material":"Backerboard Cabinet (2\")","description":"Sign to be Mounted onto 2\" Deep Serviceable Backer","sequence_no":49},{"variable_id":8,"dense_weight_expression":76.01687219386918,"result":1877.0361925075197,"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":"Backerboard Cabinet","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":71.28,"width_of_line_2":116.16,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":52.8,"height_of_line_2":18.48,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":73.21,"nested_area":38.06,"occupied_area":17.67,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":71.28,"other_dimension_of_sign":79.41,"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":1456},"TATDays":14,"testDenseWeight":76.01687219386918,"vendorName":"EpicCraftings Pakistan","quotationId":1456},"timestamp":"2026-04-14 11:44:44"} 
[2026-04-14 11:44:44] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-14 11:44:44"} 
[2026-04-14 11:44:45] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-14 11:44:45"} 
[2026-04-14 11:44:45] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Backerboard Cabinet","sign_height":79.41,"sign_width":"120","dimensions":[{"id":"07d63cfd-3d29-449d-b677-e11e4fe3f62f","height":17.65,"width":13.24},{"id":"1c38bbfd-40e4-4142-a0a0-248aa4f8944d","height":17.65,"width":13.24},{"id":"e0a71b53-d323-494c-b1e3-206ae6118d62","height":17.65,"width":15.88},{"id":"1f98c640-c86f-40e5-80f1-7bb3f150250e","height":17.65,"width":20.29},{"id":"d7862fe3-240c-4093-9391-5bd13e69aba7","height":17.65,"width":15.88},{"id":"2b98dadf-50fe-44c4-9e2d-2cdb88bf0de0","height":18.53,"width":16.76},{"id":"bf3a2714-85b5-442f-878e-b050944a0e77","height":52.94,"width":71.47}]},"timestamp":"2026-04-14 11:44:45"} 
[2026-04-14 11:44:45] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-14 11:44:45"} 
[2026-04-14 11:44:45] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Backerboard Cabinet","sign_height":79.41,"sign_width":"120","dimensions":[{"id":"07d63cfd-3d29-449d-b677-e11e4fe3f62f","height":17.65,"width":13.24},{"id":"1c38bbfd-40e4-4142-a0a0-248aa4f8944d","height":17.65,"width":13.24},{"id":"e0a71b53-d323-494c-b1e3-206ae6118d62","height":17.65,"width":15.88},{"id":"1f98c640-c86f-40e5-80f1-7bb3f150250e","height":17.65,"width":20.29},{"id":"d7862fe3-240c-4093-9391-5bd13e69aba7","height":17.65,"width":15.88},{"id":"2b98dadf-50fe-44c4-9e2d-2cdb88bf0de0","height":18.53,"width":16.76},{"id":"bf3a2714-85b5-442f-878e-b050944a0e77","height":52.94,"width":71.47}]}},"timestamp":"2026-04-14 11:44:45"} 
[2026-04-14 11:44:45] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:44:45"} 
[2026-04-14 11:44:45] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-14 11:44:45"} 
[2026-04-14 11:44:45] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Backerboard Cabinet"},"timestamp":"2026-04-14 11:44:45"} 
[2026-04-14 11:44:46] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Backerboard Cabinet","sign_height":79.41,"sign_width":"120","shipping_weight":169.5,"shape":"rectangular","dimensions":[{"id":"07d63cfd-3d29-449d-b677-e11e4fe3f62f","height":17.65,"width":13.24},{"id":"1c38bbfd-40e4-4142-a0a0-248aa4f8944d","height":17.65,"width":13.24},{"id":"e0a71b53-d323-494c-b1e3-206ae6118d62","height":17.65,"width":15.88},{"id":"1f98c640-c86f-40e5-80f1-7bb3f150250e","height":17.65,"width":20.29},{"id":"d7862fe3-240c-4093-9391-5bd13e69aba7","height":17.65,"width":15.88},{"id":"2b98dadf-50fe-44c4-9e2d-2cdb88bf0de0","height":18.53,"width":16.76},{"id":"bf3a2714-85b5-442f-878e-b050944a0e77","height":52.94,"width":71.47}]}},"timestamp":"2026-04-14 11:44:46"} 
[2026-04-14 11:44:46] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-14 11:44:46"} 
[2026-04-14 11:44:46] local.INFO: Input Parameters {"data":{"dimensions_count":7,"shape":"rectangular"},"timestamp":"2026-04-14 11:44:46"} 
[2026-04-14 11:44:46] 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":"2026-04-14 11:44:46"} 
[2026-04-14 11:44:46] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-14 11:44:46"} 
[2026-04-14 11:44:46] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Backerboard Cabinet"},"timestamp":"2026-04-14 11:44:46"} 
[2026-04-14 11:44:54] 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":"Backerboard Cabinet","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"8","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpB45D.tmp"}},"file_present":true},"timestamp":"2026-04-14 11:44:54"} 
[2026-04-14 11:44:54] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-14 11:44:54"} 
[2026-04-14 11:44:55] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":7},"timestamp":"2026-04-14 11:44:55"} 
[2026-04-14 11:44:55] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":7},"timestamp":"2026-04-14 11:44:55"} 
[2026-04-14 11:44:55] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":2},"timestamp":"2026-04-14 11:44:55"} 
[2026-04-14 11:44:55] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":7},"timestamp":"2026-04-14 11:44:55"} 
[2026-04-14 11:44:55] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-14 11:44:55"} 
[2026-04-14 11:44:55] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2025-09-18 125251.png","query_param":"width","query_value":"120","file_size":7686},"timestamp":"2026-04-14 11:44:55"} 
[2026-04-14 11:44:55] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-14 11:44:55"} 
[2026-04-14 11:44:55] local.INFO: Nested area calculated {"data":{"nestedArea":5480.2391},"timestamp":"2026-04-14 11:44:55"} 
[2026-04-14 11:44:55] local.INFO: Mapped objects from Image-to-Text API 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"}]},"timestamp":"2026-04-14 11:44:55"} 
[2026-04-14 11:44:55] local.INFO: Number of letters detected {"data":{"noOfLetters":7},"timestamp":"2026-04-14 11:44:55"} 
[2026-04-14 11:44:55] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":878.53,"perimeter_in_feet":73.21},"timestamp":"2026-04-14 11:44:55"} 
[2026-04-14 11:44:55] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[70.46,116,136.63,158.04,116,105.88,1841.65],"actualFilledAreaSum":2544.66},"timestamp":"2026-04-14 11:44:55"} 
[2026-04-14 11:44:55] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":17.67},"timestamp":"2026-04-14 11:44:55"} 
[2026-04-14 11:44:55] local.INFO: Average character height calculated {"data":{"avgCharHeight":22.81714285714286},"timestamp":"2026-04-14 11:44:55"} 
[2026-04-14 11:44:55] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":136.0,"originalHeight":90.0,"ratio":1.511111111111111},"timestamp":"2026-04-14 11:44:55"} 
[2026-04-14 11:44:55] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":79.41},"timestamp":"2026-04-14 11:44:55"} 
[2026-04-14 11:44:56] 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=\"7623.529411764705\" viewBox=\"0 0 136 90\">
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"}],"no_of_letters":7,"perimeter_of_sign":73.21,"nested_area":38.06,"occupied_area":17.67,"avg_char_height":22.81714285714286,"widthOfSign":"120","otherDimensionOfSign":79.41,"width_of_smaller_line":20},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"Backerboard Cabinet","profit_factor":"1.00","quotationId":1457,"no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":71.28,"width_of_line_2":116.16,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":52.8,"height_of_line_2":18.48,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"8","no_of_letters":7,"perimeter_of_sign":73.21,"nested_area":38.06,"occupied_area":17.67,"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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"Backerboard Cabinet","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":71.28,"width_of_line_2":116.16,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":52.8,"height_of_line_2":18.48,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"8","no_of_letters":7,"perimeter_of_sign":73.21,"nested_area":38.06,"occupied_area":17.67,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":71.28,"other_dimension_of_sign":79.41,"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":1457}},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"8.88801"},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"110.1014904"},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2.306115"},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"16.2372459"},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":15.461250000000001},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":148.1097288},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"3.0448"},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"145.42726"},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"0.945"},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"4.8755"},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":0.007876944845000003},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":7.8769448450000015},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":0.0006256126770833335},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":0.6256126770833335},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":0.005967382458333334},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":5.967382458333334},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"0.012264418833333"},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"12.264418833333"},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"0.00595231175"},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"5.95231175"},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"0.007969885"},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"7.969885"},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"0.00063591733333333"},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"0.63591733333333"},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":8.2584945794166},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":28.545},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"28.9256"},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"6.1692787260749"},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"1.9517345833333"},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] 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":"1232.0473860667"},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":1785.5345786431994,"totalDenseWeight_before_formula":69.21108078230527},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1964.0880365075195},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":7,"totalDenseWeight":0},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:56] local.INFO: Box added for backerboard cabinet 2 inch mounting {"data":{"length":11,"width":124,"height":83.41,"denseWeight":0},"timestamp":"2026-04-14 11:44:56"} 
[2026-04-14 11:44:57] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":11,"width":124,"height":83.41},"quantity":1,"denseWeight":1}],"cheapestShippingCost":3297.5,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":11,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":373,"higherWeight":373,"quantity":1}],"totalHigherWeight":373,"DS":0,"rate":4906.11,"tariffAndDS":4906.11,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":8503.751895999998,"totalShipmentCostFormula":"(tariffAndDS (4906.11) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 8503.75","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":11,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":373,"higherWeight":373,"quantity":1}],"totalHigherWeight":373,"DS":0,"rate":2730.4700000000003,"tariffAndDS":2730.4700000000003,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":4819.087992,"totalShipmentCostFormula":"(tariffAndDS (2730.47) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 4819.09","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":11,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":373,"higherWeight":373,"quantity":1}],"totalHigherWeight":373,"DS":93.25,"rate":2551.4,"tariffAndDS":2644.65,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3691.0318749999997,"totalShipmentCostFormula":"((tariffAndDS (2644.65) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 3691.031875","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","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,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":373,"higherWeight":373,"quantity":1}],"totalHigherWeight":373,"DS":0,"rate":2424.5,"tariffAndDS":2424.5,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":4300.897199999999,"totalShipmentCostFormula":"(tariffAndDS (2424.5) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 4300.9","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":11,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":373,"higherWeight":373,"quantity":1}],"totalHigherWeight":373,"DS":0,"rate":3797.14,"tariffAndDS":3797.14,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":6518.929951999999,"totalShipmentCostFormula":"((tariffAndDS (3797.14) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 6518.929952","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Height exceeds 68.9 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":11,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":373,"higherWeight":373,"quantity":1}],"totalHigherWeight":373,"DS":0,"rate":3297.5,"tariffAndDS":3297.5,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3297.5,"totalShipmentCostFormula":"((tariffAndDS (3297.5) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 3297.5","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":"2026-04-14 11:44:57"} 
[2026-04-14 11:44:57] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 11:44:57"} 
[2026-04-14 11:44:57] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 11:44:57"} 
[2026-04-14 11:44:57] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":79.41,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/3d-aluminum-backer/halo-lit-channel-letters-with-aluminum-backer.png","mounting_type":"Backerboard Cabinet","combined_production_cost_usd":1970.0,"total_production_cost":3270.0,"totalDenseWeight":0,"totalVolumetricWeight":373,"bin_packing_result":[],"shipping_rates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":11,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":373,"higherWeight":373,"quantity":1}],"totalHigherWeight":373,"DS":0,"rate":4906.11,"tariffAndDS":4906.11,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":8503.751895999998,"totalShipmentCostFormula":"(tariffAndDS (4906.11) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 8503.75","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":11,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":373,"higherWeight":373,"quantity":1}],"totalHigherWeight":373,"DS":0,"rate":2730.4700000000003,"tariffAndDS":2730.4700000000003,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":4819.087992,"totalShipmentCostFormula":"(tariffAndDS (2730.47) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 4819.09","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":11,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":373,"higherWeight":373,"quantity":1}],"totalHigherWeight":373,"DS":93.25,"rate":2551.4,"tariffAndDS":2644.65,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3691.0318749999997,"totalShipmentCostFormula":"((tariffAndDS (2644.65) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 3691.031875","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","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,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":373,"higherWeight":373,"quantity":1}],"totalHigherWeight":373,"DS":0,"rate":2424.5,"tariffAndDS":2424.5,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":4300.897199999999,"totalShipmentCostFormula":"(tariffAndDS (2424.5) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 4300.9","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":11,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":373,"higherWeight":373,"quantity":1}],"totalHigherWeight":373,"DS":0,"rate":3797.14,"tariffAndDS":3797.14,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":6518.929951999999,"totalShipmentCostFormula":"((tariffAndDS (3797.14) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 6518.929952","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Height exceeds 68.9 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":11,"width":124,"height":83.41},"denseWeight":1,"volumetricWeight":373,"higherWeight":373,"quantity":1}],"totalHigherWeight":373,"DS":0,"rate":3297.5,"tariffAndDS":3297.5,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3297.5,"totalShipmentCostFormula":"((tariffAndDS (3297.5) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 3297.5","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":3300.0,"totalCost":6570.0,"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":8.88801,"result":"110.1014904","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":2.306115,"result":"16.2372459","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":15.461250000000001,"result":148.1097288,"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":3.0448,"result":"145.42726","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":0.007876944845000003,"result":7.8769448450000015,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.0006256126770833335,"result":0.6256126770833335,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.005967382458333334,"result":5.967382458333334,"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":0.012264418833333,"result":"12.264418833333","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":28.9256,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":6.1692787260749,"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":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":1.9517345833333,"result":"1232.0473860667","sign_material":"Backerboard Cabinet (2\")","description":"Sign to be Mounted onto 2\" Deep Serviceable Backer","sequence_no":49},{"variable_id":8,"dense_weight_expression":76.1321888605358,"result":1964.0880365075195,"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":"Backerboard Cabinet","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":71.28,"width_of_line_2":116.16,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":52.8,"height_of_line_2":18.48,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"8","no_of_letters":7,"perimeter_of_sign":73.21,"nested_area":38.06,"occupied_area":17.67,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":71.28,"other_dimension_of_sign":79.41,"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":1457},"TATDays":14,"testDenseWeight":76.1321888605358,"vendorName":"EpicCraftings Pakistan","quotationId":1457},"timestamp":"2026-04-14 11:44:57"} 
[2026-04-14 11:44:57] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-14 11:44:57"} 
[2026-04-14 11:44:58] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-14 11:44:58"} 
[2026-04-14 11:44:58] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Backerboard Cabinet","sign_height":79.41,"sign_width":"120","dimensions":[{"id":"f62253c3-c525-495c-8a00-df3dbd449df2","height":17.65,"width":13.24},{"id":"0f197a09-5c86-4b60-baee-946108feb4d6","height":17.65,"width":13.24},{"id":"d88d0bc1-14dd-46a5-a687-eff5fee6387c","height":17.65,"width":15.88},{"id":"038ca6df-1729-40ea-a1c2-5de6ca956cf5","height":17.65,"width":20.29},{"id":"c81d75ca-77a3-4876-b8a6-884781872307","height":17.65,"width":15.88},{"id":"aa332fc5-8c22-4b30-be39-bc7c366efde6","height":18.53,"width":16.76},{"id":"ff65e842-4617-4428-825c-7a6c38342415","height":52.94,"width":71.47}]},"timestamp":"2026-04-14 11:44:58"} 
[2026-04-14 11:44:58] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-14 11:44:58"} 
[2026-04-14 11:44:58] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Backerboard Cabinet","sign_height":79.41,"sign_width":"120","dimensions":[{"id":"f62253c3-c525-495c-8a00-df3dbd449df2","height":17.65,"width":13.24},{"id":"0f197a09-5c86-4b60-baee-946108feb4d6","height":17.65,"width":13.24},{"id":"d88d0bc1-14dd-46a5-a687-eff5fee6387c","height":17.65,"width":15.88},{"id":"038ca6df-1729-40ea-a1c2-5de6ca956cf5","height":17.65,"width":20.29},{"id":"c81d75ca-77a3-4876-b8a6-884781872307","height":17.65,"width":15.88},{"id":"aa332fc5-8c22-4b30-be39-bc7c366efde6","height":18.53,"width":16.76},{"id":"ff65e842-4617-4428-825c-7a6c38342415","height":52.94,"width":71.47}]}},"timestamp":"2026-04-14 11:44:58"} 
[2026-04-14 11:44:58] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:44:58"} 
[2026-04-14 11:44:58] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-14 11:44:58"} 
[2026-04-14 11:44:58] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Backerboard Cabinet"},"timestamp":"2026-04-14 11:44:58"} 
[2026-04-14 11:44:59] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Backerboard Cabinet","sign_height":79.41,"sign_width":"120","shipping_weight":373,"shape":"rectangular","dimensions":[{"id":"f62253c3-c525-495c-8a00-df3dbd449df2","height":17.65,"width":13.24},{"id":"0f197a09-5c86-4b60-baee-946108feb4d6","height":17.65,"width":13.24},{"id":"d88d0bc1-14dd-46a5-a687-eff5fee6387c","height":17.65,"width":15.88},{"id":"038ca6df-1729-40ea-a1c2-5de6ca956cf5","height":17.65,"width":20.29},{"id":"c81d75ca-77a3-4876-b8a6-884781872307","height":17.65,"width":15.88},{"id":"aa332fc5-8c22-4b30-be39-bc7c366efde6","height":18.53,"width":16.76},{"id":"ff65e842-4617-4428-825c-7a6c38342415","height":52.94,"width":71.47}]}},"timestamp":"2026-04-14 11:44:59"} 
[2026-04-14 11:44:59] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-14 11:44:59"} 
[2026-04-14 11:44:59] local.INFO: Input Parameters {"data":{"dimensions_count":7,"shape":"rectangular"},"timestamp":"2026-04-14 11:44:59"} 
[2026-04-14 11:44:59] 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":"2026-04-14 11:44:59"} 
[2026-04-14 11:44:59] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-14 11:44:59"} 
[2026-04-14 11:44:59] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Backerboard Cabinet"},"timestamp":"2026-04-14 11:44:59"} 
[2026-04-14 11:52:26] 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\\php98B7.tmp"}},"file_present":true},"timestamp":"2026-04-14 11:52:26"} 
[2026-04-14 11:52:26] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-14 11:52:26"} 
[2026-04-14 11:52:27] local.ERROR: Concurrent API Failed {"data":{"type":"prominent_color_detection","status":500,"body":"{\"error\":\"Image vectorization failed\"}"},"timestamp":"2026-04-14 11:52:27"} 
[2026-04-14 11:52:27] local.ERROR: Concurrent API Failed {"data":{"type":"light_color_detection","status":500,"body":"{\"error\":\"Image vectorization failed\"}"},"timestamp":"2026-04-14 11:52:27"} 
[2026-04-14 11:52:27] local.ERROR: Concurrent API Failed {"data":{"type":"extra_light_color_detection","status":500,"body":"{\"error\":\"Image vectorization failed\"}"},"timestamp":"2026-04-14 11:52:27"} 
[2026-04-14 11:52:27] local.INFO: All concurrent APIs failed or empty. Falling back. {"data":[],"timestamp":"2026-04-14 11:52:27"} 
[2026-04-14 11:52:27] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"banner_width_ft","query_value":9.999996},"timestamp":"2026-04-14 11:52:27"} 
[2026-04-14 11:52:27] local.INFO: Calling Image-to-Text API {"data":{"file_name":"Screenshot 2025-09-18 125228_Copy.jpg","query_param":"banner_width_ft","query_value":9.999996,"file_size":2292},"timestamp":"2026-04-14 11:52:27"} 
[2026-04-14 11:52:27] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":5,"objects":[{"index":0,"position":{"x":7,"y":41,"width":83,"height":58},"actual_filled_area":6633.09,"bounding_box_area":8015,"image_base64":"iVBORw0KGgoAAAANSUhEUgAAAFMAAAA6CAYAAADMSWWSAAAZ30lEQVR4AeXBC5BW9X3/8ff393vOeRY6bCQiqMAikqAIgqCUWIwWNCBCpLYTTMZEp0TDX2q4VFovmU7iaEpbx6ohxkTAmEs1I9HipV7ArGMSwzZWNNxK5KaAGIqAYgL7nPP8fp//nhmemTM7uLJSZzqT18sk8VHI85wDBw5o3bp1bN68mV27dlHYv38/1WqVnj17Uq1WOe200/jEJz7B6aedjq94o5s2bdqkbdu2sWnTJvbu3Ut7ezvOOZIkwTlHc3MzgwcPZtSoUQwaNIgOxkfEJNEdkqjX61QqFQpZlpGmKWbGgQMHWLlypVpbW2ltbeX111+nvb2drlSrVWq1Gv369WPkyJFMnjyZCy+8kOHDh5MkiUnCzMjznMKuXbu0fPly2tra+NWvfsWePXs4dOgQH6RardLc3MwFF1zA+PHjmTZtGp/4xCfoYHSIMeKco0ES9XqdJEk4WiaJYyGJ5557To8++igPPvggBw4cwMxwzhFC4GiYGWZGwcxwzjFy5EhmzZrFl7/8ZQr//u//zuLFi2ltbSXPc46Wc44YI845kiShVqtRcM5x0UUXMXv2bC699FJiiPiKNw6TRIOZcTRMEt0V6gFf8axYsUK33347zz33HM45YowUvPfEGClI4sMwMyTR0tLC8ccfz7p168jzHDMjTVPyPCfGyNFwziEJSXjvKYQQaBg1ahTXXXcdV199NZLoYB3oLpNEd2RZxr59+7RgwQIeeughCt57Yow458jzHOccMUaq1Sq1Wo0P4r1HEjFGOjMzJOG9p+CcI89zzAxJHC3nHDFGOvPe470nhMCoUaO45557GDduHNaBbjJJdCXUA8478jwnTVOWLl2qOXPmcPDgQbz3xBhJkoQsy3DOEWOkwcxIkoR6vU6apvTq1YsePXoQQuD3v/89Bw4cQBINZoYkGsyMziRRcM4RY6SQpilZltGjRw+q1Spl7733HiEEGswMSRxJtVolyzLmzJnDXXfdRSHUg/mK52iYJD5IjBHnnK655hq+//3vE0LAzJDE+xk9ejRTpkxh7NixDB48mJaWFnr06EFTUxOSeO+993j33XfZsWMHq1evZufOnTz00ENs376dBjPjSCThvefKK6+kpaWF0aNHM3DgQPr370/Pnj0p27p1K7t372bVqlW8+OKL/OIXvyDGSJZldOXss89m+fLlDBgwgA7GUTBJfJAsy3TBBRfw61//mjRNaW9vJ01TsizDzHDOEUJg4MCBzJw5kyuvvJJTTz2VI8nznCRJKEjCzCjkec7ZZ5/N2rVraTAzOpNEIUkSHnzwQS77i8tw3iEJ5xxdyfOcffv28dOf/pSlS5fy6quvYmbEGCmrVqvUajV69erFCy+8wOjRown1YL7i6YpJoisHDhzQ+PHj2bBhA5IwMwoxRhpOPPFEbr31Vq666iqSJKFQq9VIkgTnHGUxRpxzFGKMOOdYt24d48aNo729nRgjDWbGkZgZMUa899xxxx3Mnj2bJEkI9YCveMqyLCNJEswMSbS3t9OjRw+yLOPZZ5/lG9/4Bq+++ioxRt5Pa2srEyZMoIPRBZNEF3TWWWexZs0azIwYI0mSEEIgxohzjrlz53LbbbfR1NSEmdGZmdGVN998k2HDhvHee++RJAl5nlPWu3dvBgwYwIYNG/DeE0IghECSJIQQkMQ999zDrFmzUBTOO8yMgiSOxre+9S1uvPFG2tvbaXDOEWMkSRLyPGf16tWMHj0aSdYBSeR5TpqmNJgkyvI8J0kSYoz69Kc/zapVqzAzvPfkeU6SJOR5TlNTE8uWLWPatGmUSaLMzCiLMWJmxBDxFU9LSws7duzAe0+MEUk454gxMmLECFpbW/l4748zZ+4cvvOd71CWJAl5nlN47LHHuPTSS5GEmVGQxAcxMwpvvPEGX/jCF1i9ejWSyLIMM0MShR49evD666/Tt29fOliMEeccZSaJI/nKV76ixYsX45zDe08IgRgjZsbpp5/OihUrOPnkkwkhkCQJMUZCCFQqFcrMjPdzySWX8OyzzxJjpMHMkMTUqVN59NFHMTMqlQpmxl133cX8+fMpMzMkUa1W2bp1KyeddBJmRkESH8TMKGRZRpqmXHHFFTz00ENIouCcI8ZIYdiwYaxbtw7nHB2MTkwSBUmYGYUnn3xS06dPJ8ZIZ6effjqvvPIKTU1NSCLPc7zz+IqnIIkyM6NMEvV6naVLlzJ//nza29spOOeIMVK44ooruP/++6lUKjjnaJDEkiVL+MpXvkLBe08IgYYRI0awZs0azIyCJD6ImRFjxMwwM0I9cO3sa1m8eDEF5xwxRpIkIc9zFixYwO23304HizHinKPBJFGQhJkRY9Rxxx3He++9R5Ik5HlOQ9++fdm9ezdlkuiKmdHZ3r17OeGEE5BEQ7VapVarMWnSJJ5++mmcc7yfe++9l7/5m7/BzIgxUrZw4UJuuOEGzIwPo1arUa1WmTFjBsuWLcPMkESDmfHSSy9x1qiz8BVvlFiWZThzmDMUxbz58/Ttb38bMyNJErIso2BmvPHGGwwcOJAySXTFzCiLMfJXf/VXLF++nDLvPSeffDKvv/46zjkkUTAzjuTGG2/kn//5n+nMzHjnnXdobm7mw5KEmXHGGWfw29/+lhgjZUOGDGHTpk3U63WSJDEOs0OHDtHU1ERh165d6t+/Pw1NTU3keU4IgX/7t3/j8hmX4yueMkl0xcwoW7t2LWeddRYxRjpbt24dw4cPRxJmhiTMjDJJmBmFoUOHsmnTJsqcc3zpS1/igQce4FjEGHnrrbcYMGAAZoYkypYtW8Zlf3EZvuKNwyzLMgpJknDVVVfpRz/6EUmSkGUZZoYkpkyZwn/8x3+QZRnVapUySXTFzCg7//zzaWtrI8aIJGKMFG688UYWLlxIQRJlZkZDjJGCmbFt2zaGDBlCmXOOGCP79+/nuOOOo0wSZsbRiDHinOPuu+9m3rx5OOeIMdIwePBgNm/ejHOODkYHa29vp1qtsmfPHvXt2xczo1KpkOc5zjnMjG3btjFw4EBijDjn6C5JFDZv3sxpp51GmST69OnDnj176EwSZkaZJAqSKFx77bXcd999FMwMSTjnmDt3Lv/0T/9EmqY0SKIzM+ODDB06lM2bNyOJgnMOM+Phhx9m+qXT8RVvMUZMEoV/+Zd/0Q033EDPnj05ePAgzjkKM2fOZPHixRwLSUhi1qxZLF26lM7uuecerr32WkI94CueoyWJP/zhD/Tr14+DBw9Sdvzxx/PWW2+RJAkNMUYKZkaDmdGVWq3GqlWrmDBhAs45vPfkeU5h/Pjx/PKXv6SD0cEkIYkzzzxTGzduJIRAmqZkWUZh9+7d9O7dmyRJ+DBCPRAV8d6TJAlmRpn3nkOHDuGco1arUa1W6a5rr72W7373uxTSNCXLMgr3338/f/3Xf02DJDozM7oS6gHnHSNHjuS///u/CSHgnCPGSOHNN9/k5JNPJsZoFkJgy5YtGjp0KA1JkpDnOZ/+9Kd54YUXKJgZH1aMkVdeeYU///M/p7m5mbL58+ezYMECYow45+iuUA9s2bqFCRMmkGUZaZoSY0QS06dP53vf+x4NkujMzOiKJGq1Gvfffz/XXXcdknDOEWOksGjRIq677jo6mMUY+e53v6uvfvWrhBBoMDPuu+8+rr76ao6VJI6WmfFRkYSZ8WFkWUa1WsXMKJs6dSpPPPEEkswkccUVV+jBBx+k4JzDzEjTlG3bttGvXz+OlSSOlpnxUZGEmfFhhHrg/AvOZ9WqVZQNGDCA7du308FMEmPGjNGaNWsIIeCcI8bImWeeyZo1a/jfIImjZWb8X7Vw4UK+9rWvUSaJN954g5aWFmz37t3069dPZoYkzAxJzJw5kyVLlmBmHCtJHC0z4/+SUA/4iifPc1pbW5kyZQqSMDMkUXjyySeZOnUqtn79eg0fPhwzQxINP/jBD7jyyiuRRJmZ8cdIEhs3buSMM86gzDnHvffey1VXXYW99NJLGjt2LJ395Cc/YcaMGXRmZvwxksSePXsYOHAgWZbRkCQJt9xyCzfddBO2cuVKfeYzn6Gzxx9/nKlTp2JmlJkZf4wkEUOkzwl9ePfdd5GEmeGcY/78+dx+++3YY489punTp1NwzhFjxDnH008/zYUTL8R5R5mZ8ccoxoii6D+gP3v27CHGiPeeEALz58/nX//1X7FnnnlGF198MQ1mhpmxfPlypk2bRmdmxkdNEmZGlmWkaUoh1APOO8yM7pCEmfFhxRgxM8yMLMs47rjjyLKMEAINf/u3f8vtt9+OrVq1Sueeey4NZoYknnrqKaZMmYIkysyM7tq1axdtbW1Uq1Uk0RUzI8ZIkiRMnjwZMyPUA4W169ayY8cOuqOlpYVRo0bxYUmiYGbs3r2bQYMGUa/XCSHQ8M1vfpObbroJ27Jli4YMGULBOUchxsidd97JnDlzMDPKzIzukMSzzz7L1KlTSZKEWq1GV7z3hBAo7N69m759+9Jw4YUX8vzzz9MdV155JUuXLMVXPMfqlVdeYezYsUhCEpIo3H///Vx11VXY22+/rT59+lDw3tPwuc99jh/84AckSUKZmdEdoR7Yt38fffv2pWBmdEUShTRN+d3vfkdzr2Z8xVOYMWMGy5YtozsWLlzI3y34O8wZzjmORWtrKxdddBEFM6MQY+Sxxx5j6iVTsXpeZ9ynxmn16tUUJGFmDBs2jPXr1xNjxMwomBndJQkz4+Mf/zj79+/n/ZgZBTMjxkivXr3YuXMnf9LzT/AVT+GLX/wiDz74IGXOOUIIeO8J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11:52:27"} 
[2026-04-14 11:52:27] local.INFO: Nested area calculated {"data":{"nestedArea":11467.0947},"timestamp":"2026-04-14 11:52:27"} 
[2026-04-14 11:52:27] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"6b28d1c5-71bf-41c2-a959-5d2181de397b","height":30.97,"width":51.61,"perimeter":260.36,"area":691.78,"image":"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"},{"id":"870c133d-5218-4295-8d7b-14cfa3d7cf16","height":30.97,"width":27.1,"perimeter":147.52,"area":388.76,"image":"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"}]},"timestamp":"2026-04-14 11:52:27"} 
[2026-04-14 11:52:27] local.INFO: Number of letters detected {"data":{"noOfLetters":5},"timestamp":"2026-04-14 11:52:27"} 
[2026-04-14 11:52:27] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":923.13,"perimeter_in_feet":76.93},"timestamp":"2026-04-14 11:52:27"} 
[2026-04-14 11:52:27] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[6633.09,130.7,352.97,691.78,388.76],"actualFilledAreaSum":8197.3},"timestamp":"2026-04-14 11:52:27"} 
[2026-04-14 11:52:27] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":56.93},"timestamp":"2026-04-14 11:52:27"} 
[2026-04-14 11:52:27] local.INFO: Average character height calculated {"data":{"avgCharHeight":38.97},"timestamp":"2026-04-14 11:52:27"} 
[2026-04-14 11:52:27] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":93.0,"originalHeight":99.0,"ratio":0.9393939393939394},"timestamp":"2026-04-14 11:52:27"} 
[2026-04-14 11:52:27] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":127.74},"timestamp":"2026-04-14 11:52:27"} 
[2026-04-14 11:52:28] local.INFO: Image to Text processing completed 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11:52:28"} 
[2026-04-14 11:52:28] 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":1458,"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":127.74,"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":76.93,"nested_area":79.63,"occupied_area":56.93,"avg_char_height":"Greater than 24 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1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":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":127.74,"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":76.93,"nested_area":79.63,"occupied_area":56.93,"avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"120","other_dimension_of_sign":127.74,"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":1458}},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"35.80897"},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"351.8467476"},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2.423295"},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"17.0623047"},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":49.81375},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":309.8785524},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"6.3704"},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"304.26623"},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"0.675"},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"3.4825"},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":0.020989262076200003},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":20.9892620762},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":0.0016670357220833338},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":1.6670357220833336},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":0.015900956118333334},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":15.900956118333333},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"0.032680322913333"},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"32.680322913333"},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"0.01586079803"},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"15.86079803"},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"0.0212369146"},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"21.2369146"},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"0.0016944939733333"},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"1.6944939733333"},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":22.00595668665659},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":59.7225},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"60.5188"},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"8.9235643102966"},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"0"},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"5.50375"},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"114.8778"},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] 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":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":1343.8123748199398,"totalDenseWeight_before_formula":171.62555909372986},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1478.1936123019339},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":5,"totalDenseWeight":0},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] local.INFO: Processing standard raceway 6x2 mounting {"data":{"sign_depth":"1","raceway_depth":"2"},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:28] local.INFO: Box added for line 1 in standard raceway 6x2 {"data":{"line":1,"width":120.0,"height":127.74,"length":5,"denseWeight":0},"timestamp":"2026-04-14 11:52:28"} 
[2026-04-14 11:52:29] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":5,"width":122.0,"height":129.74},"quantity":1,"denseWeight":1}],"cheapestShippingCost":2614.7255625,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5,"width":122,"height":129.74},"denseWeight":1,"volumetricWeight":259.5,"higherWeight":259.5,"quantity":1}],"totalHigherWeight":259.5,"DS":0,"rate":3409.045,"tariffAndDS":3409.045,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":5968.322612,"totalShipmentCostFormula":"(tariffAndDS (3409.045) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 5968.32","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":5,"width":122,"height":129.74},"denseWeight":1,"volumetricWeight":259.5,"higherWeight":259.5,"quantity":1}],"totalHigherWeight":259.5,"DS":0,"rate":1899.65,"tariffAndDS":1899.65,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3412.01124,"totalShipmentCostFormula":"(tariffAndDS (1899.65) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 3412.01","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":5,"width":122,"height":129.74},"denseWeight":1,"volumetricWeight":259.5,"higherWeight":259.5,"quantity":1}],"totalHigherWeight":259.5,"DS":64.875,"rate":1775.06,"tariffAndDS":1839.935,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2614.7255625,"totalShipmentCostFormula":"((tariffAndDS (1839.935) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 2614.7255625","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","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":5,"width":122,"height":129.74},"denseWeight":1,"volumetricWeight":259.5,"higherWeight":259.5,"quantity":1}],"totalHigherWeight":259.5,"DS":0,"rate":1686.75,"tariffAndDS":1686.75,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3051.4437999999996,"totalShipmentCostFormula":"(tariffAndDS (1686.75) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 3051.44","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":5,"width":122,"height":129.74},"denseWeight":1,"volumetricWeight":259.5,"higherWeight":259.5,"quantity":1}],"totalHigherWeight":259.5,"DS":0,"rate":2641.71,"tariffAndDS":2641.71,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":4535.287727999999,"totalShipmentCostFormula":"((tariffAndDS (2641.71) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 4535.287728","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Height exceeds 68.9 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":122,"height":129.74},"denseWeight":1,"volumetricWeight":259.5,"higherWeight":259.5,"quantity":1}],"totalHigherWeight":259.5,"DS":0,"rate":2655.75,"tariffAndDS":2655.75,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2655.75,"totalShipmentCostFormula":"((tariffAndDS (2655.75) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 2655.75","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":"2026-04-14 11:52:29"} 
[2026-04-14 11:52:29] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 11:52:29"} 
[2026-04-14 11:52:29] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-14 11:52:29"} 
[2026-04-14 11:52:29] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":127.74,"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":1480.0,"total_production_cost":2460.0,"totalDenseWeight":0,"totalVolumetricWeight":259.5,"bin_packing_result":[],"shipping_rates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":5,"width":122,"height":129.74},"denseWeight":1,"volumetricWeight":259.5,"higherWeight":259.5,"quantity":1}],"totalHigherWeight":259.5,"DS":0,"rate":3409.045,"tariffAndDS":3409.045,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":5968.322612,"totalShipmentCostFormula":"(tariffAndDS (3409.045) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 5968.32","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":5,"width":122,"height":129.74},"denseWeight":1,"volumetricWeight":259.5,"higherWeight":259.5,"quantity":1}],"totalHigherWeight":259.5,"DS":0,"rate":1899.65,"tariffAndDS":1899.65,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3412.01124,"totalShipmentCostFormula":"(tariffAndDS (1899.65) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 3412.01","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":5,"width":122,"height":129.74},"denseWeight":1,"volumetricWeight":259.5,"higherWeight":259.5,"quantity":1}],"totalHigherWeight":259.5,"DS":64.875,"rate":1775.06,"tariffAndDS":1839.935,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2614.7255625,"totalShipmentCostFormula":"((tariffAndDS (1839.935) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 2614.7255625","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","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":5,"width":122,"height":129.74},"denseWeight":1,"volumetricWeight":259.5,"higherWeight":259.5,"quantity":1}],"totalHigherWeight":259.5,"DS":0,"rate":1686.75,"tariffAndDS":1686.75,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":3051.4437999999996,"totalShipmentCostFormula":"(tariffAndDS (1686.75) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 3051.44","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":5,"width":122,"height":129.74},"denseWeight":1,"volumetricWeight":259.5,"higherWeight":259.5,"quantity":1}],"totalHigherWeight":259.5,"DS":0,"rate":2641.71,"tariffAndDS":2641.71,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":4535.287727999999,"totalShipmentCostFormula":"((tariffAndDS (2641.71) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 4535.287728","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Height exceeds 68.9 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":122,"height":129.74},"denseWeight":1,"volumetricWeight":259.5,"higherWeight":259.5,"quantity":1}],"totalHigherWeight":259.5,"DS":0,"rate":2655.75,"tariffAndDS":2655.75,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2655.75,"totalShipmentCostFormula":"((tariffAndDS (2655.75) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 2655.75","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":2620.0,"totalCost":5080.0,"productionResults":[{"material_id":1,"dense_weight_expression":35.80897,"result":"351.8467476","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":2.423295,"result":"17.0623047","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":49.81375,"result":309.8785524,"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":6.3704,"result":"304.26623","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":0.020989262076200003,"result":20.9892620762,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.0016670357220833338,"result":1.6670357220833336,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.015900956118333334,"result":15.900956118333333,"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":0.032680322913333,"result":"32.680322913333","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.01586079803,"result":"15.86079803","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":0.0212369146,"result":"21.2369146","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.0016944939733333,"result":"1.6944939733333","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":22.00595668665659,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":59.7225,"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":60.5188,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":8.9235643102966,"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":5.50375,"result":"114.8778","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":188.78811500310286,"result":1478.1936123019339,"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":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":127.74,"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":76.93,"nested_area":79.63,"occupied_area":56.93,"avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":"120","other_dimension_of_sign":127.74,"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":1458},"TATDays":14,"testDenseWeight":188.78811500310286,"vendorName":"EpicCraftings Pakistan","quotationId":1458},"timestamp":"2026-04-14 11:52:29"} 
[2026-04-14 11:52:29] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-14 11:52:29"} 
[2026-04-14 11:52:31] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-14 11:52:31"} 
[2026-04-14 11:52:31] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":127.74,"sign_width":"120","dimensions":[{"id":"62719f3a-8c6b-4136-80f5-3a34541bef82","height":74.84,"width":107.1},{"id":"d38db559-0d50-4d3e-948a-27d971bafde6","height":27.1,"width":6.45},{"id":"47e14e6c-33be-499c-9a91-925a1d338101","height":30.97,"width":27.1},{"id":"6b28d1c5-71bf-41c2-a959-5d2181de397b","height":30.97,"width":51.61},{"id":"870c133d-5218-4295-8d7b-14cfa3d7cf16","height":30.97,"width":27.1}]},"timestamp":"2026-04-14 11:52:31"} 
[2026-04-14 11:52:31] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-14 11:52:31"} 
[2026-04-14 11:52:31] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":127.74,"sign_width":"120","dimensions":[{"id":"62719f3a-8c6b-4136-80f5-3a34541bef82","height":74.84,"width":107.1},{"id":"d38db559-0d50-4d3e-948a-27d971bafde6","height":27.1,"width":6.45},{"id":"47e14e6c-33be-499c-9a91-925a1d338101","height":30.97,"width":27.1},{"id":"6b28d1c5-71bf-41c2-a959-5d2181de397b","height":30.97,"width":51.61},{"id":"870c133d-5218-4295-8d7b-14cfa3d7cf16","height":30.97,"width":27.1}]}},"timestamp":"2026-04-14 11:52:31"} 
[2026-04-14 11:52:31] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-14 11:52:31"} 
[2026-04-14 11:52:31] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-14 11:52:31"} 
[2026-04-14 11:52:31] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-04-14 11:52:31"} 
[2026-04-14 11:52:31] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Standard Raceway","sign_height":127.74,"sign_width":"120","shipping_weight":259.5,"shape":"rectangular","dimensions":[{"id":"62719f3a-8c6b-4136-80f5-3a34541bef82","height":74.84,"width":107.1},{"id":"d38db559-0d50-4d3e-948a-27d971bafde6","height":27.1,"width":6.45},{"id":"47e14e6c-33be-499c-9a91-925a1d338101","height":30.97,"width":27.1},{"id":"6b28d1c5-71bf-41c2-a959-5d2181de397b","height":30.97,"width":51.61},{"id":"870c133d-5218-4295-8d7b-14cfa3d7cf16","height":30.97,"width":27.1}]}},"timestamp":"2026-04-14 11:52:31"} 
[2026-04-14 11:52:31] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-14 11:52:31"} 
[2026-04-14 11:52:31] local.INFO: Input Parameters {"data":{"dimensions_count":5,"shape":"rectangular"},"timestamp":"2026-04-14 11:52:31"} 
[2026-04-14 11:52:31] 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":"2026-04-14 11:52:31"} 
[2026-04-14 11:52:31] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-14 11:52:31"} 
[2026-04-14 11:52:31] local.ERROR: Mounting Type Not Found {"data":{"mounting_type":"Standard Raceway"},"timestamp":"2026-04-14 11:52:31"}