[2026-04-01 04:27:01] 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\\php230.tmp"}},"file_present":true},"timestamp":"2026-04-01 04:27:01"} 
[2026-04-01 04:27:02] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-01 04:27:02"} 
[2026-04-01 04:27:04] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":7},"timestamp":"2026-04-01 04:27:04"} 
[2026-04-01 04:27:04] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":7},"timestamp":"2026-04-01 04:27:04"} 
[2026-04-01 04:27:04] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":7},"timestamp":"2026-04-01 04:27:04"} 
[2026-04-01 04:27:04] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":7},"timestamp":"2026-04-01 04:27:04"} 
[2026-04-01 04:27:04] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-01 04:27:04"} 
[2026-04-01 04:27:04] local.INFO: Calling Image-to-Text API {"data":{"file_name":"input_image_698c6890d93928.17020760.jpg","query_param":"width","query_value":"120","file_size":22508},"timestamp":"2026-04-01 04:27:04"} 
[2026-04-01 04:27:04] local.INFO: Detected Objects from Image-to-Text API {"data":{"objects_count":7,"objects":[{"index":0,"position":{"x":752,"y":50,"width":114,"height":124},"scaled_width":14.62,"scaled_height":15.9,"actual_filled_area":89.89,"bounding_box_area":232,"exact_perimeter":82.69,"approximate_perimeter":78.67,"convex_hull_perimeter":59.75,"perimeter_pixels":644.9503602129446,"original_contour_points":272,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.09,"compactness":0.1652,"perimeter_to_area_ratio":0.9199},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":14.62,"scaled_height":16.67,"actual_filled_area":151.01,"bounding_box_area":243,"exact_perimeter":79.4,"approximate_perimeter":73.31,"convex_hull_perimeter":50.47,"perimeter_pixels":619.3452377915615,"original_contour_points":223,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.301,"perimeter_to_area_ratio":0.5258},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":873,"y":8,"width":61,"height":169},"scaled_width":7.82,"scaled_height":21.67,"actual_filled_area":68.01,"bounding_box_area":169,"exact_perimeter":60.9,"approximate_perimeter":58.03,"convex_hull_perimeter":50.07,"perimeter_pixels":475.05382386916267,"original_contour_points":77,"approximation_points":14,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2304,"perimeter_to_area_ratio":0.8955},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":20.51,"scaled_height":22.05,"actual_filled_area":178.2,"bounding_box_area":452,"exact_perimeter":84.66,"approximate_perimeter":79.49,"convex_hull_perimeter":70.55,"perimeter_pixels":660.3158005400394,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3124,"perimeter_to_area_ratio":0.4751},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-01 04:27:04"} 
[2026-04-01 04:27:04] local.INFO: Nested area calculated {"data":{"nestedArea":2106.6643},"timestamp":"2026-04-01 04:27:04"} 
[2026-04-01 04:27:05] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"9e4bcc26-b479-4d68-8cf7-291e901f3118","height":16.67,"width":14.62,"perimeter":79.4,"area":151.01,"image":"data:image/png;base64,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"},{"id":"9f02b89a-5f78-411e-aa63-7dbada344ca9","height":21.67,"width":7.82,"perimeter":60.9,"area":68.01,"image":"data:image/png;base64,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evXPz7wfzNviMqyTGVZ6ujoSCEENU2z5LVdb72JJsaonZ0dnZyc6PDw8K/vnTd8VVWlpmkUQtClS5dUFMWS13a9LTa4b5AYY3z9+rWOj4/nfsjzohkMBqrruhuWnj59qrt37/ZmXwJm/wDyVl13VOjr8gAAAABJRU5ErkJggg=="},{"id":"44eb24c2-22b3-46ca-a6ba-21950e830e64","height":22.44,"width":13.85,"perimeter":72.13,"area":214.02,"image":"data:image/png;base64,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"},{"id":"101cf5e5-0496-4196-a527-fbb87a581e95","height":22.44,"width":13.85,"perimeter":71.98,"area":212.71,"image":"data:image/png;base64,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"},{"id":"05681e37-d29a-40c9-b8ed-9df106f3fa2f","height":22.05,"width":20.51,"perimeter":84.66,"area":178.2,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-01 04:27:05"} 
[2026-04-01 04:27:05] local.INFO: Number of letters detected {"data":{"noOfLetters":7},"timestamp":"2026-04-01 04:27:05"} 
[2026-04-01 04:27:05] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":530.0600000000001,"perimeter_in_feet":44.17},"timestamp":"2026-04-01 04:27:05"} 
[2026-04-01 04:27:05] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[89.89,151.01,68.01,96.77,214.02,212.71,178.2],"actualFilledAreaSum":1010.6099999999999},"timestamp":"2026-04-01 04:27:05"} 
[2026-04-01 04:27:05] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":7.02},"timestamp":"2026-04-01 04:27:05"} 
[2026-04-01 04:27:05] local.INFO: Average character height calculated {"data":{"avgCharHeight":20.46},"timestamp":"2026-04-01 04:27:05"} 
[2026-04-01 04:27:05] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":936.0,"originalHeight":180.0,"ratio":5.2},"timestamp":"2026-04-01 04:27:05"} 
[2026-04-01 04:27:05] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":23.08},"timestamp":"2026-04-01 04:27:05"} 
[2026-04-01 04:27:05] 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=\"2215.3846153846157\" viewBox=\"0 0 936 180\">
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","detection_approach":"prominent_color_detection"},{"index":1,"position":{"x":625,"y":47,"width":114,"height":130},"scaled_width":14.62,"scaled_height":16.67,"actual_filled_area":151.01,"bounding_box_area":243,"exact_perimeter":79.4,"approximate_perimeter":73.31,"convex_hull_perimeter":50.47,"perimeter_pixels":619.3452377915615,"original_contour_points":223,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.14,"compactness":0.301,"perimeter_to_area_ratio":0.5258},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":2,"position":{"x":873,"y":8,"width":61,"height":169},"scaled_width":7.82,"scaled_height":21.67,"actual_filled_area":68.01,"bounding_box_area":169,"exact_perimeter":60.9,"approximate_perimeter":58.03,"convex_hull_perimeter":50.07,"perimeter_pixels":475.05382386916267,"original_contour_points":77,"approximation_points":14,"shape_analysis":{"aspect_ratio":2.77,"compactness":0.2304,"perimeter_to_area_ratio":0.8955},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":5,"position":{"x":170,"y":2,"width":108,"height":175},"scaled_width":13.85,"scaled_height":22.44,"actual_filled_area":212.71,"bounding_box_area":310,"exact_perimeter":71.98,"approximate_perimeter":67.8,"convex_hull_perimeter":62.06,"perimeter_pixels":561.42135623731,"original_contour_points":122,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.62,"compactness":0.5159,"perimeter_to_area_ratio":0.3384},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"},{"index":6,"position":{"x":2,"y":2,"width":160,"height":172},"scaled_width":20.51,"scaled_height":22.05,"actual_filled_area":178.2,"bounding_box_area":452,"exact_perimeter":84.66,"approximate_perimeter":79.49,"convex_hull_perimeter":70.55,"perimeter_pixels":660.3158005400394,"original_contour_points":354,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.3124,"perimeter_to_area_ratio":0.4751},"image_base64":"data:image/png;base64,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","detection_approach":"prominent_color_detection"}]},"dataObjects":[{"id":"95dbf12e-1e9a-4331-bad0-07cef6c217a5","height":15.9,"width":14.62,"perimeter":82.69,"area":89.89,"image":"data:image/png;base64,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"},{"id":"9e4bcc26-b479-4d68-8cf7-291e901f3118","height":16.67,"width":14.62,"perimeter":79.4,"area":151.01,"image":"data:image/png;base64,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IvAUFA8CUgCAi+BAQBwZeAICD4EhAEBF8CgoDgS0AQEHwJCAKCLwFBQPAlIAgIvgQEAcGXgCAg+BIQBARfAoKA4CsSCEEXIgj8HrJR7kB2q4ORyzpLQBAQfAkIAoIvAUFA8BUJBObvkInZC9txgM0UvCYK9+VhFAmEZDKJRCLBPwf9rW3HATYTc4QZTLOeigRCe3s72tvbd+V9PxjtR5IklMvlhkUojwRCKpVCa2trhZm8MaTqUzMR8APPrikWiwfLAR3zmM/6he3GcGIuTIPXeJ6HpaWlKLJXU5FAYFW3mlP7sDCYAzsW8kSSJMzNzaFcLu9/z5xYr84bO7GdjCSDkUFkWcb09HRDPPREAiGRSCCZTELX9W2FPmLaOAR3XReu62JhYWHXQW/CKBIIiqKgt7e3wrGkoihQVTWUrcDOYU2KuTYdHR3F/fv34XleXatDJBBaWlrQ1tZW4YXTcZxQ8WKwXviga2Pm2XNpaQmff/45lpeXo8jmlooEQjwelzo6Oja9FVjolFpiPlmZNE3jQH/44QcMDw/j4cOHdasNkY0dWFg0BAJoBcOghFHQ9TkDk81m8dFHH+Hy5ctYXFz0Y7BtQ0REuVyObt26RZ9++inl8/nqcaCi0JEjR4D19q2qaoX74pCZ5QcDx2LF/frrr1hdXcXk5CRef/11zMzMUE9PD1RVrdrWiIiy2SympqbwzTff4N69exgfH0c6ncapU6c2nR+ZY+ilpSXq7e1FLpfj7/qgw9qnibk855laf03qug7LsrizfE3T8MILL6C/vx8vvfQSjh49itbWVrS2tsK2bViWhWKxiIcPH2JiYgJ//PEHpqen8eDBA5imCcuy8PHHH+PcuXNIpVK87JHVhK6uLqRSKaysrFTUgKARtZWCDu2Zm2MGJRhdzHVdTExMYHl5GT///DOSySRSqRQMw+CDrrW1NWQyGWQyGTx58qTiPoqiYHJysn5egImITp8+TbFYrMJPe5h4c+yc5ubmLb/TNI0URdn0vaqqVWPQKYpCqqqSpmncr7wkSfTGG29s8g8fWcdYKpXw1ltvVYRDC+vGnJ2ztrZW9btg5ED2BmJH8H7Bw/M87g3cNE1IkoRYLAbTNDE3N1dxj8ggxGIx9Pf349ChQzxTYV+R9RZ7bZumiUwmg3///bfi+yg9c0qvvPIKnnnmmYr/7zakWRQKPohHjx5hcnISpmnyJhHpY+rq6sLLL78MVVXheV7Dwp/WUrBjtm0bs7OzFRM2kUKIxWJ4++230d3dzT+jSnvdeNRS0IaodoQV8zk/MzNT8f9IIUiSJPX39+O1114DAoEu9lrMepUkCZZlYWpqqmISN/Je6/Dhwzh79ixOnz7dkGFwGG2cvltYWKiAEJmxxKRpmkRENDAwgP/++4+PA/ZSQWMMAAqFwo6WA7Yly7IonU7TBx98UBFklwXFDQbH1XWdDMPYZPQEg+DWCpQry/KWAXSDRpiqqjzITjqd5p1J5DUBAHRdlzzPo3fffRe5XA6XLl1CuVyuiFObTCZh23bVBZZgpxmm89v4GmaGGmsGzAgLxqMdHx/n59cFAvx2KNm2TaqqwjRN3Lp1C/Pz83y1Kp/P81eooigVU2ye521rAWejZcrGGWyWSlVVHqQL/kPC2NgY7t27R2fOnKl/THfTNGl6eprOnz9PbW1tm+z7WrGn2TlhjlrpsL+bmpro7NmzdP/+fUI9awJTPB6XiIjOnz+Pzs5OfP3110in07Btu+JJITCEZtPv7ImGjSfJhvDsWtYs2FRfMpnkY4mpqSneOdYdwnrhJABYXV2lkydP4ubNm7h79y4mJycr4lEj0J6Dg6OQ96iAiEDTYuOY4IoWCxyORkFgSqVSUrFYpFdffRXDw8O4du0axsbGkE6nUSqVYJomf/qqqvJxfxh7YyMArNcMTdN4bVIUBUePHkVfXx/efPNNHnOu/p3CFiIiymQyGBkZwfDwMBYXFzE1NYXZ2VnkcjmUSiU4jhM6uB4Tq0mxWAxNTU2Ix+Po6elBb28vuru7cerUKfT19eHYsWPo7OyUsJcQmFzXpWw2i0KhgEwmg9nZWUxPTyOdTmNubg65XA6maWJtbQ0rKysolUr8qWL99WgYBhKJBF8YPnz4MI4fP44TJ07gyJEjePbZZ5FMJtHR0YGOjg7oul5R7j2HUE3z8/O0urqKfD6PUqnEC2+aJo9BF6z+iqJA13UkEgkOo729HV1dXWhpadmXZdx3+h+lHuw6bw9TVAAAAABJRU5ErkJggg=="},{"id":"338dd4e2-464f-42f8-be63-3c7bff467688","height":22.05,"width":17.56,"perimeter":78.3,"area":96.77,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAI0AAACwCAYAAAAyuu3WAAAABmJLR0QA/wD/AP+gvaeTAAAGT0lEQVR4nO3bzWrUXBzH8d/Jy6SxKqhQqxsXgiCiSEFx50W4cuMFeEFu3XsLLkXwAly5dmEr6NCXeUlyznkWmjDq8zj9M9NnZprvB4odmcYk801OmhMlwMi133z8+DHWda2iKDSdTle7VlippmlUFIWSJNHR0ZG2t7f14MGDrhUnSVVVxbdv3+r9+/eKMSpN05WuNFZrPB5ra2tLRVFoPB5rd3dXjx8/1pMnT+Scc5l+lvXu3Tu9evVKk8mEaHouz3M1TaMkSTQajXT9+nW9ePFCDx8+lCRlklSWpZqm0cnJiZxzqut61euNFfLeq6oqZVmmEIL29/f1+fPn7rIla99Y17W896tcV6yJqqokSTFGZVmmGKMmk4mc+3FZk7RvHAwGGgwGq1tTrA3nnNI0VYxRTdPIe6+maRRCkGajqeuaaxlIP88wsy0451QUhfI8l2ajaatqT0Hot/bM0vZQVZVijNJsNMBpEQ3MiAZmRAMzooEZ0cCMaGCW6OesZoxReZ53N3A2WZL8OBbabUnTVEVRLG35s3fOnXPKsm42pvu3N9lgMFAIQXmeK8bYTSf8MvdUlqWKolDTNN28wyZrb3e3f3rv5b3vPuBFJ2TbfdQG0jTNwuv8f5p3A3d27mlWe7B0h0U733AetB9mu3Pa7crzfGkz+M45xRi7MNu/m3296WabcM5pa2tLmo3m+PhYIYRzMWnZbpwkZVmmCxcudN8vw2AwUJIkvxyJWZZtzEHXDjn/9eWc6w6w9smHuq67M2r3EFbTNN2Ytenj8mg0kmaGjePj4+51mqYLPwLSxtJGEkL4ZYha9/33+7DzuzzPlSRJd1Yuy1JXr17tDrpMPzfy1q1b2t3d1cHBwcafYsuyVAhBSZJ0k7AhBFVVpbIsNR6PF1p+Xdfd9VEIoZsVzvNcaZrq5ORkaduyClVVddvnnOvaODw8lNpo0jR1Hz58iNPpVPv7+xv/G5T3vjvNOufUNI2Gw6HevHmzcDCt9gnHJEl0+/Zt7e3taWdnR3Vdr/0QP+9CuN2uixcvynuvO3fu6NGjR7p27dqPn2/fGGOMBwcH5+J/IuR53m1H+yjrp0+f9Pz5c3358mXh5RdFoRhjd+Z69uyZXr58qXv37mk4HK794yXzhqcQgrz32t7e1vfv33Xjxg1duXKl26juytCt+5YuaDQaxXaomrfT5plOp91vFtPpVPfv39fe3p62trbO9T5srfcV2xKFELrrj7PQl2DUx2iW6awCXHe9iaa9B3EWyzvnI/sfehONzujD7ePZhmgWWE4fg1Gfoln28DS7XIanc+qsoumj3kTjve9uiy9qNr7zNrN9Gr2JBstDNDAjGpgRDcyIBmZEAzOigRnRwIxoYEY0MCMamBENzIgGZkQDM6KBGdHAjGhgRjQwIxqYEQ3MiAZmRAMzooEZ0cCMaGBGNDAjGpgRDcyIBmZEAzOigRnRwIxoYEY0MCMamBENzIgGZkQDM6KBGdHAjGhgRjQwIxqYEQ3MiAZmRAMzooEZ0cCMaGBGNDAjGpgRDcyIBmZEAzOigRnRwIxoYEY0MCMamBENzIgGZkQDM6KBGdHAjGhgRjQwIxqYEQ3MiAZmRAMzooEZ0cCMaGBGNDAjGpgRDcyIBmZEAzOigRnRwIxoYEY0MCMamBENzIgGZkQDM6KBGdHAjGhgRjQwIxqYEQ3MiAZmRAMzooEZ0cCMaGBGNDAjGpgRDcyIBmZEAzOigRnRwIxoYEY0MCMamBENzIgGZkQDM6KBGdHAjGhgRjQwIxqYEQ3MiAZmRAMzooEZ0cCMaGBGNDAjGpgRDcyIBmZEAzOigRnRwIxoYEY0MCMamBENzIgGZkQDM6KBWbbqFfi/xBg1HA7lnDvVe0+jKApNp1NNJpMlrOHm6M2ZJssy3bx5U845xRj/+jVPG950OpUkbW9vn/n6r5PenGm+ffsm772896c62/xNkiSKMSqE0L3uk95Ec/nyZUlSmqby3i+0LO+90jT95XWf9Caasiz19evXPz7wfzNviMqyTGVZ6ujoSCEENU2z5LVdb72JJsaonZ0dnZyc6PDw8K/vnTd8VVWlpmkUQtClS5dUFMWS13a9LTa4b5AYY3z9+rWOj4/nfsjzohkMBqrruhuWnj59qrt37/ZmXwJm/wDyVl13VOjr8gAAAABJRU5ErkJggg=="},{"id":"44eb24c2-22b3-46ca-a6ba-21950e830e64","height":22.44,"width":13.85,"perimeter":72.13,"area":214.02,"image":"data:image/png;base64,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"},{"id":"101cf5e5-0496-4196-a527-fbb87a581e95","height":22.44,"width":13.85,"perimeter":71.98,"area":212.71,"image":"data:image/png;base64,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"},{"id":"05681e37-d29a-40c9-b8ed-9df106f3fa2f","height":22.05,"width":20.51,"perimeter":84.66,"area":178.2,"image":"data:image/png;base64,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"}],"no_of_letters":7,"perimeter_of_sign":44.17,"nested_area":14.63,"occupied_area":7.02,"avg_char_height":20.46,"widthOfSign":"120","otherDimensionOfSign":23.08,"width_of_smaller_line":20},"timestamp":"2026-04-01 04:27:05"} 
[2026-04-01 04:27:07] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1360,"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":23.08,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":44.17,"nested_area":14.63,"occupied_area":7.02,"avg_char_height":"Less than 24 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gJHpEJN06RnnnkGtbW18Hg8UFWVzyKkCmwWoqKiAnfffTfuu+8+3HjjjfD7\\/ZbpI2bnEFe\\/brebqzY7mIPBnCRxBkOSJLjdbpimiWg0CtM04XK5MGvWLPj9fkybNg3f\\/va38dJLL6G1tZWrc7fbDV3XeaI63bnYMcMwDKqrq6OamhqejWBqJZmMS7Iqxufz0aJFi+hPf\\/oTnThxwqIqo9EoaZo2QGVGo1EyTdMiVbFYzPIRwSSVqU47xOPD4TBduHCBXnrpJbrtttv4fRYUFPD7tqvX8ZTApKGqKq1fv568Xi8hnlZi6iMZNZKsCr3pppvo7bff5ipNVVWKRqMUi8UsJDFCxb\\/ZSWBqlJFmP5aRa5qmhUxmL+2Ebty4kVasWMGJE23ghCaQiGj79u1UVVVlOZGiKCO6ATZSWXDNvu\\/3+wkA3XbbbbRp0ybuYDDyJgKYza2vr6d7772XP5NoE8XByn4WHbLLRmAkEqH169fzF85ONBLvSszIA6Dc3FyuMgHQ8uXL6d133+VSYpeIiQBVVSkQCNCuXbvonnvusZAjSqM9W3NZCSQi+uyzz6ikpIQQt3fsREx1JqNG2MOKUst+vv7662nr1q0WtcmIFL3DywnRLpqmSbW1tbRmzZohtU2qwoehCBzWCw2Hw3j99dfR29vL\\/8bSSW63O+kdmsXUmriVaEFBAZ5++mmsW7cOiBc4SZIEj8cD0zRhGAbcbndSgy2diEQivDzC4XDg1ltvRSAQQCgUQl1dHWBLwxmGwdNtly1TQ99ME1FFRQWfgRZH1UhjIEVR+Cy9x+MhRVHo2WefpXA4TKqqWoJr0eGYKCo0HA7zn5l93rJlC82dO5dkWSan08lNg93mp0sChy3pevfdd9HZ2QlN0yyFt5IkWcrVh4Pb7ebJaEmSoGka7rnnHtx\\/\\/\\/3wer1wOp2W84i50IkSYzFNEIvFEI1G4XQ6sWLFCjz11FOYOnUqDMOAqqr8eDZvmM77H5LAr776Cp9\\/\\/vmAvCKr10S85C8ZAtkxrKj26quvxq9\\/\\/WsUFhZytcTmDVlCW5xju9wIhUI8SaBpGnJzc4E4qQ8\\/\\/DDWrFkDr9drUZXsHY2k9HGkGPTM9E05AM\\/Oi6NJTDyzqZ3hoGkafD4fJ+WRRx7BddddB4\\/HA8RtLYQaTMQffKIkiXNycngy2+fzAfFyR4\\/Hg8LCQjz00EOYNWsWIEzypnMmfliEQiGqqakhSZK4RzWWZK2YT1y9ejUdPHiQ25OJ4mkOBXtmx\\/7p7u6ml156iT9ncXEx99rTmcweVAJbWlrQ3t5uKW0fC5gaVFUVP\\/3pTzF\\/\\/nxomsbzmJmOKVOm4JZbbsHKlSvhcrn4pK6maeNvAw3DoE8++YTXciQq4hkp2Gz18uXLceutt1qSzhPFSRkKzHYP9gGAuXPn4qGHHkJxcTFM07QszEkXEhIYiUSwZcsWfuFUGWGHw4Enn3ySZ+89Hg+fgM10MBu+du1azJ07F4h7q263e3wlUNM0OnjwIPbu3cvDhFRUlLlcLpSXl+PWW29FXl6eZYXtZAAzEeXl5Vi7di33UsdaqTAcBhDodrvx4Ycf8hICRVFSciFd17F27Vr4\\/X4+KokoY+zfcCpUDHVWr16NmTNnjksGZgCBuq5jz549XK2lomAJAIqLi\\/Hggw\\/ysEHXdZ4QSHfN6HiAJR7C4TDmzJmDu+66i5OaCh9iMAwg8OLFi2hra+Mz2JqmpYTAxYsXo6amBl6vF9FolOdREY\\/9JgMkSYLX64XP58OaNWuSWiI+VlgIpHiJfEdHB680Y0llsaNDog\\/iI42NNlYlxnDfffdxdcmyNxMlSE8FWIKelYQsXrwYc+bMAeLvJRkvdjSwEMgW9bOcJUbowNjX0DEJ8\\/v9mDFjBjfs\\/OLCmvfJAFY3ypoJLVmyZHy9UF3X8eWXXw5YwJGoUCgRxNW14qiaOXMmZs+ezYuSxGpmZEgcOBxYMwTEn8flcuHOO+\\/ElClT0jpALQRGIhGcPHnSMhOAJANRsTJLjBtlWca8efNQVFQExKXc7lqn08iPF1juk5X8I273i4uL03pdC4Hnz59Hb28vb7cBYW3DcBC9VTaRiXhZ\\/MKFC+HxeCwNdjBJJI+BPZNo06ZNm4bKysrxmY0IhUJ0+PDhQW8sGYjHMinz+\\/1YsGABd6nFeMne4GAyQOxf43A4cM0116Q11uUExmIxfP7557yhjjiikgXztkSv1O\\/3I96eaoCDk86ROd5gK7DEjlBEhJqamhEJwUjB36Cu62hoaOATqgwj6a4gLixBXCIVRcHUqVMBWzzEbEVGVDUnASZxEOp+XC4Xqqurx0cCW1tb0dLSYlmONZIAW5ZlhMNhbv9YEmDevHmWknU2OkXHZTIks9kziD1nNE1DcXExampqeIWBOGjZyqaxDGBOYEdHB8+6JFrkOBzEmxAdmvLycgtBdrImA3lI4JBJkgRFUVBWVoa5c+em7Tk5gefOnUMkEhnQVA5JuvmDFSDNmjWL5zwnK3kQnDO7SfD5fJg1a9YA88IwVvMhI94CsqOjY0DAOZKqMLGJqnij5eXlg64YmkwQi7bYSidWrDV9+vRBQ6exEshFKxAIJGycyhrMDQf2XXGJtCRJyMvLsxA42YgTIca54jNXVVVZmtam8h1wFdrX18f\\/KKbDRnMxNqqmTp0Kv9\\/P1cdkJg9D+AxFRUWDhhIpUaGINy2wN0Vl3mQyiMVi3FYy6auurkZBQcGkCBOSgd2RY+WRQ5WOpIzAvr4+SwvIkYo7Cw3EdFpFRcWAGYjJDHtrEjb4fT7fAEFIlTbiZzUMA16vFxCKdUfSfUGSJD4NxQpyZ86cyetfrgSIpSIQmsa63W6UlJTwpeHMuWEYy4S2jLj0qaqa0AsdqYiLto4Z88mUMhsNWM2MPYxIRU85GQDa29sRDAY5gWL4kKwdtK99YPnUdOYBMwHsfXg8HguBLAuDMU5oywBw4cIFBAIBSxrIclASBNoNOAQJvJKQKFkhyzJPpdlj67GaFyfiHmh\\/fz93WkYzxWOX2lTc3GQAI1BRlAGDPBUz9TLiM\\/HiiqOxEGAvdMI4FLdOBAzlK8iyjKlTp\\/LCJxZSpOK9yBBGg11ViumxZDBYrvNKiQNFiEIgSRKmT59uqfBLaRiRKOYTvclkCLCXyKWiZG6yQJIklJSU8IR3onc9WnAJFPcVsiMZURcdF\\/s5r7QwQhy4bDl2Xl4eNE3j74etPBa90dGAv9lE3mey+xIxDGaYrzQVaq\\/oE8lMtAnImMMIlkG37+410jXedg\\/0SlWf9vfAnBYWsNubH4x5Rt7lciVM54zkxIkcINEeXimwe+FioZOYJ4ZtAmC0kAEgPz8fubm5A2YgRkKgSJJ99vlKInAwBIPBAZO6qfBGZcRnzfPz8wctJRwpkSzGMQzjiogBRdi9b+bMtbW1JVwLkpLppOnTpw+YOYeNjOFgd3hYWcFkWoGULBIR2NzczB0YkcCxvh8Z8cWXiqKMac4q0UhifVWuNIjvjdnD9vb2hDuTjhUy4tLC5vAkoUW\\/aHiTvXHRkz137hwuXryYkhud6BBDKLHdFuIDWVEUXgPK3m0qptr4t1ntij2GGY2OZt\\/p6urifaUnO0QiRFPEisLENZciUlZSkZ+fP+aaDbtXdf78ed4s4UpAoriZaTRxvlU8fqyZKosEio7IaEeGSOCFCxfQ3d19xWRixO1cYds6NhAIDAjcR5ooSQT+zby8PE6g\\/YSjDTb7+vrQ2tp6xcSBiQJ1xIlkjYBSHR9zpsrKyjhR9oA+2REiOjHMUJ8+fdqSnRjsMxngdDoHqE\\/EB7LYsTjlBDocDmnGjBm8jaK4QxdGMCFrX1oNAKdPn74ignn7kgIIzkxbW5uldxpGMV03GCwSyMoKSVj6hCSz5fbkNcsBdnZ2XhFeKLN\\/9uLoWCyGzs5OIIFzk1ICp06dirKyMksRDotnkrkAxRu5Ir4unjX9PnfuHJ\\/3EmNE9gDhcHjS2Egxga+qKl8PceDAAei6zgWDHcPe11g0lCWMWLhwIV+EyU7O9iQaDuKIYjlQwzAQDAZx5swZXmZomqal\\/oaRm+mQ4j3EmR\\/AesxdunQJx44dG3B8qp6ZE6goClasWDHgpkZSPZVI5QaDQXz55ZeWtYbifrSsPXGmQ3T4xPra1tZWnDp1Km3OGifQ4\\/FI8+bN4\\/\\/B0jzJrpEX1YMYT6qqit27dyMQCAxYMDrZAnxW8yIuSWhubuaNc9PhdVvig2nTpiE\\/Px+yLI9qYb5o49gif1VVsXfvXh7gsgdzOByWQDfTwZ7Bnlc+cuQI+vr60i+BAJCbm4uqqipQvNEPk5hk2v4PVVPT1NTEGyCInho772QgkIHtL8hs4OHDh3nRdDpgIVBRFCxduhSKoliWmiXbqQm2+UBGVH9\\/P+rq6nibSQZ27GRotcUglqZ0dnbynaztBKbciUH8Rd5www0oKCjgL1rc5COpEwrlGCyb43Q6sXXrVrS3t1v+LxKJTBrpY+aAhV\\/hcBhNTU04e\\/ZsWjcusQx9SZKklpYWmjVrFi5cuACMYqTYPVYW4NbV1aG5uZmXmIu7n0w2sEH7j3\\/8Y8i+4KmQwgFJzsrKSlRXVydMi40Fly5dws6dO3nYoCgKTNNM+R68lwsejwehUAimacLtdqO7uxu1tbU8oZEuJDzz8uXL4fV6uf1LhZqLRCLYtWsX+vv7LSNyMi0\\/E5PZdXV1OHPmDDwez\\/j1C0Vcja5YsQKVlZUp190tLS3cmUFchbA2lJkO1koM8T0k3n\\/\\/fTgcjrT3A08ogVVVVbj99tuh6zpfGjzcJxkEg0G89tprXKqZZIuptUyF6K03NjZi\\/\\/79UFUVoVAorZmmhATKsoy7774bEFpIpgKqquLDD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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":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":"120","width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":23.08,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":44.17,"nested_area":14.63,"occupied_area":7.02,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":23.08,"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":1360}},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"Aluminium 10 G / 0.134 inch - Corrosion-resistant, and 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":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"3.53106"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"42.3222492"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"1.391355"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"9.7964643"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":6.1425},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":56.932352400000006},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"1.1704"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"55.90123"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

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

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"1.118"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"40.6093"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"0.945"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"4.8755"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.0035459368538},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":3.5459368538},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.00028162988208333333},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.28162988208333334},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.0026863157983333334},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":2.6863157983333332},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.0055210307533333"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"5.5210307533333"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00267953147"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"2.67953147"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0035877754"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"3.5877754"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00028626869333333"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.28626869333333"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":3.7176977701766596},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":10.9725},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"11.1188"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"3.8249182997811"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":244.71578252105994,"totalDenseWeight_before_formula":29.260621788631983},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":269.18736077316595},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":7,"totalDenseWeight":32.186683967495185},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":7,"sign_depth":"1"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":14.62,"height":15.9,"depth":"1"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":14.62,"height":16.67,"depth":"1"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":7.82,"height":21.67,"depth":"1"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":17.56,"height":22.05,"depth":"1"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":13.85,"height":22.44,"depth":"1"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":13.85,"height":22.44,"depth":"1"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:07] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":20.51,"height":22.05,"depth":"1"},"timestamp":"2026-04-01 04:27:07"} 
[2026-04-01 04:27:09] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1775017629_96b21b5b869e28864809a11b7f4f5de5","bins_packed":[{"bin_data":{"w":20.81,"h":22.74,"d":9.1,"id":"unique","used_space":65.8441,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":22.74,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260401/113427f726ce5d3879c08355262632c9/1775017629-5597-2882078.svg","items":[{"id":"item-3","w":8.12,"h":21.97,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260401/113427f726ce5d3879c08355262632c9/1775017629-5592-1153600.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":14.92,"h":16.97,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260401/113427f726ce5d3879c08355262632c9/1775017629-5594-8019076.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":14.92,"h":16.2,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260401/113427f726ce5d3879c08355262632c9/1775017629-5594-3291268.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":20.81,"h":22.35,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260401/113427f726ce5d3879c08355262632c9/1775017629-5595-4818768.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":17.86,"h":22.35,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260401/113427f726ce5d3879c08355262632c9/1775017629-5596-4332432.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":14.15,"h":22.74,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260401/113427f726ce5d3879c08355262632c9/1775017629-5596-6619796.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":14.15,"h":22.74,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260401/113427f726ce5d3879c08355262632c9/1775017629-5597-4949950.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-04-01 04:27:09"} 
[2026-04-01 04:27:09] local.INFO: Box added from packed bin {"data":{"length":9.1,"width":20.81,"height":22.74,"denseWeight":32.186683967495185},"timestamp":"2026-04-01 04:27:09"} 
[2026-04-01 04:27:10] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":11.1,"width":22.81,"height":24.99},"quantity":1,"denseWeight":32.186683967495185}],"cheapestShippingCost":335.54,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":32.186683967495185,"volumetricWeight":21,"higherWeight":32.186683967495185,"quantity":1}],"totalHigherWeight":32.186683967495185,"DS":0,"rate":410.7823615312615,"tariffAndDS":410.7823615312615,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":702.655479733006,"totalShipmentCostFormula":"((tariffAndDS (410.78236153126) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 702.66","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":32.186683967495185,"volumetricWeight":21,"higherWeight":32.186683967495185,"quantity":1}],"totalHigherWeight":32.186683967495185,"DS":0,"rate":235.71652664206476,"tariffAndDS":235.71652664206476,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":420.37932755766525,"totalShipmentCostFormula":"((tariffAndDS (235.71652664206) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 420.38","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":32.186683967495185,"volumetricWeight":21,"higherWeight":32.186683967495185,"quantity":1}],"totalHigherWeight":32.186683967495185,"DS":0,"rate":"305.54","tariffAndDS":305.54,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":335.54,"totalShipmentCostFormula":"(((tariffAndDS (305.54) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (30)) * (1 + fuelSurcharge (0))) * (1 + gst (0))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 335.54","careerDDPValue":0,"nonConveyableSurcharge":30,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":32.186683967495185,"volumetricWeight":21,"higherWeight":32.186683967495185,"quantity":1}],"totalHigherWeight":32.186683967495185,"DS":0,"rate":211.25,"tariffAndDS":211.25,"fuelSurcharge":"0.39","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":380.9295,"totalShipmentCostFormula":"((tariffAndDS (211.25) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25)) * (1 + fuelSurcharge (0.39)) * (1 + gst (0.16))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 380.93","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":32.186683967495185,"volumetricWeight":21,"higherWeight":32.186683967495185,"quantity":1}],"totalHigherWeight":32.186683967495185,"DS":0,"rate":348.9036542076478,"tariffAndDS":348.9036542076478,"fuelSurcharge":"0.475","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":596.9741523492853,"totalShipmentCostFormula":"(( tariffAndDS (348.90365420765) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.475)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 596.97415234929","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":0,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":32.186683967495185,"volumetricWeight":21,"higherWeight":32.186683967495185,"quantity":1}],"totalHigherWeight":32.186683967495185,"DS":94.9507177041108,"rate":211.78,"tariffAndDS":306.7307177041108,"fuelSurcharge":"0.34","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":474.9720359820348,"totalShipmentCostFormula":"(((tariffAndDS (306.73071770411) + overlengthSurcharge (0) + overweightSurcharge (0)) * (1 + fuelSurcharge (0.34)) + 2) * (1 + gst (0.15))) + Custom Duty (0) + DDP (0) + isRemotePrice (0) = 474.97203598203","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight 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[2026-04-01 04:27:10] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-01 04:27:10"} 
[2026-04-01 04:27:10] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-01 04:27:10"} 
[2026-04-01 04:27:10] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":23.08,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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Standard","boxWeights":[{"size":{"length":11.1,"width":22.81,"height":24.99},"denseWeight":32.186683967495185,"volumetricWeight":21,"higherWeight":32.186683967495185,"quantity":1}],"totalHigherWeight":32.186683967495185,"DS":0,"rate":348.9036542076478,"tariffAndDS":348.9036542076478,"fuelSurcharge":"0.475","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":596.9741523492853,"totalShipmentCostFormula":"(( tariffAndDS (348.90365420765) + overlengthSurcharge (0) + overweightSurcharge (0) ) * ( 1 + fuelSurcharge (0.475)) * ( 1 + gst (0.16))) + Custom Duty (0) + DDP (0)) + isRemotePrice (0) = 596.97415234929","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":0,"career_name":"UPS Pakistan Heavy Expedited 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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 – 12V DC output (10A + 5A split), 180W total, 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":0.945,"result":"4.8755","sign_material":"Wire 18g UL UL Certified Red & White China","description":"Wire 18 Gauge (Red & White) UL Certified – 18 AWG stranded copper, 300V, PVC insulated, UL-approved.","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":0.0035459368538,"result":3.5459368538,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.00028162988208333333,"result":0.28162988208333334,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.0026863157983333334,"result":2.6863157983333332,"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":0.0055210307533333,"result":"5.5210307533333","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00267953147,"result":"2.67953147","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint – PU or solvent-based, gloss (70+ GU) or satin (30–50 GU) sheen.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.0035877754,"result":"3.5877754","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00028626869333333,"result":"0.28626869333333","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":3.7176977701766596,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":10.9725,"sign_material":"Packaging/Box Making","description":"Custom Packaging with 3–5 ply corrugated boxes with inner foam/styro and stretch wrap.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":11.1188,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":3.8249182997811,"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":32.186683967495185,"result":269.18736077316595,"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":23.08,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":7,"perimeter_of_sign":44.17,"nested_area":14.63,"occupied_area":7.02,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":20,"other_dimension_of_sign":23.08,"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":1360},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1360},"timestamp":"2026-04-01 04:27:10"} 
[2026-04-01 04:27:10] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-01 04:27:10"} 
[2026-04-01 04:27:12] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":23.08,"sign_width":"120","dimensions":[{"id":"95dbf12e-1e9a-4331-bad0-07cef6c217a5","height":15.9,"width":14.62},{"id":"9e4bcc26-b479-4d68-8cf7-291e901f3118","height":16.67,"width":14.62},{"id":"9f02b89a-5f78-411e-aa63-7dbada344ca9","height":21.67,"width":7.82},{"id":"338dd4e2-464f-42f8-be63-3c7bff467688","height":22.05,"width":17.56},{"id":"44eb24c2-22b3-46ca-a6ba-21950e830e64","height":22.44,"width":13.85},{"id":"101cf5e5-0496-4196-a527-fbb87a581e95","height":22.44,"width":13.85},{"id":"05681e37-d29a-40c9-b8ed-9df106f3fa2f","height":22.05,"width":20.51}]},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":23.08,"sign_width":"120","dimensions":[{"id":"95dbf12e-1e9a-4331-bad0-07cef6c217a5","height":15.9,"width":14.62},{"id":"9e4bcc26-b479-4d68-8cf7-291e901f3118","height":16.67,"width":14.62},{"id":"9f02b89a-5f78-411e-aa63-7dbada344ca9","height":21.67,"width":7.82},{"id":"338dd4e2-464f-42f8-be63-3c7bff467688","height":22.05,"width":17.56},{"id":"44eb24c2-22b3-46ca-a6ba-21950e830e64","height":22.44,"width":13.85},{"id":"101cf5e5-0496-4196-a527-fbb87a581e95","height":22.44,"width":13.85},{"id":"05681e37-d29a-40c9-b8ed-9df106f3fa2f","height":22.05,"width":20.51}]}},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"95dbf12e-1e9a-4331-bad0-07cef6c217a5","height":15.9,"width":14.62},{"id":"9e4bcc26-b479-4d68-8cf7-291e901f3118","height":16.67,"width":14.62},{"id":"9f02b89a-5f78-411e-aa63-7dbada344ca9","height":21.67,"width":7.82},{"id":"338dd4e2-464f-42f8-be63-3c7bff467688","height":22.05,"width":17.56},{"id":"44eb24c2-22b3-46ca-a6ba-21950e830e64","height":22.44,"width":13.85},{"id":"101cf5e5-0496-4196-a527-fbb87a581e95","height":22.44,"width":13.85},{"id":"05681e37-d29a-40c9-b8ed-9df106f3fa2f","height":22.05,"width":20.51}],"sign_height_raw":23.08,"sign_width_raw":"120"},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":24.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Dimension Calculation {"data":{"dim_id":"95dbf12e-1e9a-4331-bad0-07cef6c217a5","height":15.9,"width":14.62,"ceilHeight":16.0,"ceilWidth":15.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":25,"sign_type_id":1,"heightOrWidth":"16.00","return":2,"price":151,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Dimension Calculation {"data":{"dim_id":"9e4bcc26-b479-4d68-8cf7-291e901f3118","height":16.67,"width":14.62,"ceilHeight":17.0,"ceilWidth":15.0,"biggerDimension":17.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":27,"sign_type_id":1,"heightOrWidth":"17.00","return":2,"price":163,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Dimension Calculation {"data":{"dim_id":"9f02b89a-5f78-411e-aa63-7dbada344ca9","height":21.67,"width":7.82,"ceilHeight":22.0,"ceilWidth":8.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":37,"sign_type_id":1,"heightOrWidth":"22.00","return":2,"price":236,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Dimension Calculation {"data":{"dim_id":"338dd4e2-464f-42f8-be63-3c7bff467688","height":22.05,"width":17.56,"ceilHeight":23.0,"ceilWidth":18.0,"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":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Dimension Calculation {"data":{"dim_id":"44eb24c2-22b3-46ca-a6ba-21950e830e64","height":22.44,"width":13.85,"ceilHeight":23.0,"ceilWidth":14.0,"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":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Dimension Calculation {"data":{"dim_id":"101cf5e5-0496-4196-a527-fbb87a581e95","height":22.44,"width":13.85,"ceilHeight":23.0,"ceilWidth":14.0,"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":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Dimension Calculation {"data":{"dim_id":"05681e37-d29a-40c9-b8ed-9df106f3fa2f","height":22.05,"width":20.51,"ceilHeight":23.0,"ceilWidth":21.0,"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":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":7,"baseProductionCost":1550,"result":[{"id":"95dbf12e-1e9a-4331-bad0-07cef6c217a5","height":15.9,"width":14.62,"depth":2,"price":151},{"id":"9e4bcc26-b479-4d68-8cf7-291e901f3118","height":16.67,"width":14.62,"depth":2,"price":163},{"id":"9f02b89a-5f78-411e-aa63-7dbada344ca9","height":21.67,"width":7.82,"depth":2,"price":236},{"id":"338dd4e2-464f-42f8-be63-3c7bff467688","height":22.05,"width":17.56,"depth":2,"price":250},{"id":"44eb24c2-22b3-46ca-a6ba-21950e830e64","height":22.44,"width":13.85,"depth":2,"price":250},{"id":"101cf5e5-0496-4196-a527-fbb87a581e95","height":22.44,"width":13.85,"depth":2,"price":250},{"id":"05681e37-d29a-40c9-b8ed-9df106f3fa2f","height":22.05,"width":20.51,"depth":2,"price":250}]},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":24.0},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"0.99"},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":2.0,"PSUCost":98.98},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1648.98,"taxFactor":0.0887,"tax":146.264526},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Box Calculation Details {"data":{"breadth":30.0,"boxDepth":8,"oneBoxCapacity":83.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":83.0,"widthOfHalfBox":37.0},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":227.9136690647482,"shippingWeightInKG":103.36220819262957},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":103.36220819262957,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":5,"min":"91","max":"110","rate":"105","created_at":null,"updated_at":null}}},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":105,"defaultShippingRate":null},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1550,"PSUCost":98.98,"tax":146.264526,"shippingRate":105,"miscellaenous":0,"signPrice":1900.244526},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":23.08,"sign_depth":2,"totalCost":1900.244526,"TATDays":7,"baseProductionCost":1550,"productionCost":1648.98,"PSUCost":98.98,"tax":146.264526,"shippingCost":105,"uniqueReturns_count":2,"objects_count":7},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"95dbf12e-1e9a-4331-bad0-07cef6c217a5","height":15.9,"width":14.62},{"id":"9e4bcc26-b479-4d68-8cf7-291e901f3118","height":16.67,"width":14.62},{"id":"9f02b89a-5f78-411e-aa63-7dbada344ca9","height":21.67,"width":7.82},{"id":"338dd4e2-464f-42f8-be63-3c7bff467688","height":22.05,"width":17.56},{"id":"44eb24c2-22b3-46ca-a6ba-21950e830e64","height":22.44,"width":13.85},{"id":"101cf5e5-0496-4196-a527-fbb87a581e95","height":22.44,"width":13.85},{"id":"05681e37-d29a-40c9-b8ed-9df106f3fa2f","height":22.05,"width":20.51}],"sign_height_raw":23.08,"sign_width_raw":"120"},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":24.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Dimension Calculation {"data":{"dim_id":"95dbf12e-1e9a-4331-bad0-07cef6c217a5","height":15.9,"width":14.62,"ceilHeight":16.0,"ceilWidth":15.0,"biggerDimension":16.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":26,"sign_type_id":1,"heightOrWidth":"16.00","return":3,"price":159,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Dimension Calculation {"data":{"dim_id":"9e4bcc26-b479-4d68-8cf7-291e901f3118","height":16.67,"width":14.62,"ceilHeight":17.0,"ceilWidth":15.0,"biggerDimension":17.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":28,"sign_type_id":1,"heightOrWidth":"17.00","return":3,"price":171,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Dimension Calculation {"data":{"dim_id":"9f02b89a-5f78-411e-aa63-7dbada344ca9","height":21.67,"width":7.82,"ceilHeight":22.0,"ceilWidth":8.0,"biggerDimension":22.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":38,"sign_type_id":1,"heightOrWidth":"22.00","return":3,"price":248,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Dimension Calculation {"data":{"dim_id":"338dd4e2-464f-42f8-be63-3c7bff467688","height":22.05,"width":17.56,"ceilHeight":23.0,"ceilWidth":18.0,"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":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Dimension Calculation {"data":{"dim_id":"44eb24c2-22b3-46ca-a6ba-21950e830e64","height":22.44,"width":13.85,"ceilHeight":23.0,"ceilWidth":14.0,"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":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Dimension Calculation {"data":{"dim_id":"101cf5e5-0496-4196-a527-fbb87a581e95","height":22.44,"width":13.85,"ceilHeight":23.0,"ceilWidth":14.0,"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":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Dimension Calculation {"data":{"dim_id":"05681e37-d29a-40c9-b8ed-9df106f3fa2f","height":22.05,"width":20.51,"ceilHeight":23.0,"ceilWidth":21.0,"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":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":7,"baseProductionCost":1626,"result":[{"id":"95dbf12e-1e9a-4331-bad0-07cef6c217a5","height":15.9,"width":14.62,"depth":3,"price":159},{"id":"9e4bcc26-b479-4d68-8cf7-291e901f3118","height":16.67,"width":14.62,"depth":3,"price":171},{"id":"9f02b89a-5f78-411e-aa63-7dbada344ca9","height":21.67,"width":7.82,"depth":3,"price":248},{"id":"338dd4e2-464f-42f8-be63-3c7bff467688","height":22.05,"width":17.56,"depth":3,"price":262},{"id":"44eb24c2-22b3-46ca-a6ba-21950e830e64","height":22.44,"width":13.85,"depth":3,"price":262},{"id":"101cf5e5-0496-4196-a527-fbb87a581e95","height":22.44,"width":13.85,"depth":3,"price":262},{"id":"05681e37-d29a-40c9-b8ed-9df106f3fa2f","height":22.05,"width":20.51,"depth":3,"price":262}]},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":24.0},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"0.99"},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":2.0,"PSUCost":98.98},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1724.98,"taxFactor":0.0887,"tax":153.005726},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Box Calculation Details {"data":{"breadth":30.0,"boxDepth":8,"oneBoxCapacity":83.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":83.0,"widthOfHalfBox":37.0},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":227.9136690647482,"shippingWeightInKG":103.36220819262957},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":103.36220819262957,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":5,"min":"91","max":"110","rate":"105","created_at":null,"updated_at":null}}},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":105,"defaultShippingRate":null},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1626,"PSUCost":98.98,"tax":153.005726,"shippingRate":105,"miscellaenous":0,"signPrice":1982.985726},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":23.08,"sign_depth":3,"totalCost":1982.985726,"TATDays":7,"baseProductionCost":1626,"productionCost":1724.98,"PSUCost":98.98,"tax":153.005726,"shippingCost":105,"uniqueReturns_count":2,"objects_count":7},"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:12] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-01 04:27:12"} 
[2026-04-01 04:27:13] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":23.08,"sign_width":"120","shipping_weight":32.186683967495185,"shape":"rectangular","dimensions":[{"id":"95dbf12e-1e9a-4331-bad0-07cef6c217a5","height":15.9,"width":14.62},{"id":"9e4bcc26-b479-4d68-8cf7-291e901f3118","height":16.67,"width":14.62},{"id":"9f02b89a-5f78-411e-aa63-7dbada344ca9","height":21.67,"width":7.82},{"id":"338dd4e2-464f-42f8-be63-3c7bff467688","height":22.05,"width":17.56},{"id":"44eb24c2-22b3-46ca-a6ba-21950e830e64","height":22.44,"width":13.85},{"id":"101cf5e5-0496-4196-a527-fbb87a581e95","height":22.44,"width":13.85},{"id":"05681e37-d29a-40c9-b8ed-9df106f3fa2f","height":22.05,"width":20.51}]}},"timestamp":"2026-04-01 04:27:13"} 
[2026-04-01 04:27:13] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-01 04:27:13"} 
[2026-04-01 04:27:13] local.INFO: Input Parameters {"data":{"dimensions_count":7,"shape":"rectangular"},"timestamp":"2026-04-01 04:27:13"} 
[2026-04-01 04:27:13] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-01 04:27:13"} 
[2026-04-01 04:27:13] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-01 04:27:13"} 
[2026-04-01 04:27:13] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-01 04:27:13"} 
[2026-04-01 04:27:13] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-01 04:27:13"} 
[2026-04-01 04:27:13] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-01 04:27:13"} 
[2026-04-01 04:27:13] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-01 04:27:13"} 
[2026-04-01 04:27:13] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1002.5400000000001,"dimensions_count":7},"timestamp":"2026-04-01 04:27:13"}