[2026-04-13 07:42:11] 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":"Simple","uv_printing_needed":"Yes","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\\php4F45.tmp"}},"file_present":true},"timestamp":"2026-04-13 07:42:11"} 
[2026-04-13 07:42:11] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-13 07:42:11"} 
[2026-04-13 07:42:14] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":13},"timestamp":"2026-04-13 07:42:14"} 
[2026-04-13 07:42:14] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":14},"timestamp":"2026-04-13 07:42:14"} 
[2026-04-13 07:42:14] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":13},"timestamp":"2026-04-13 07:42:14"} 
[2026-04-13 07:42:14] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":14},"timestamp":"2026-04-13 07:42:14"} 
[2026-04-13 07:42:14] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-13 07:42:14"} 
[2026-04-13 07:42:14] local.INFO: Calling Image-to-Text API {"data":{"file_name":"sign.png","query_param":"width","query_value":"120","file_size":24196},"timestamp":"2026-04-13 07:42:14"} 
[2026-04-13 07:42:14] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"light_color_detection"},{"index":10,"position":{"x":404,"y":0,"width":50,"height":50},"scaled_width":13.13,"scaled_height":13.13,"actual_filled_area":123.21,"bounding_box_area":172,"exact_perimeter":57.86,"approximate_perimeter":55.02,"convex_hull_perimeter":48.11,"perimeter_pixels":220.36753236814718,"original_contour_points":43,"approximation_points":9,"shape_analysis":{"aspect_rati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","detection_approach":"light_color_detection"},{"index":13,"position":{"x":64,"y":0,"width":53,"height":50},"scaled_width":13.92,"scaled_height":13.13,"actual_filled_area":98.77,"bounding_box_area":182,"exact_perimeter":66.47,"approximate_perimeter":63.98,"convex_hull_perimeter":47.74,"perimeter_pixels":253.15432893255075,"original_contour_points":52,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.06,"compactness":0.2809,"perimeter_to_area_ratio":0.673},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"}]},"timestamp":"2026-04-13 07:42:14"} 
[2026-04-13 07:42:14] local.INFO: Nested area calculated {"data":{"nestedArea":1657.0793},"timestamp":"2026-04-13 07:42:14"} 
[2026-04-13 07:42:15] local.INFO: Mapped objects from Image-to-Text API 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WIvytsdvGJyObv6qDIDrBIWp9yjgmOk+4ae5MpVxZ73LXMjTdOuP6P32d5/RbP3fg08899BL/n/jAXLIDmcH8CR56IGAuUQINQEXB6jC4KWQQ1JxBwwFxxN9Qz6qkAeYjuRgCKbCykCA7UcYZOp5CNcHpMv+6ZtqC1oET6XPHGt17mx6+/zUfvrWi+8kn8HXe58G5QBVCAFqMVQ91BBQNaEglDm5osYKKE5GguqSyI4OoEh9EG7xlD7iCgBiKD64mUi0W4n07heE2D0hCYUoE7sXWm1ZzVUaZhwu1XbvGTv/sWT6eW/a9/CW/dpTkLahPJgcTEhVogGBhGBiRWrMisyeScwTOZU6BnMWvo0ykWnDT8s+BYcDpJ9MNvInhwehJrb+noy/ngtJLxEJG6IcQpCaUl0WFAIObIXhu42FY8J+dZ/GrJ977xD9h3X4F7cHJnfUaHcQRUZ6fORp2N4IZgOIqpY2Ry7gkuVK6Ekq9IuSNh9Ar9oBuN5ZizIw4hKO1qRVVVVJMaRTARegTrE6vck6saIRGBSVUT4gySs+7X9HbKHpEJAU6cgyRc2mv4xb/+kD995gnmHz73Hi7nMElGk43KjGiGY1v/F0dyQs1RqYazPUtzZDHhRCF5WUq1AEpRSgJQJeuEpIHWwbOhOFEDUkesgiiK5Ix5R++GpYaE0EXFUs0pxkxqzFuapJzLDT/+lx+w95FnuPxnn31vQLrzOStGEMUQIo57BwTWJJbTwN6HP8Cd1NINN44pOuObWIkhkM3p+kTuE5INsrFer8mnPdN2xQxYeISc6PqeRMDrhmZvTlquyVGhywQJNJ2S3jnize+9wuWvfpa0Mo9TlS0ggayKCWQpRRPAFQRFrICKKiTrEYWjYKyvLbj2V59g79qCVV0A7dafUTmeDVUlDunaU+bk+Jibv75Bvv427/zwZ9hRIi4Ti1DRpIo+wTL3LFunqgMnlpnGCvMOW3Zcmx5y/8evw09vEC5cfbeFDCGLElBctFAyF9QFsiEGlWqheBWcNkp/ZQ6ffxGeDUynG4OWcq1lXYyzqW84f9jC4e0juHGHN/9pn+4/f8n9/76O3W+5FPaZ11OyGcs+YZPAuuup64bUG3nV89jhBV596xYnP3iVxUffA5CjGAFQxEuFCK6EpGQXlKLhHkhBONbMaWXwRIAZMM+DNcpRQihAcoYYh+9WfqMwj3BuDx5f8PjBgpO97/PmrXss79/mXL+ikopFCKgGEsKKhMgEXKhMkZVxLkx4679eY3Hy+QcAMRREGeLAGaCxqTEy+FMAsjurtuVofVpungDTcm/Ohe/FUKycshEkIaqDxbQweEkgChrguYssfvEkez98jXynw28LWEdKERCiCxGoXTEgSsO9u8dcurrP7Ru3oN/6uW7+lx4lIaThuKUzDgQCeE+tNdIlFho4DFVpMwxyDqQcgAa0JrnSI3ioSKokE8wVtILQkJJieWg/EvDx55lfu0Q7i+T9CUck+jrQR6Hve+bUaJeYUbHwyPkwId07QZPBeom/XSi9bqBhlEjapuvRcobTAz2Zla0AmDUTJOWh2gMiqAoEQUQRUZyAE4BAHhKOC3gAqQIapbhCDexDPH9IP6lZidEHwYNiZmW9TaOVwR0PSg7C2hK+PNrE6SaGxHX0uI1VtjGtGE4g0tERmwqdKiddu7nQBj2YGKgANmQ8o6JCRTfXWQJLjiNEYePfbRPpVGgtsSeBqIGetCnGnTstGa+V1VS5F5zb3nJnecx5Sw8A2gFisv2tg/aTGaGOSKrIQVj1HaenvsloYWgtRLbUc/TnoltBB/oWwkBSR61F4BhWxyssGcGUBiX2RmMB3HCXgY45WZ02CivPnHQJF0PCroUoNcNl+GzAGS5CskxHR06lXqWUOV13VGFeVshDHBTsG1cdlZKTDQW3nAm7Pp2AFfDaW3Rv3mG6NPasYpLASTTI0K07ESEjYIb2Q152YX9/H+pwFlBxjlJcd1+m8LGAWqS1FVVV4+5MpOLq3jm4CyxAu/GGwc6+47+6E6p5+DiQMiyd9KNfcvu7P+HklV/R3F9RdbOhyTCUmgInI0QaApYNup6mhnPzOfWFQ6jkLKARSBYl63bWMc4AFpMp907XxIE5LKShbwW++e/wzAHEfmPXjYyg6rqs5AJ9guyQMrZe40cdr3/nR3Q/v0V1/T6zpeFemLZtrCmMER0RQjakz+zNJ8wvX4H5DJnLDvUB8AJEZcx3hhJQh9ZaJjJHMGIumq0Vljfu8qO//2fiQsiaNsMQ37GOu+MpE0KFquLuiJdj27bYccvi1JmsnAOmxGh4gh6n90wAmtCUokxJNr1mWs34bMrs0gHU2zp0prA6kBVMbaOX6DCjol0umTNFk7GgIiZojxKctig9FXljEHEtbffOLAH6M0ABZu5Eg5lHquRgiWROO1hDQ6QRaEJpR4xT6sWCU+nh4j4/627xtc9/HKrtmmcAjdltJJg65GQZSBGDCwgwScqiVWJyokcUxYcbxQuYsCF1W2vtSpkAGZI6AmAaC00axmNijpnxTnubC5NDWBzwy9uvc/+g4vrpPZ5/6Uvw4geh2q67U4fOZrmxXrJzHGGOk4FZr6jJoAxBN4AUJTwUkIltfgc3IhnFSQaSfbBqgj4DxoW4IHUr7ty+xUnI1E89xirf4urnnocPTB4OSHwnG4m9a0AwevEIKpoSJeNSsqOMgCwSkE0l2gIajmN74o4C0zDBcypNZd4+VAcCdi8dcfjENY5vn3A0E5bhhE/89ZeZfuZFMEcWutF5HN+0svdq7hjxlqlwAHOod6akwRTXRBguGm2i7NabcXRRmLiN0+CRarmCKBEIAj7EnlfQi5NC5I3+LtfrNbMP/wlXP/40H/z6V+EqyDk940BnOlYZfe0BuziQBJIWBTZW+iYTIY98SQxXQYfRVuFwPnAw2yjAh+bexTYWS96hqtv23TI9iVZKi7KcKT9v3+LK557jha99gflnXoDHYiHGD8jW5ay0CruxM2LLQK9sJqc1EHOxWC+Qg2GScZcS5K4EHCXsuLGVFC42xJwNMVVYhGqxTp8zWRN9pdjehPaw4u1mzQtffokP/s1X4LCChSCX32/QOPA18TI7O+t6OtSk4l6I4ZJYV8pxDauYSbEvL2ilvosrwQ0tRGWzXh4tJaOFnF4NqwNZDczJbnilNOenzJ+4THVtj7946S/h6ctwWWEGsvhNo+AI/WBudSNaGR5mCqlMJOY+JXQnZDKTZsLbesrNQ8Uf28M0FtLY9fRdh+JMqliG8X3CzTZ1KZthZhChrmvSvOZO02F7E/bPHXDx6hWuPnmNS089Dk9chQtNaSArkL3fvAMxzJ5KfLjsxBKGUQpttAoVYUJFwjhtT1jNM9Mnr/HC374EH3sWPMPJEo6PYbUuFGfd0q/b8gjV0gbgxdWCEqsKmwb0Ex8qmUa1cLJKC4gaZPrb7RG9iymMnK7Qn2GPC+hzIhJoqhmr/oiEc9Ku4FPPwgEwCWALSNNBM6X/qdIwU1ApbQaUB2l5ukYK49aAXPztN7geCuhBGUGVWYPSecJwKgmESU2YCDdvvV3i7wD6BdR1+J1f6HeVzWxb/EFGUMQEtIoISk/muFvS5UScNHjQkvImUNe/u3b/P2RTysehz+7u2ih91yIiTON0ey4nYlNv+/RHRDYWGsfAu5V+PJdJmGdijESJ1HXNer2mqipY9e/juL9/2W6nDIU12FCL2ILaqxaA065XdN4SRMG8tL5N9f4bq79nKYAMAkpEUXNkII0RAcu0/YqGOEycKnJKVKJ0q3UxafpDQjgrG0Djj+3+p2ytNMxOR3cUG2qJ+za/PyKyBTQM1gqvGgd7RQQZNn43Q+GSOGwAlH/fr/1w2WS5LE52L3WnDOM2yhdKS70bKoaT8Ucuy23IaVJIoczPk5cZuthmv7fM20TIzjDWhTRCfCQqUJENOTUVcij0JGVH8c2kU6QYzaX0Q3ngfSOdeZRks61vUUkKJk6HEcRL9+gg7og4Lk7WrYXypmg9Onn7zKBxWRu5MUJIRHcq6dBcmGQIgnmipSdN4Sg6bV388cE2+A8pCiDXRIzM+tKUNw86/mdyn9sXM3fPrXln74T2ivOa/5rblxKvH57y+sXMjfOZ0wmQH6EixI6FDl58hudr4enPvMhsbRxQETsvo6RY8dRqiZ4/YJnXpHnNfXpWYvD4I8R7eCA/+V131g6dlepvO0M6BZpCeWhKMpArjwbD/qOW/wXZrW8LqCYDMAAAAABJRU5ErkJggg=="},{"id":"11cae2b3-9ab4-40d7-9509-b88c0dd41f9a","height":12.6,"width":12.87,"perimeter":75.42,"area":105.11,"image":"data:image/png;base64,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07:42:15"} 
[2026-04-13 07:42:15] local.INFO: Number of letters detected {"data":{"noOfLetters":14},"timestamp":"2026-04-13 07:42:15"} 
[2026-04-13 07:42:15] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":770.9000000000001,"perimeter_in_feet":64.24},"timestamp":"2026-04-13 07:42:15"} 
[2026-04-13 07:42:15] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[30.72,43.51,28.1,31.41,71.88,11.2,168.31,3.48,107.91,105.11,123.21,41.71,95.25,98.77],"actualFilledAreaSum":960.57},"timestamp":"2026-04-13 07:42:15"} 
[2026-04-13 07:42:15] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":6.67},"timestamp":"2026-04-13 07:42:15"} 
[2026-04-13 07:42:15] local.INFO: Average character height calculated {"data":{"avgCharHeight":10.915714285714284},"timestamp":"2026-04-13 07:42:15"} 
[2026-04-13 07:42:15] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":457.0,"originalHeight":118.0,"ratio":3.8728813559322033},"timestamp":"2026-04-13 07:42:15"} 
[2026-04-13 07:42:15] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":30.98},"timestamp":"2026-04-13 07:42:15"} 
[2026-04-13 07:42:16] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"11520\" height=\"2974.5295404814005\" viewBox=\"0 0 457 118\">
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","detection_approach":"light_color_detection"},{"index":7,"position":{"x":240,"y":2,"width":51,"height":48},"scaled_width":13.39,"scaled_height":12.6,"actual_filled_area":3.48,"bounding_box_area":168,"exact_perimeter":112.55,"approximate_perimeter":101.16,"convex_hull_perimeter":47.67,"perimeter_pixels":428.6345596729061,"original_contour_points":84,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.06,"compactness":0.0035,"perimeter_to_area_ratio":32.342},"image_base64":"data:image/png;base64,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xhkgYFUZI0MNfW5wRowQhCIxgLQTDOa4jAe2O3jN7vs3Fpn78o6u7d2GO0OKUYjplxOY6LJVuix5nc5/PIZTv7XfwdvnYKlBJl52KQ/vP2GSu+za8jtHodsEzMIVECl1H7HWJwaUlUwsC0jdhuB+W8dY/btH8Cbp+Fki3QCpiLgQx3rWeqzYmqwfZtbUduFqo4X3bBk/uZd3AcXuXPuCvc+uobbi+wWQ7rDAcNpx9HXX+PYH74Fv3sWpngM6HGoILC6zVQhzLsGpioBQ3SGaAUbIlJFGjiCNYw6Cd0Zx3PfPg4/egmWM5gAmf/q+OxJTQeqLD7H9EST6cVF1lyT3QvXGG70sBM5s985xZH//G/gXx9HG2Ce8pyHoSIUO31cEZCyIlXB4cAlBLGEECAGQLDWUJQDSjU0Z1qwkNUB5zcEApBmfa9uqDI3x5I1/GN3lVGe8Mr3X2P2zTNwdgYOgcmf/pyHoSplSCTJcvxeILMdCCVmVGKSDOcsErUGKz0TIVLujGBnAEOgVUciT4rHvhbcIRHdUeX3z3J4Yo/11TWq54/DGy/AXAP5EqDHoXJhECtsnkAqMIxAShNh6CNBIEkcVBC0YLLVpltt0b18nclfX4WXlmHJoXuqKEjnt1i16W9+r3vsqpUzcjBKhOGwouGaYAzeV5Q+4FID1lAGZRCV3Spw8YurHPvFP7Iw2kX6R2C+AzagF4dai8P6HiwHxkKBykOaQDJ+fu3fIQOZ/OeCEjh8cpnf+HN0oqMlCZlWRK2fGlUZ+YBERcVgvWXWTXLvbsHVn3/MrZU1zGyL2E6wjQRUsVbIEodLU5LMIblFEocxhkwSEuvQxBKsENKEvNWkMzOFvrujHJmCnHoyHMjUs4E+YiiUxVde4j37E/Y0ELOMaujRKFjncAhVVcuGlk3o9JWZxhS9qmR7b0SxvsHIBpCATR2+rIgChYEyscRECMnYmgpMNSYACE4IVtDEYhsZSSfH5ClVCtPLCyycPQbPH0GvqjIBMvt1zlQicGKB2eOHCbt3kMoSRgHRQCoJUSxeaqGHSYECM4QJEjJx2DQDEaqqQqqIVcVQy5NQRCoLhVEqUSKKqfbq544ds1qDly5VDPSNJ7ZT7h66zc75q2RHZ5j91gkmXj9Tq4jG08/dQ1ByWERvqp5981Vu3Nql2ApkiWArRasSsY7UGqIKpa9o0iISqYioKn4QMBbwgZKSFikWWx8lEcQCNmJEUVWcF1IVDIIVg1WIMeIRSgwMhc31DTY+vk5/yrD28Rccu7zK0e+9CqeX0TuqsvhVzhdAYO71M1z7xTm27/VIsoQsCuor8JY8aeGJlL7Augmi91gsBii0xARHM2tDCARf7qddjNaywQUD1FB5lmGCYoNgokfQseDMaRiBImBiYLLVZGgM1z+9w0eXbtC/tMaZ//BD+P3X0S3VR7fjY5Q6UOXiLrxziY/+91+gX9zlOTvDlGmxtbNBkwad5hzDwT0aZgpiLeQCoIy3kSpBKxJxGBGMwv2sUqDeet7AQD3GGFK15AhpANmfhlD/6wJDpwxsydB4qtxAZtmZFl78k/9I+4/egjmQ9gHYYyslTRFdV+XVZTrffZ7PN9cZbm/y2qEOU8xT7PSIgy4NGpRxj1SaJI02CZHhaMgoFkSExCX0/Wgc+tVbzGDGsyhIULI0AWtwKlSlx9fChhRHIglRIkFBQkXqDQ5LLBXjIiEot967wInDU2T/9qVHN9vjTYMq28BGyer//WvO//nPSVb3eI5Jltwk+VDpj3o0aRMRPIpiUOdQW1u2KHUWyWh9npwKTi1GFFGDIVLFiug9gYjBkJoUYxO8RqoYiFbx6ut+qM+ijYrVyN2W59KSZ/bHr/Lq//zvMHkQoj1RJIoViUNVIeHIf3mb1swUv/nJ37Ny8TaFURbabazJMVkTPyqoqpJIxKVCNJHSVwxHFWma1v1FxUaDBMXqOFk7zi8JikFISBFRQiwoQmBIiZOs3oQaMWJIxZBaICitSsh3Rmz8+gv49Bb8ztH98T81mWkaIr0797Sz3GbqD7/H7y0vcufDz1n74CIfX12nLdDp7zFpcxqNDGMcZeUJISCJ0MqyetVVUQWNWmectd4gilD6QJ4l5C5HPPj+iEo9FseEa1BET9QIGEQsihDEYImIGg65Niu3dth5/zzTrxxAPZOH1i2vVBZ2FD5eYeWD8wxurnPv81vYfkk1LNFRhYlKaiyZSbHWoqE2CgcPs/XZMqZOQSfgR0NsP5IVyqRmtKVBhsOoYVR5xonqsdgUZJy8GcqIcs5yKWwy+cMXefV//Q9Yrh3zM6WdZdbVkmBblR8/z6nffb6OyvcKytsbbN68zWinR1YKuRooI6GssOKIKBFDRFEjiDEYY8EKt7dXKbpd4s0udn2PaqtktFvQHJQkMdIip9bNFh+ViIytp0FcggxKptKM3dtbcHMNlpe+fPs9Ee4Blam7qixmpKeWOeKXaxVbAZ5azSp1zAYH6bw6t7n/WSzHf28U+PfOs/I377H+/68yE2DJTOD7FVntmhGp8xpRBGstuXPsDUbM5k12+xWsbkD8BlAPAf4WsuLBFtcGKicbuOlvc+b1V9n9s59x868+4MbKDsfMNFLHZHXGhgCqiA+Ij0ySEfdKqmRwkDb8KijdLBRJoTdk5/IKIU+Ze+U05Acq9bdtZql5oHZ9Quf7L9O5tE5vq2CwF7ExGSeyIVC7AmpMwJDisAqEsN/nU6G0GxUvcHGD9X/4gA/f/5DZ488xl8/D2Wn0nuqzSoFnaXJIRO+q8sYSE+8scffCNbqFR1RIpHbbqorGur4ViRiUOM5QFVVFZr4ESvt1Lp3za6z+7bt89ne/YufGLdIXBqxPvM/8ziuYM0u1wnV8pbx+5maBEvbCiN04IrfCyAoqSZ2QUlCJxHHgmwOVUaIVKiKZPAVKxwlNPr3Dhf/zUwafXGdhB44kRxmtBtZ+8g7V5Q2Ovv078O1FqnmHdoOSGqTxzeF0pMoAuHqbXq9H0sgod0eUNmKJRKmjk2g8MdZwYixD8dhmTtrI9w3TQ1A6UGUD/C+/4PrffEjv3RU6OxWH8wlSDN3+Lr2tHfbWPuHGnXvYmyewz8+zeOwYLBxCb2ntlCKAgn0Co3Ag2wXo7kKnA1c87Hg2f3WB4sptJiqhUQnNIKS1EScSMFpHI8HAyEb6TukszpAuzN0/aAdQuqfKSkn1zues/e05tt+5yHLZJC08STCEsqCDY9ZOUW4N6P/yKjfPX8QdnSIcWWJ2bg7XqMudQcdCUuQh5wsgUjtQMUqr3SKUJTbJ8L0Ro7tD9i7ewH6+znSVMe0TGvtDjOOfOtIvE+iJZ5Ark8uLcOTQw1C6E5XVivCzj7n21+8TPllncdcyqQ4bLTk5XhyJRCRJaHjDhA+YHSgGA8LKFdblCpXG2jkKYA0qBy7qUTArSgwVjUajTiUGQ7lbsNCcpT1MmM8m6qr9A0tsMCgBMJQm0nUVu7lhfnEK5nNk4sGAdmPA3p/+gms/+RXu6h6tXcuMm8QEAxoJVcSJpQgeMyzAOorgaWtOM9SDVKkTvCqg96+pa73jzfjILow4UmQQQQ0Wi2iHpBdITRuKCLYNYZO6utgBLfFEitTQdRW9JmQn5jjy2gvQPOjbAfTPXeDTdz7A37zDC9k8jZjgu0Ny10ZFEKNoVEoCEUXEgXHkUXDKOD4bD/WBQnUYo+gTzUdd2BG0VsVYUDOuPo6lYthFmAbnwO/Ro49PEqqGZccq1UKb0299C148DtkjUK6ZY+cm6E0m3O4PmFJHO8/AKNVgROnruq5gMYklOkM1imTjhR5XatFxwHl/yGh84ipBXamvTCBSVxmNUucHBSoBGfuktlNiGLJHgU9zqomEbVNw15VMnDrKwndfhOXmQ+kzB5B95xW+k7S5NvM+q+98ws7lLRbTDhoNYupMknWO6OO+8EusQwO1MsVwYNIUNaaea5X7qOgjv2uhOK7uRjOW/KCm/j/BQJY22CuHVDpE0hSmUu7GPt0sMnl6mVM/+ja8sFDnBh9o9VTPCLx1kuOHJkmOHWLlp++ycWmLstdjKk1xjRyiMOyOCHjavkEryajweBMRxq/rqAE5uNao+99HEzHx4LchkqvBRUgeWMoQYx0X27ofsRFRJSSBnarLXekz9/xpXvpPv4f58SuwII+lyvYvYk9VHHAXun/3IXd/eYHeuavIrR7JXqBDgzRYspiSRovH15pJDuyb4ZHDE55k+x6YUWPr8mk8oPISGVqlcJFSPSWeUivKplAdapGdWeLk2z8gf/sNOMK+xXsi1P2mfVVul3B9i/6vLrL1wRcML6zS7Cptn5CGhLJSBsM+LScYfQBq3P/9rUR80mka8xpQ6zAKmQelfrOlcEovUQZpxKdCYSqyqRbtk4u0v3WM2TfPYl4/AYceziB9KRSAbgVFDGwCH10lnFth59Ob3L20Sn+rh7MZuXG4wZA0ROSBvmujUV/rOMCQR9jum//gxpMQDaqBysLABfZSpZ9GmovT0Ek5+cppFr//GpxagKU2zIJk3/DdJO2p0gM2+3D7HuHmJpvXV7lzfY3R+jbJ5oCsUkII+x/1gRjr1UuSZJyj0H1AY+oXSbAGrxHXSEiSjEIrChNIZztMHz9MZ3me6ecWSY/MwdIcTDWgZZ6pSPDMAajeUWWvhHt92O7CzhDdHiCV1O/shRomxrgPISL7MA8CGWvBCDFUmDwdl3Ms5BamWrA4C7MtKPvQyZBDX++dv29Wm13T+kWjdPzFffm+L9vHIOaRcGIsYvfflzMP3MvBd7Lwz6fT/sW0fwLaD5Loi8H6mAAAAABJRU5ErkJggg==","detection_approach":"light_color_detection"},{"index":10,"position":{"x":404,"y":0,"width":50,"height":50},"scaled_width":13.13,"scaled_height":13.13,"actual_fill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"},{"id":"ac5f815d-adf1-4123-8277-f99079e33927","height":12.6,"width":13.39,"perimeter":112.55,"area":3.48,"image":"data:image/png;base64,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"},{"id":"0fee27e3-d276-4d30-bffd-4bed4fe03fed","height":13.13,"width":13.13,"perimeter":57.86,"area":123.21,"image":"data:image/png;base64,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"},{"id":"deeaed4d-4365-4864-87c6-af1f09105536","height":13.13,"width":13.92,"perimeter":66.47,"area":98.77,"image":"data:image/png;base64,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"}],"no_of_letters":14,"perimeter_of_sign":64.24,"nested_area":11.51,"occupied_area":6.67,"avg_char_height":10.915714285714284,"widthOfSign":"120","otherDimensionOfSign":30.98,"width_of_smaller_line":20},"timestamp":"2026-04-13 07:42:16"} 
[2026-04-13 07:42:18] 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":1435,"no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":117.26,"width_of_line_2":77.74,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":12.48,"height_of_line_2":9.36,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":14,"perimeter_of_sign":64.24,"nested_area":11.51,"occupied_area":6.67,"avg_char_height":"Less than 24 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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"Simple","uv_printing_needed":"Yes"}},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":117.26,"width_of_line_2":77.74,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":12.48,"height_of_line_2":9.36,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":14,"perimeter_of_sign":64.24,"nested_area":11.51,"occupied_area":6.67,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":77.74,"other_dimension_of_sign":30.98,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"Simple","uv_printing_needed":"Yes","quotationId":1435}},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"3.35501"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"33.2965884"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"2.02356"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"14.2477896"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":5.83625},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":44.790934799999995},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"0.9208"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"43.97971"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"0.739"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"25.32"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"1.89"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"9.751"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":0.0039841738904},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":3.9841738904},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":0.0003164360983333334},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":0.31643609833333336},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":0.003018313553333334},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":3.018313553333334},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"0.0062033666933333"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"6.2033666933333"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"0.00301069076"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"3.01069076"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"0.0040311832"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"4.0311832"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"0.00032164821333333"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"0.32164821333333"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":4.1771624817466595},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":8.6325},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"8.7476"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"3.3926390907375"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] 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":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":206.08149769047992,"totalDenseWeight_before_formula":26.925744903146235},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":226.68964745952792},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":14,"totalDenseWeight":29.61831939346086},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":14,"sign_depth":"1"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":7.35,"height":9.19,"depth":"1"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":10.24,"height":9.19,"depth":"1"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":8.4,"height":9.19,"depth":"1"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":7.61,"height":9.72,"depth":"1"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":9.72,"height":9.72,"depth":"1"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":4.73,"height":2.89,"depth":"1"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":16.28,"height":12.6,"depth":"1"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":13.39,"height":12.6,"depth":"1"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":12.6,"height":12.6,"depth":"1"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":12.87,"height":12.6,"depth":"1"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":13.13,"height":13.13,"depth":"1"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":3.68,"height":13.13,"depth":"1"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":10.5,"height":13.13,"depth":"1"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:18] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":13.92,"height":13.13,"depth":"1"},"timestamp":"2026-04-13 07:42:18"} 
[2026-04-13 07:42:19] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1776066139_4aeaff7ab58d2118666e04907b9d2cc8","bins_packed":[{"bin_data":{"w":14.3,"h":13.43,"d":16.57,"id":"unique","used_space":71.3886,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":13.43,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/ec7f1f59875148f3c47d0a6904da611f/1776066139-5605-5805893.svg","items":[{"id":"item-7","w":16.58,"h":12.9,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/ec7f1f59875148f3c47d0a6904da611f/1776066139-5593-2985265.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-14","w":14.22,"h":13.43,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/ec7f1f59875148f3c47d0a6904da611f/1776066139-5595-4439964.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-8","w":13.69,"h":12.9,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/ec7f1f59875148f3c47d0a6904da611f/1776066139-5596-3550325.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-11","w":13.43,"h":13.43,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/ec7f1f59875148f3c47d0a6904da611f/1776066139-5596-3404589.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-10","w":13.17,"h":12.9,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/ec7f1f59875148f3c47d0a6904da611f/1776066139-5597-5785449.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-9","w":12.9,"h":12.9,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/ec7f1f59875148f3c47d0a6904da611f/1776066139-5598-6639387.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-13","w":10.8,"h":13.43,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/ec7f1f59875148f3c47d0a6904da611f/1776066139-5598-3356615.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":5.03,"h":3.19,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/ec7f1f59875148f3c47d0a6904da611f/1776066139-5599-8235000.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":10.54,"h":9.49,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/ec7f1f59875148f3c47d0a6904da611f/1776066139-56-5938778.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-12","w":3.98,"h":13.43,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/ec7f1f59875148f3c47d0a6904da611f/1776066139-5601-5520778.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":10.02,"h":10.02,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/ec7f1f59875148f3c47d0a6904da611f/1776066139-5601-9710595.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":8.7,"h":9.49,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/ec7f1f59875148f3c47d0a6904da611f/1776066139-5602-6222744.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting 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[2026-04-13 07:42:19] local.INFO: Box added from packed bin {"data":{"length":16.57,"width":14.3,"height":13.43,"denseWeight":29.61831939346086},"timestamp":"2026-04-13 07:42:19"} 
[2026-04-13 07:42:20] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":18.57,"width":16.3,"height":15.68},"quantity":1,"denseWeight":29.61831939346086}],"cheapestShippingCost":324.59062554718844,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":18.57,"width":16.3,"height":15.68},"denseWeight":29.61831939346086,"volumetricWeight":16,"higherWeight":29.61831939346086,"quantity":1}],"totalHigherWeight":29.61831939346086,"DS":0,"rate":"381.94","tariffAndDS":381.94,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":689.1935839999999,"totalShipmentCostFormula":"(tariffAndDS (381.94) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 689.19","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":18.57,"width":16.3,"height":15.68},"denseWeight":29.61831939346086,"volumetricWeight":16,"higherWeight":29.61831939346086,"quantity":1}],"totalHigherWeight":29.61831939346086,"DS":0,"rate":"219.71","tariffAndDS":219.71,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":414.440856,"totalShipmentCostFormula":"(tariffAndDS (219.71) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 414.44","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":18.57,"width":16.3,"height":15.68},"denseWeight":29.61831939346086,"volumetricWeight":16,"higherWeight":29.61831939346086,"quantity":1}],"totalHigherWeight":29.61831939346086,"DS":7.404579848365215,"rate":"205.28","tariffAndDS":212.68457984836522,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":324.59062554718844,"totalShipmentCostFormula":"((tariffAndDS (212.68457984837) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (30) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 324.59062554719","careerDDPValue":0,"nonConveyableSurcharge":30,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":18.57,"width":16.3,"height":15.68},"denseWeight":29.61831939346086,"volumetricWeight":16,"higherWeight":29.61831939346086,"quantity":1}],"totalHigherWeight":29.61831939346086,"DS":0,"rate":192.5190760574956,"tariffAndDS":192.5190760574956,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":368.39030721097447,"totalShipmentCostFormula":"(tariffAndDS (192.5190760575) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 368.39","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":18.57,"width":16.3,"height":15.68},"denseWeight":29.61831939346086,"volumetricWeight":16,"higherWeight":29.61831939346086,"quantity":1}],"totalHigherWeight":29.61831939346086,"DS":0,"rate":321.06258222511576,"tariffAndDS":321.06258222511576,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":551.2002411640786,"totalShipmentCostFormula":"((tariffAndDS (321.06258222512) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 551.20024116408","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":18.57,"width":16.3,"height":15.68},"denseWeight":29.61831939346086,"volumetricWeight":16,"higherWeight":29.61831939346086,"quantity":1}],"totalHigherWeight":29.61831939346086,"DS":29.61831939346086,"rate":193.61999999999998,"tariffAndDS":223.23831939346084,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":382.25161960767036,"totalShipmentCostFormula":"(((tariffAndDS (223.23831939346) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0) ) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) = 382.25161960767","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":18.57,"width":16.3,"height":15.68},"denseWeight":29.61831939346086,"volumetricWeight":16,"higherWeight":29.61831939346086,"quantity":1}],"totalHigherWeight":29.61831939346086,"DS":0,"rate":746.1831939346087,"tariffAndDS":746.1831939346087,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":746.1831939346087,"totalShipmentCostFormula":"((tariffAndDS (746.18319393461) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 746.18319393461","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","overBreachSurcharge":0,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":18.57,"width":16.3,"height":15.68},"denseWeight":29.61831939346086,"volumetricWeight":16,"higherWeight":29.61831939346086,"quantity":1}],"totalHigherWeight":29.61831939346086,"DS":29.61831939346086,"rate":193.61999999999998,"tariffAndDS":223.23831939346084,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":382.25161960767036,"totalShipmentCostFormula":"(((tariffAndDS (223.23831939346) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0) ) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) = 382.25161960767","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},"9":{"career":"ups_pakistan_heavy_saver_k0f572","overBreachSurcharge":0,"career_name":"UPS Pakistan (K0F572)","boxWeights":[{"size":{"length":18.57,"width":16.3,"height":15.68},"denseWeight":29.61831939346086,"volumetricWeight":16,"higherWeight":29.61831939346086,"quantity":1}],"totalHigherWeight":29.61831939346086,"DS":29.61831939346086,"rate":211.76999999999998,"tariffAndDS":241.38831939346085,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":413.1429196076703,"totalShipmentCostFormula":"(((tariffAndDS (241.38831939346) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0) ) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) = 413.14291960767","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},"10":{"career":"ups_pakistan_small","overBreachSurcharge":0,"career_name":"UPS Pakistan Small 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[2026-04-13 07:42:20] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-13 07:42:20"} 
[2026-04-13 07:42:20] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-13 07:42:20"} 
[2026-04-13 07:42:20] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":30.98,"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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[2026-04-13 07:42:20] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-13 07:42:20"} 
[2026-04-13 07:42:22] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":30.98,"sign_width":"120","dimensions":[{"id":"89f00c59-8418-4bcf-93f8-e5639e5ae19d","height":9.19,"width":7.35},{"id":"01ff8c84-ee87-43e9-a6bd-5c9b2f002547","height":9.19,"width":10.24},{"id":"de5e4173-4070-4346-9eb1-025ee7c71109","height":9.19,"width":8.4},{"id":"a26aeaff-8b42-402b-9079-fdbc845e2ab6","height":9.72,"width":7.61},{"id":"b2b60a97-9701-4b07-9ada-44fffec99f1a","height":9.72,"width":9.72},{"id":"cde6d458-9cdb-4507-8d46-6d02802db9b0","height":2.89,"width":4.73},{"id":"f4822195-0f10-4325-888f-663d5c818d0e","height":12.6,"width":16.28},{"id":"ac5f815d-adf1-4123-8277-f99079e33927","height":12.6,"width":13.39},{"id":"0ef33f40-b77f-470f-97d4-bae73ef5efa5","height":12.6,"width":12.6},{"id":"11cae2b3-9ab4-40d7-9509-b88c0dd41f9a","height":12.6,"width":12.87},{"id":"0fee27e3-d276-4d30-bffd-4bed4fe03fed","height":13.13,"width":13.13},{"id":"64f7aa93-8eca-4fae-93c2-7f6e95f80f80","height":13.13,"width":3.68},{"id":"ca6d43ae-b2f1-44b4-8157-7629de0bcd76","height":13.13,"width":10.5},{"id":"deeaed4d-4365-4864-87c6-af1f09105536","height":13.13,"width":13.92}]},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":30.98,"sign_width":"120","dimensions":[{"id":"89f00c59-8418-4bcf-93f8-e5639e5ae19d","height":9.19,"width":7.35},{"id":"01ff8c84-ee87-43e9-a6bd-5c9b2f002547","height":9.19,"width":10.24},{"id":"de5e4173-4070-4346-9eb1-025ee7c71109","height":9.19,"width":8.4},{"id":"a26aeaff-8b42-402b-9079-fdbc845e2ab6","height":9.72,"width":7.61},{"id":"b2b60a97-9701-4b07-9ada-44fffec99f1a","height":9.72,"width":9.72},{"id":"cde6d458-9cdb-4507-8d46-6d02802db9b0","height":2.89,"width":4.73},{"id":"f4822195-0f10-4325-888f-663d5c818d0e","height":12.6,"width":16.28},{"id":"ac5f815d-adf1-4123-8277-f99079e33927","height":12.6,"width":13.39},{"id":"0ef33f40-b77f-470f-97d4-bae73ef5efa5","height":12.6,"width":12.6},{"id":"11cae2b3-9ab4-40d7-9509-b88c0dd41f9a","height":12.6,"width":12.87},{"id":"0fee27e3-d276-4d30-bffd-4bed4fe03fed","height":13.13,"width":13.13},{"id":"64f7aa93-8eca-4fae-93c2-7f6e95f80f80","height":13.13,"width":3.68},{"id":"ca6d43ae-b2f1-44b4-8157-7629de0bcd76","height":13.13,"width":10.5},{"id":"deeaed4d-4365-4864-87c6-af1f09105536","height":13.13,"width":13.92}]}},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"89f00c59-8418-4bcf-93f8-e5639e5ae19d","height":9.19,"width":7.35},{"id":"01ff8c84-ee87-43e9-a6bd-5c9b2f002547","height":9.19,"width":10.24},{"id":"de5e4173-4070-4346-9eb1-025ee7c71109","height":9.19,"width":8.4},{"id":"a26aeaff-8b42-402b-9079-fdbc845e2ab6","height":9.72,"width":7.61},{"id":"b2b60a97-9701-4b07-9ada-44fffec99f1a","height":9.72,"width":9.72},{"id":"cde6d458-9cdb-4507-8d46-6d02802db9b0","height":2.89,"width":4.73},{"id":"f4822195-0f10-4325-888f-663d5c818d0e","height":12.6,"width":16.28},{"id":"ac5f815d-adf1-4123-8277-f99079e33927","height":12.6,"width":13.39},{"id":"0ef33f40-b77f-470f-97d4-bae73ef5efa5","height":12.6,"width":12.6},{"id":"11cae2b3-9ab4-40d7-9509-b88c0dd41f9a","height":12.6,"width":12.87},{"id":"0fee27e3-d276-4d30-bffd-4bed4fe03fed","height":13.13,"width":13.13},{"id":"64f7aa93-8eca-4fae-93c2-7f6e95f80f80","height":13.13,"width":3.68},{"id":"ca6d43ae-b2f1-44b4-8157-7629de0bcd76","height":13.13,"width":10.5},{"id":"deeaed4d-4365-4864-87c6-af1f09105536","height":13.13,"width":13.92}],"sign_height_raw":30.98,"sign_width_raw":"120"},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":31.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Dimension Calculation {"data":{"dim_id":"89f00c59-8418-4bcf-93f8-e5639e5ae19d","height":9.19,"width":7.35,"ceilHeight":10.0,"ceilWidth":8.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":13,"sign_type_id":1,"heightOrWidth":"10.00","return":2,"price":82,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Dimension Calculation {"data":{"dim_id":"01ff8c84-ee87-43e9-a6bd-5c9b2f002547","height":9.19,"width":10.24,"ceilHeight":10.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":15,"sign_type_id":1,"heightOrWidth":"11.00","return":2,"price":91,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Dimension Calculation {"data":{"dim_id":"de5e4173-4070-4346-9eb1-025ee7c71109","height":9.19,"width":8.4,"ceilHeight":10.0,"ceilWidth":9.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":13,"sign_type_id":1,"heightOrWidth":"10.00","return":2,"price":82,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Dimension Calculation {"data":{"dim_id":"a26aeaff-8b42-402b-9079-fdbc845e2ab6","height":9.72,"width":7.61,"ceilHeight":10.0,"ceilWidth":8.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":13,"sign_type_id":1,"heightOrWidth":"10.00","return":2,"price":82,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Dimension Calculation {"data":{"dim_id":"b2b60a97-9701-4b07-9ada-44fffec99f1a","height":9.72,"width":9.72,"ceilHeight":10.0,"ceilWidth":10.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":13,"sign_type_id":1,"heightOrWidth":"10.00","return":2,"price":82,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Dimension Calculation {"data":{"dim_id":"cde6d458-9cdb-4507-8d46-6d02802db9b0","height":2.89,"width":4.73,"ceilHeight":3.0,"ceilWidth":5.0,"biggerDimension":5.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":3,"sign_type_id":1,"heightOrWidth":"5.00","return":2,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Dimension Calculation {"data":{"dim_id":"f4822195-0f10-4325-888f-663d5c818d0e","height":12.6,"width":16.28,"ceilHeight":13.0,"ceilWidth":17.0,"biggerDimension":17.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":27,"sign_type_id":1,"heightOrWidth":"17.00","return":2,"price":163,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Dimension Calculation {"data":{"dim_id":"ac5f815d-adf1-4123-8277-f99079e33927","height":12.6,"width":13.39,"ceilHeight":13.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":21,"sign_type_id":1,"heightOrWidth":"14.00","return":2,"price":122,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Dimension Calculation {"data":{"dim_id":"0ef33f40-b77f-470f-97d4-bae73ef5efa5","height":12.6,"width":12.6,"ceilHeight":13.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Dimension Calculation {"data":{"dim_id":"11cae2b3-9ab4-40d7-9509-b88c0dd41f9a","height":12.6,"width":12.87,"ceilHeight":13.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":19,"sign_type_id":1,"heightOrWidth":"13.00","return":2,"price":111,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Dimension Calculation {"data":{"dim_id":"0fee27e3-d276-4d30-bffd-4bed4fe03fed","height":13.13,"width":13.13,"ceilHeight":14.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":21,"sign_type_id":1,"heightOrWidth":"14.00","return":2,"price":122,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Dimension Calculation {"data":{"dim_id":"64f7aa93-8eca-4fae-93c2-7f6e95f80f80","height":13.13,"width":3.68,"ceilHeight":14.0,"ceilWidth":4.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":21,"sign_type_id":1,"heightOrWidth":"14.00","return":2,"price":122,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Dimension Calculation {"data":{"dim_id":"ca6d43ae-b2f1-44b4-8157-7629de0bcd76","height":13.13,"width":10.5,"ceilHeight":14.0,"ceilWidth":11.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":21,"sign_type_id":1,"heightOrWidth":"14.00","return":2,"price":122,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Dimension Calculation {"data":{"dim_id":"deeaed4d-4365-4864-87c6-af1f09105536","height":13.13,"width":13.92,"ceilHeight":14.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":21,"sign_type_id":1,"heightOrWidth":"14.00","return":2,"price":122,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":14,"baseProductionCost":1494,"result":[{"id":"89f00c59-8418-4bcf-93f8-e5639e5ae19d","height":9.19,"width":7.35,"depth":2,"price":82},{"id":"01ff8c84-ee87-43e9-a6bd-5c9b2f002547","height":9.19,"width":10.24,"depth":2,"price":91},{"id":"de5e4173-4070-4346-9eb1-025ee7c71109","height":9.19,"width":8.4,"depth":2,"price":82},{"id":"a26aeaff-8b42-402b-9079-fdbc845e2ab6","height":9.72,"width":7.61,"depth":2,"price":82},{"id":"b2b60a97-9701-4b07-9ada-44fffec99f1a","height":9.72,"width":9.72,"depth":2,"price":82},{"id":"cde6d458-9cdb-4507-8d46-6d02802db9b0","height":2.89,"width":4.73,"depth":2,"price":80},{"id":"f4822195-0f10-4325-888f-663d5c818d0e","height":12.6,"width":16.28,"depth":2,"price":163},{"id":"ac5f815d-adf1-4123-8277-f99079e33927","height":12.6,"width":13.39,"depth":2,"price":122},{"id":"0ef33f40-b77f-470f-97d4-bae73ef5efa5","height":12.6,"width":12.6,"depth":2,"price":111},{"id":"11cae2b3-9ab4-40d7-9509-b88c0dd41f9a","height":12.6,"width":12.87,"depth":2,"price":111},{"id":"0fee27e3-d276-4d30-bffd-4bed4fe03fed","height":13.13,"width":13.13,"depth":2,"price":122},{"id":"64f7aa93-8eca-4fae-93c2-7f6e95f80f80","height":13.13,"width":3.68,"depth":2,"price":122},{"id":"ca6d43ae-b2f1-44b4-8157-7629de0bcd76","height":13.13,"width":10.5,"depth":2,"price":122},{"id":"deeaed4d-4365-4864-87c6-af1f09105536","height":13.13,"width":13.92,"depth":2,"price":122}]},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":31.0},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"0.8"},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":2.0,"PSUCost":98.98},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1592.98,"taxFactor":0.0887,"tax":141.297326},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Box Calculation Details {"data":{"breadth":37.0,"boxDepth":8,"oneBoxCapacity":69.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":69.0,"widthOfHalfBox":51.0},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":281.0935251798561,"shippingWeightInKG":127.4800567709098},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":127.4800567709098,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":6,"min":"111","max":"135","rate":"130","created_at":null,"updated_at":null}}},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1494,"PSUCost":98.98,"tax":141.297326,"shippingRate":130,"miscellaenous":0,"signPrice":1864.277326},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":30.98,"sign_depth":2,"totalCost":1864.277326,"TATDays":7,"baseProductionCost":1494,"productionCost":1592.98,"PSUCost":98.98,"tax":141.297326,"shippingCost":130,"uniqueReturns_count":2,"objects_count":14},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"89f00c59-8418-4bcf-93f8-e5639e5ae19d","height":9.19,"width":7.35},{"id":"01ff8c84-ee87-43e9-a6bd-5c9b2f002547","height":9.19,"width":10.24},{"id":"de5e4173-4070-4346-9eb1-025ee7c71109","height":9.19,"width":8.4},{"id":"a26aeaff-8b42-402b-9079-fdbc845e2ab6","height":9.72,"width":7.61},{"id":"b2b60a97-9701-4b07-9ada-44fffec99f1a","height":9.72,"width":9.72},{"id":"cde6d458-9cdb-4507-8d46-6d02802db9b0","height":2.89,"width":4.73},{"id":"f4822195-0f10-4325-888f-663d5c818d0e","height":12.6,"width":16.28},{"id":"ac5f815d-adf1-4123-8277-f99079e33927","height":12.6,"width":13.39},{"id":"0ef33f40-b77f-470f-97d4-bae73ef5efa5","height":12.6,"width":12.6},{"id":"11cae2b3-9ab4-40d7-9509-b88c0dd41f9a","height":12.6,"width":12.87},{"id":"0fee27e3-d276-4d30-bffd-4bed4fe03fed","height":13.13,"width":13.13},{"id":"64f7aa93-8eca-4fae-93c2-7f6e95f80f80","height":13.13,"width":3.68},{"id":"ca6d43ae-b2f1-44b4-8157-7629de0bcd76","height":13.13,"width":10.5},{"id":"deeaed4d-4365-4864-87c6-af1f09105536","height":13.13,"width":13.92}],"sign_height_raw":30.98,"sign_width_raw":"120"},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":31.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Dimension Calculation {"data":{"dim_id":"89f00c59-8418-4bcf-93f8-e5639e5ae19d","height":9.19,"width":7.35,"ceilHeight":10.0,"ceilWidth":8.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":14,"sign_type_id":1,"heightOrWidth":"10.00","return":3,"price":86,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Dimension Calculation {"data":{"dim_id":"01ff8c84-ee87-43e9-a6bd-5c9b2f002547","height":9.19,"width":10.24,"ceilHeight":10.0,"ceilWidth":11.0,"biggerDimension":11.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":16,"sign_type_id":1,"heightOrWidth":"11.00","return":3,"price":96,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Dimension Calculation {"data":{"dim_id":"de5e4173-4070-4346-9eb1-025ee7c71109","height":9.19,"width":8.4,"ceilHeight":10.0,"ceilWidth":9.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":14,"sign_type_id":1,"heightOrWidth":"10.00","return":3,"price":86,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Dimension Calculation {"data":{"dim_id":"a26aeaff-8b42-402b-9079-fdbc845e2ab6","height":9.72,"width":7.61,"ceilHeight":10.0,"ceilWidth":8.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":14,"sign_type_id":1,"heightOrWidth":"10.00","return":3,"price":86,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Dimension Calculation {"data":{"dim_id":"b2b60a97-9701-4b07-9ada-44fffec99f1a","height":9.72,"width":9.72,"ceilHeight":10.0,"ceilWidth":10.0,"biggerDimension":10.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":14,"sign_type_id":1,"heightOrWidth":"10.00","return":3,"price":86,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Dimension Calculation {"data":{"dim_id":"cde6d458-9cdb-4507-8d46-6d02802db9b0","height":2.89,"width":4.73,"ceilHeight":3.0,"ceilWidth":5.0,"biggerDimension":5.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":4,"sign_type_id":1,"heightOrWidth":"5.00","return":3,"price":80,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Dimension Calculation {"data":{"dim_id":"f4822195-0f10-4325-888f-663d5c818d0e","height":12.6,"width":16.28,"ceilHeight":13.0,"ceilWidth":17.0,"biggerDimension":17.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":28,"sign_type_id":1,"heightOrWidth":"17.00","return":3,"price":171,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Dimension Calculation {"data":{"dim_id":"ac5f815d-adf1-4123-8277-f99079e33927","height":12.6,"width":13.39,"ceilHeight":13.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":22,"sign_type_id":1,"heightOrWidth":"14.00","return":3,"price":128,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Dimension Calculation {"data":{"dim_id":"0ef33f40-b77f-470f-97d4-bae73ef5efa5","height":12.6,"width":12.6,"ceilHeight":13.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Dimension Calculation {"data":{"dim_id":"11cae2b3-9ab4-40d7-9509-b88c0dd41f9a","height":12.6,"width":12.87,"ceilHeight":13.0,"ceilWidth":13.0,"biggerDimension":13.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":20,"sign_type_id":1,"heightOrWidth":"13.00","return":3,"price":117,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Dimension Calculation {"data":{"dim_id":"0fee27e3-d276-4d30-bffd-4bed4fe03fed","height":13.13,"width":13.13,"ceilHeight":14.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":22,"sign_type_id":1,"heightOrWidth":"14.00","return":3,"price":128,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Dimension Calculation {"data":{"dim_id":"64f7aa93-8eca-4fae-93c2-7f6e95f80f80","height":13.13,"width":3.68,"ceilHeight":14.0,"ceilWidth":4.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":22,"sign_type_id":1,"heightOrWidth":"14.00","return":3,"price":128,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Dimension Calculation {"data":{"dim_id":"ca6d43ae-b2f1-44b4-8157-7629de0bcd76","height":13.13,"width":10.5,"ceilHeight":14.0,"ceilWidth":11.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":22,"sign_type_id":1,"heightOrWidth":"14.00","return":3,"price":128,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Dimension Calculation {"data":{"dim_id":"deeaed4d-4365-4864-87c6-af1f09105536","height":13.13,"width":13.92,"ceilHeight":14.0,"ceilWidth":14.0,"biggerDimension":14.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":22,"sign_type_id":1,"heightOrWidth":"14.00","return":3,"price":128,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":14,"baseProductionCost":1565,"result":[{"id":"89f00c59-8418-4bcf-93f8-e5639e5ae19d","height":9.19,"width":7.35,"depth":3,"price":86},{"id":"01ff8c84-ee87-43e9-a6bd-5c9b2f002547","height":9.19,"width":10.24,"depth":3,"price":96},{"id":"de5e4173-4070-4346-9eb1-025ee7c71109","height":9.19,"width":8.4,"depth":3,"price":86},{"id":"a26aeaff-8b42-402b-9079-fdbc845e2ab6","height":9.72,"width":7.61,"depth":3,"price":86},{"id":"b2b60a97-9701-4b07-9ada-44fffec99f1a","height":9.72,"width":9.72,"depth":3,"price":86},{"id":"cde6d458-9cdb-4507-8d46-6d02802db9b0","height":2.89,"width":4.73,"depth":3,"price":80},{"id":"f4822195-0f10-4325-888f-663d5c818d0e","height":12.6,"width":16.28,"depth":3,"price":171},{"id":"ac5f815d-adf1-4123-8277-f99079e33927","height":12.6,"width":13.39,"depth":3,"price":128},{"id":"0ef33f40-b77f-470f-97d4-bae73ef5efa5","height":12.6,"width":12.6,"depth":3,"price":117},{"id":"11cae2b3-9ab4-40d7-9509-b88c0dd41f9a","height":12.6,"width":12.87,"depth":3,"price":117},{"id":"0fee27e3-d276-4d30-bffd-4bed4fe03fed","height":13.13,"width":13.13,"depth":3,"price":128},{"id":"64f7aa93-8eca-4fae-93c2-7f6e95f80f80","height":13.13,"width":3.68,"depth":3,"price":128},{"id":"ca6d43ae-b2f1-44b4-8157-7629de0bcd76","height":13.13,"width":10.5,"depth":3,"price":128},{"id":"deeaed4d-4365-4864-87c6-af1f09105536","height":13.13,"width":13.92,"depth":3,"price":128}]},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":31.0},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"0.8"},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":2.0,"PSUCost":98.98},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1663.98,"taxFactor":0.0887,"tax":147.595026},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Box Calculation Details {"data":{"breadth":37.0,"boxDepth":8,"oneBoxCapacity":69.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":69.0,"widthOfHalfBox":51.0},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":281.0935251798561,"shippingWeightInKG":127.4800567709098},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":127.4800567709098,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":6,"min":"111","max":"135","rate":"130","created_at":null,"updated_at":null}}},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":130,"defaultShippingRate":null},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1565,"PSUCost":98.98,"tax":147.595026,"shippingRate":130,"miscellaenous":0,"signPrice":1941.575026},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":30.98,"sign_depth":3,"totalCost":1941.575026,"TATDays":7,"baseProductionCost":1565,"productionCost":1663.98,"PSUCost":98.98,"tax":147.595026,"shippingCost":130,"uniqueReturns_count":2,"objects_count":14},"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:22] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-13 07:42:22"} 
[2026-04-13 07:42:23] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":30.98,"sign_width":"120","shipping_weight":29.61831939346086,"shape":"rectangular","dimensions":[{"id":"89f00c59-8418-4bcf-93f8-e5639e5ae19d","height":9.19,"width":7.35},{"id":"01ff8c84-ee87-43e9-a6bd-5c9b2f002547","height":9.19,"width":10.24},{"id":"de5e4173-4070-4346-9eb1-025ee7c71109","height":9.19,"width":8.4},{"id":"a26aeaff-8b42-402b-9079-fdbc845e2ab6","height":9.72,"width":7.61},{"id":"b2b60a97-9701-4b07-9ada-44fffec99f1a","height":9.72,"width":9.72},{"id":"cde6d458-9cdb-4507-8d46-6d02802db9b0","height":2.89,"width":4.73},{"id":"f4822195-0f10-4325-888f-663d5c818d0e","height":12.6,"width":16.28},{"id":"ac5f815d-adf1-4123-8277-f99079e33927","height":12.6,"width":13.39},{"id":"0ef33f40-b77f-470f-97d4-bae73ef5efa5","height":12.6,"width":12.6},{"id":"11cae2b3-9ab4-40d7-9509-b88c0dd41f9a","height":12.6,"width":12.87},{"id":"0fee27e3-d276-4d30-bffd-4bed4fe03fed","height":13.13,"width":13.13},{"id":"64f7aa93-8eca-4fae-93c2-7f6e95f80f80","height":13.13,"width":3.68},{"id":"ca6d43ae-b2f1-44b4-8157-7629de0bcd76","height":13.13,"width":10.5},{"id":"deeaed4d-4365-4864-87c6-af1f09105536","height":13.13,"width":13.92}]}},"timestamp":"2026-04-13 07:42:23"} 
[2026-04-13 07:42:23] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-13 07:42:23"} 
[2026-04-13 07:42:23] local.INFO: Input Parameters {"data":{"dimensions_count":14,"shape":"rectangular"},"timestamp":"2026-04-13 07:42:23"} 
[2026-04-13 07:42:23] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-13 07:42:23"} 
[2026-04-13 07:42:23] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-13 07:42:23"} 
[2026-04-13 07:42:23] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-13 07:42:23"} 
[2026-04-13 07:42:23] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-13 07:42:23"} 
[2026-04-13 07:42:23] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-13 07:42:23"} 
[2026-04-13 07:42:23] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-13 07:42:23"} 
[2026-04-13 07:42:23] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1069.74,"dimensions_count":14},"timestamp":"2026-04-13 07:42:23"} 
[2026-04-13 07:44:59] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":"Simple","uv_printing_needed":"Yes","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\\phpDE9E.tmp"}},"file_present":true},"timestamp":"2026-04-13 07:44:59"} 
[2026-04-13 07:44:59] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-13 07:44:59"} 
[2026-04-13 07:45:00] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":5},"timestamp":"2026-04-13 07:45:00"} 
[2026-04-13 07:45:00] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":6},"timestamp":"2026-04-13 07:45:00"} 
[2026-04-13 07:45:00] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":5},"timestamp":"2026-04-13 07:45:00"} 
[2026-04-13 07:45:00] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":6},"timestamp":"2026-04-13 07:45:00"} 
[2026-04-13 07:45:00] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-13 07:45:00"} 
[2026-04-13 07:45:00] local.INFO: Calling Image-to-Text API {"data":{"file_name":"sign.png","query_param":"width","query_value":"120","file_size":39768},"timestamp":"2026-04-13 07:45:00"} 
[2026-04-13 07:45:00] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"light_color_detection"},{"index":5,"position":{"x":2,"y":2,"width":69,"height":74},"scaled_width":18.4,"scaled_height":19.73,"actual_filled_area":163.48,"bounding_box_area":363,"exact_perimeter":100.01,"approximate_perimeter":89.69,"convex_hull_perimeter":62.32,"perimeter_pixels":375.0193359837566,"original_contour_points":161,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.2054,"perimeter_to_area_ratio":0.6118},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"}]},"timestamp":"2026-04-13 07:45:00"} 
[2026-04-13 07:45:00] local.INFO: Nested area calculated {"data":{"nestedArea":2144.1236000000004},"timestamp":"2026-04-13 07:45:00"} 
[2026-04-13 07:45:00] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"318dd4f5-aab1-4a21-b272-51228e3b4d97","height":18.67,"width":16,"perimeter":67.02,"area":105.67,"image":"data:image/png;base64,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"},{"id":"d49e05be-cfcc-4232-be46-b6cdddaade1d","height":18.67,"width":17.07,"perimeter":114.14,"area":190.61,"image":"data:image/png;base64,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"},{"id":"ac1fbf65-0b5e-435b-9767-bbd182b208ff","height":19.73,"width":18.4,"perimeter":100.01,"area":163.48,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEkAAABOCAYAAABsdjtkAAAABmJLR0QA/wD/AP+gvaeTAAAc/UlEQVR4nO2c+Y9c15XfP3d5W1X1zmZzHZKiJEskRW3Ubsu2pLFnsgwyQCbBBMgE+WGCJECQ/yW/BEgGCOJJ4lkwSzzjzHhsU6ZMLbYWSiRFk5QoihabZDd7rf29d+89+eFVFdnUYkqWRI2TAxSqu5a3fOvcc8/yPQf+v/xCUbfipBfOn5AQAiJCPUlwrsCXDi8BjUJbg9UGtIIgiAKC4ILHl46AVJ/Tll1feuAzv4fPDaTQXRAVR6AtvXabhYUFlpYX6bWa9HodWutN1ltNuu0O/SLHFSVeAkkUEyUxjVqdsYlxZqammd40w8zUNLVag6nJWUwUQxyDEpQe+9TvyX7aBxyKSEuQAK4gFH0WrlzkzJkznDz1M+bn53Hek8SWfq+LCh6lFEopjDForQfHEFrOISIMNU8phdYaay3GRGRpg63bd7LvrrvYs3cv0r0spAkoA4BSE780aJ8q6iJdAQ8S6K4ssbx8lTdPHOfChQucP3+OXq/H+Pg4tVqNflnQbTWZGG8AFQDVMQTvPc45vPekaYqIjN6/di4BNGnSoPQBV5Roa5idneVL++7m/vseYPbXdlLpgUapT65hnwpI4tuC1uALOmurnHv7LMdeeZmzZ07RarXIkogkiVBK4ZwjhICyhigyBFcioXoNQGuNMQalqkvz3lcXOtA0rfVIs3yANKnjUYTS0S8LQgjEScL4+CS1sQZPfvUpdu/Zy+TmLYBBqcbHvudfGiQJHUEF2isrvHniOK8fe5X3LrxD0e8RGaGWZYTgKMtiBJDWmiiKMFYRGY3z1XtDbdFao7UeATUEcAjWUNu8EwrnieKUNE4wkUUEvAhKGZTReDHs238PDz/yOLv33g4modKs2k3f+ycGqXRdUQSMlJw6eZwXXzjK2dM/w5cF9VpMpBWuzJHggYAWEF1dPARAI+KJDCN7M7Q5wIYldv17Qy0TEZwEFLbaBQefCwFQCmMilLFoG7He6lBvTHLooUd57CtPMju3jRDAmJtbgp8IpBC6ohQEl/MXf/rHnDrxOkvLV5lo1EliS9nvgXgiq/BlXp1IQFSofmF1DSyRACoMjhtGWnO9Ab8eqOttkygDKATQA3ARjZdACNXxbJQQp3U6eUG3V7Jzzx6+9tTTHLznAaIku6nl97FBGhrn1195hSPP/pBee52Vpau4IierJURaoQgYLYgvURI2fv+GM4bg0YaRhgyBun5pDrVoaJOGS9GLAq1QaJChNjICUmHo9PpEcUqU1HAovMDs5i08/OhjPHjoUYI31MenUSr+UCw+lgsg0pZ+e50Tbxzj6I+f5czpnzE9NkZkoRanBF+S9wuS2KK1Ji9yoiiq1IihPamO5an+cMEjXhApR8vJGIONU6CyT0PghkAJ4LzHe0eUxIiqQBQX8N6jhcFxFJONjF5eEoo+No7pdbucO7uKK3Oaa2s88eQzgCOUbdHRB2vVTYMk0hbfa/PqT4/yw+99j5XlBW7bPke32yWy1Y3lfUfuS8QLaFtphngUavC3AIqgAAEBGmPjoy1/uNQEhfNhYKCLDUswiqJqKaIQFKXzaK3QAzulwmBZKoUoTxwlkEDpQZyjnsREkWHp6mWeO7JCrTHO/Q88zMTUzIfe+02BJNIV1+/w05eO8uKRH9FcWaCeGILLEV/QK0qstVgNSWRQA9W3kcF7X6m/0ohW1bMCVKVZa83WBg0a7Wje40MgzWqjLV8pBUoRBsvGoQhB0EqIlEYpjdICIqjgEQk0O11qtTpZFFEKBBSxTnFB6JY53/nLP0NE+PrT30CkLR9ko34hSCJ96XfXee2nL/H8kSMsLcwzPVknMor11askWY08LzBKiJIUo2JKV+CDG9kSAYIaGF8CQgWGwmDj2uA8QuEqQ175SjFxZCicG9gZNbA11y1dpVDGghJEFForjKrsE94hoQprXFFUy9BalDYEX6KVop4mrDW7/OTFo6RRzMMPP4qEtii9ESh9IyjXiw99gcCxV1/lyI9+wOVLPyeyCiUen/eopQlpHJElEZHRSPAjcABCcBhrR7tUCBB8tet4gSCA0mhjsVGMsdFoCZXO43wgihPiJCVOUmwUI6jR9yKbYozZ4KVfb+QBGvUMYxVlWVCWJQQHweNdQVnkbN86x8KVizx35DBvv312AHh3g3v/oZrkQ1+QkuPHjnHy+GtcvTyPVWCNotNqYlWg0WjgxQOC8yV50acsS5IkIcsynLcYE1fLywWEQDnQCiUWhWF6epq5uTl2/9oeNm+ZpVEbAy0o0aCFTqtLXvZprrW4vHCJy/NXuLq8SK/Tp1uU1OsJXgKFK7EiEAmxruyViLDWXKdWqxHFKXmeU+YFNo6IrEF5z9LVKzTShG5nnZPHj7Fj207q07MbsPhQkHTIcXmXo0d+wMV33yZLLVJ6gitoNBrkvTZFWdLN+3R6XbbObSGKElqtFkZbijLQ7zm8OGyUISZC6Ygsy5jdvIWHHnmMR554olItqHyDypna+KzMwFGpfK6iX7C0ssS5t87xzvm3ePPNN9AkxFlGpMC7nNw74siSpineOZrNFtZqGo0G2gf6eU5ERJqm9HtrjE806HR7nHj9VXbv2sODX/4qEjqidH1w5g+Q1upFaYw3+P5f/yWvv/YqVy6/R2zBEDBKyNKIotdFR5Zmu0WWZdRqNXrdnOACJoop8kCcZiTpOO1ODx2n3Hv/g3zt6V9nZtt2RKDX65GmKcbUb9pfE+kLQFkWNJtrrK8u8tKLP+b8ubfpddv0WmvEkaaexLRbqzSyGnFk0RIoyxJPtUk47+n3+4yP1en1C6KsTr+ErTtv49/82/+AV5a0Nqc+VJPiOOLKe+/y/AtHwTtCcChlsUajxG9w8ur1Oo3xSfI8p9XtsmlqE2mtwdXFFVwQyk6PBx9+mEOPPMHOXbshySj7BXE2+Ym8faXS0fdC6MrMzBS33X4Hp15/jf/z3e/Qb7WwxqKVZXpqM932GkkS41wVAFtrUUqDeLQSxuoZnU6HLI1xPufC+bc49eZxDh56dHTO94Hk+ktiLBw9+hy9XodabMiSiDjSREYTXMCLA115xzbNWFpeQUTIag280iwtr+GCsHVuO08980127NzFxNw2MJahCn8aonUVpDbXLsq++w6x7777ePHZH/DKT16gubLMwuIikxN1iqLEO0cURURRRJ7nhBCYnBzH+5IkNWg8RkM9S/nx0SMcfOhR8nxZkmRGvW93M1Z45+0znDx5gixLUEqIIguEygehSl9oravN3Ea0Ol3SbIxNs1vpdHM6ecGX9h3kt377n3LXgXuY2LYTTMyNW+unJeOTO1Sv3QOneOxr3+Cbv/lbbN66jcnpabS2eFFoY0iyajeEgNVglFC6PsYoyjIH5YkTw/zFd3nnzCkiU8GzASSRNcFofnT4MHm/TXB9gitBPK7M8d4heEQ8xii8CHnpmNw0S21snEuLi/RKx1e/9gy/889+l1379mPiGkqPKaVvPjXxSaQ2tlmpaFLh4c6DD/C7/+L3+LXdt+M8FIXDQ5VaKQrSNKVWq9HttquwiSodlkSWPO8xPt7gxRdfQH0QSIjnynsXOP/uOSKjKPI+zhWIlHjvgHAtMtdVAq3Ty9E2Yb3Z4eryOjt37eUrX3+a8W3bcL0ClUx/rsUGFU0ovNCYnuNf/fv/yJ477sLEKd4pMKaKFRXEaYpocy3ksYo4TbBak9iIS/Pv0WuvfwBIwfHG66+RxBpX5FgFWnm0USglg/QFA0et8k0mp6dwLpCXnv33HOTXv/GbzGzajO+VRPW5W1KNUdGkwia4Ts5XnnyKmdmtGBvTqI9jopS87/ECSZzR6nQJgBskK+pjYywtLaG15vz588CNIBnNG28co9frYKzG2EFMpTT1LEN8SRk8GE3uPBMTFUBpVqf0gSe+/CQHH3qEvBRsbfMtAWgoSjeUrTXYs/8env7mP8Bh8Vh80ExMbULbhG5RMjGzmcnpzSRpg7zwNNsdNs1tYc+ePaytrQHX7W7il2T+3fOUeUEoHUYJSgUq715Qqorg9cDWV7GTpd3rIwRu23sHd+3bDz6QjW29pQANRZlxlbcuy/4D9/JPfvt3+Pb/+habpsfplwHfK5ic2kxe5nRabVwZmJjaxL677uCuu+9h1+69jE1uAq53AbTmxBvH8WWOd2UVow2CUo0gDMOZQblHKUQrQvCghMcff5ypTXNIKTde6y2VZGyrEmnLg195iu/+zd8SpTHWKJYXF0hqhk5f2LpjL/v2HeDOL93N5q07wURURYPJG5zJIJw+fboCRaiiaXyVn9HXou8ggYCq8kEhEEURW7bu5P777wdAx5+vob4Zaa62GK+nPP7EV3nuyLNs3TrH3PaM6dlNPPzYo0xMTTM9PY02EUXhSOzMhnuwABfeOSau3+fq4iJZpEfFP/EBpSujLcNUh1Dp1SC8EqV48MEHsVmNvNu5NSj8ApmY3qpECnnmN/8xZ996h+npCR68/wFuP3hgECPaj6yeWKhSFysrK5UPYRP0KL6pcjRDkFwY2KgADGyT1poDBw6Ad6T1HV84LRrKMIfteutikggI4AVlf3HFpALJw8LCVZRSlGVJCFU1Y6g5IIhoKnskFVBKIdowNzfHxMTEZ3d3n7LY7OOXvUeatLa6jDGGsuwRBo4jCN6HQXbREwbVjJEpF2HHzl34oLDJli+sFv2yogHGGw1Onz5FbCC4HhOTGevNJbRh4HEL3lcaF9lklAGwJuLuffdS+M+Md/GFEA1QliW9ThfnC7QBpau8UQiuYm8MKh9VQXG47CpfaWpmbpSn/lUVDVAUBc1mE+891m7UimEldZgzBkZ5ZGsts7MzgyzBr65oqGxSv9+vXtB6lAqp0goba/XDx4j0ECe37uo/J9HAyMaMysfej+pgIVRV0WH97HrmRxzHIO5jMTT+PooGBilNNQIphLBBi4aaBIyW3bCg6IriFl365ycWGNmh64HQWlMUxahqqnWV3bsepBtt1a+qaGADmwMY3XxRFCPDff1jJEowkbklF/55yshwp2laVRT6feI4pt1uE8fxKI6r0pxVfntIWmg2m/D/gCZZuEZvsdaiQomIjGyS9x4GRAM/JBeJIuBBNISAyLp8GizXL6qMltvQ77kesCGb43rO4ojUOai9t9tNqhDmV1dGBqZWq43szdAFuJ43fSPLbGiwFxYWbs2Vf44ysklbtmwZveicGxnzISDXA3P9/5cvzwP+llz85yUaKs3Zu3fviDM9fB46j0M/6UbPG+DSpUsEAj6sfbHyth8hV5ffFZG2iLRv6po1VGDs3bt3VOMHNmgOfLBTqbXm3XffpdNp49wX36kU6cpac16ee+4Irx8/RqvTpNleEOc7MiRifJBYqIhhc9u3IUGhbUygRNR1ga0CHapiQEWT1pgBJebKpYt0mi1U4yP5YF8IKfpt5i+c550zJ1lbmufUG6/w6KNfZnbTHGNTU4i0RLxH241kDg2w6877FFHKWGOaOB2j23HUamMgdmCsQRvBmkCkBR0cocgpuj1mxsb4qz//MxpjY1XTzRdUQrEicWo48/rLxL5LZ+E9aC1x+H9/m7/9s2/x1is/xq0voIyjaL0n19/L9e4zd969j3arS2N8nLXV9ojoqZRgBg+twWgwRmO1InjH8pUrNBcXwJe34v5vSlSkePfNE5T9JuNZRGY8eWeFRDvWr87zV3/+R/zBf/5PvHXsFaLYgpSIq+zsNZBC4NChQxRFQZZVnJ2hGyAiBBUGpaXBjqcFbaAo+vhQ8sMffh+MIP6Lp00+XxbwnDj+Gq3mKlZDpBW+7NFurhOCY9v2LXhX8u3/8Yd867/+F144/CzlMH00OlII7Nqzm02bZ+n2C6IkxknABf8BRlsGj4qSHCeGN469zIUzp0GH9xEzb6WItCW4PusLl1m8Mk+/26Hfa6NwREYTWU0SWRYuX6LfabNt6xytVovDh39Ap1OVyEYgqXRGqSRh//79tFotxsfHyfMCRdXmOWpbMFRtDhoiI0xONOi214lizfe+913K9hoUPcr++hcEKM/62jIv/+R5vOsTaUHKPso7LIFIBZYWLtGoZezYvpXm+horS4tMjU8wOVlVgTZuSd6z/+C9ZPUa2kQ4L+io6lA0Nq4I7YNHFEVYqwnBkffaZIllafESzx7+PkiJTQziercUqCDrEvI275w7w/E3XkMRSCJFHBmCLyiLin+1Y8c2vCuYn3+P8fFx6vWs4leWlY193769a/du7rxrH728IKs1UNqgTFS5A6N0CRgEo6HbWadRzyj6HbI04icv/pifX3iHzuoSGI+/RUCVbkVa68ucOf0mp08dx+dddHC4sofVQnAFSjztTov11WWsVsTW0GmuE7xn3913D1tiNoKkolllanXu/NJ++rmnMT6FYAkCYVAlGXnbSir2PoGxRorR0Ous412PHx3+W159+QUoemjJce7mPNtPS0Ta0u82WVu6wpnTx5m/eIGZ6QmEkm67jStynBtUgowiTVOKok+73cbamLKo2lp1rfF+kAAkL3niqacZn5rGBSHOanT7OVpbisJRliVZlo0yBVoryrxHEmsaWUKshZ+/8zbnzpzkyLN/B76PlD2K3spnDlRRtiSEpriiy8V33+HHzx3m7Ok3iS20203KftU11e/3ERHa7Xb1Pe9Yb7UZm5xAWUOz3eLBQw+DDx8MUrPTBTTP/Ppv0Gz3QVk2b9lBp5uTZBmTU1Osr69XJfG8Ry3NsNYQXIH4kloWM9aI6bZX+dmJV3j+yPdZuXqRSJe4Ylmc+2xivE5nWSq6kPDW6RMc+dHfcfbMKbLUElmFZlCV1gq0wYVA35UkaY28cAiaXj9neWWVg/c9QH1sYkDB+QCQJmduU67vOPTEV9m+Yxcry01cOex01GhtNzTqVfylwZCD4MiSiMmxGkZ5mquLPP/cDzn8/e8y/97bmEjAdwn+qoh8Ortft7Uk4ptSq8W01hb5o//+B/zpH/8h7fUVZiZrGBUQSpwvKHw1a8ArjVOKUjS90tMtSrAR/SLQ7ZXc/8BDEKcoU/vwjoBua1GyRo2zJ9/gf37rv+GKDrPTY5R5C6MCjXpCZ32VJImoWtssWptRRjOKkmp3DNBqdbFJSrtbMLd9O9/45j9kx213IN6jdAwq+UQd1t53RFyJiQ39tVVeePE53jz5BlYHirJHp73CeCMbsIjLKnhHsINqND7gBPJ+SZQ1CF7hMUxObeVf//6/ozY5i7LjHw4SQNFbkyi1HP6b7/D80SMkJpBGUPZa1Gsx4vpA1cc2zIMPW9rdgFie1htVCb10NMamyIuSK4sr7Ni9hy8/+SRb5nYwNj6DIgJjGLBWqwsQQekq0BRZrzqQnaveM6Z6EHjpBz/g5Inj5EWHLItYvDJPu7PG2HiNOFJ0u22Muq6q44eHiFAmotXqUB+EYePTm3n6mX/Eoce/BjpB6fSjQYKq37/fXuc7f/EnvPbyC2yfmwHfo99ZY8vcDK1WE6UNzjm01iRJglZV2bziehuyeoOs3mC92aabF9THpsido9vLaTQmGRvfxNTUDDt27GD79u1Mz8xAMqgKh4Dv9TDWgjFIWbK0tMS5c+c4e/YsC5cuk9qI4HPW11eJYs3MzATN1ioryws0GjVQMuIzhABF6Qed3AZrY4rS4YJmda3FvgP38S9/7/epTW7eQMz/yCK+LzxprcGDDzzC2tIizdUFrPJYE1/rChBBawviKYuCJIpIkwjnhKLIKXqwuryETTNqWUbea2GjhKmxOq3uOtoL7ZWrXHjr1Pvy6QBZllEUBXmej36MYeAdG8EqQ+4djXqNPO9waf4iY+MZ27fOsbS6TBQN+uEkEAbsvIAQnFB4h4limu0WW7bv4N77DlGbmCKUbsM1fCRINptQ3fWrsvfAPRAK/uTb3yJ3JTu3bmF56RJZEpOmCXEc411Bu92ml/ep11KstRRFQRzHJGkNFzxFWWK0psg7kPfI4pSi36wCaE/V+i56AxDd1ireV/GjUQqNRoXhmA6h8J1q06AkjjRpVKPbaZH3hOmJSVqtFqV3FXtYGVAaNWgsdD6gIkMQy137DnLo4YdBW0yykf12UwZTpCuSt3nphSO8/pMXKfM2WWLo99oYVVYeuLnWb1uvZSilaLVaWBuhr+tuDAMbhlwjZgznjoh4RK4NQoBrZfVhe+lQ20IISACDuRZ8GypvWgV8KHHeU5ae2liD4KHb7Q9saLX0grL8fGGZ3/6df87Xv/409doYUfJ+/vlNcWaUqimRtjz2xJMYFM8fOczVlSYz02P0OyuMN2qI89gkppakLC4u0u122bVrF61Wa+QqiAgEh8IMKIVCuC4HNbDS1ecGoKghiKKRECqDLoIKgarfWaFVBQwC3geCqoYniCi8F/J+CRi0idHaDghohqQ+xsN79rH7trtojE+j1QdXo2+aWKRUQ4msy4GD9+JcwdlTb7K4cJG52RlEStbaTfp5zuTEGEktQzQDmxARpJqEM+rPVYKmrH5NGR7/Ro0ZsliGOa3rWuIHoAEE5arOcCCIo/QeGW5hyjAzO8vC1UXyvmN60yxJnHH16jIhCFsmZnjqqWfYuXsvRkcf6op8LP+kzJfFWg1ln9MnT/DS0WdZXZ0nz1tMT0/jvWd+/j2mJ8eZnZ1laXGRKBoExzLs/a+Mr2LQEmYSELUBpI3VmWtauGE8kOgRl7PqVtA4qcYJhSGNyEasN9ukWZ0sq1F6xep6k7JwHDx4H1975pvcdue92LixodnwRvlYFLUoqUjgEtZkzx1fYmxyjB/98K8599YpWp2czZs3M1t6nCtod/vV9JngMdW0DETLYPaKJ/iqCizYDbM5bgRluNndOD8JEQRPGcqBe2XwIRBEquEM2qC1ARtRn5ygyANXV1dpjE3w6BMP8Oijj7PrjruA2kcCBL/E1BvxTYGS9aWfc+rkMZ5//nlWVpbYNDOFVYpup4U1Cq0hMlULRvA5KghKC+I9hXMoEryACgpP1Y0wehaFpiqiG6WqSk2oJlSoIHiEIAUMEoLV7AEFyqC0RbRGm4illSbdbs6e227n6We+wT333U8Sp5ROk9V/MWv4lyI55L2rEqdVe8XPjr3KCy8eZW15iXanhfiCbVs201xfwWiqbdvnKKkym3o4mQZDEIV48DIwUlpVuRxtCM7DcCiCVhAUPgQkVG2uWmv8kLyhK4BEa4IYXIB2p0+tPsHtt9/JI499mX3778FECSEIxtwcyeNTYYL43oLoNIa8xyuvvMxPXjrKytJiFX1LQOEI3uHLHBFPZDXGKEBjbIwLIN5XHQeDOSOGKkdc9nMwGqsMohVaoAwecZ4yVDQgP7BdSlswthrA4BWlD9y2904eeewrHNh/kCjO8Cis/Xix4qdGlwnFuigEIkPodnj92Ksce/WnXJ6/iCu6aANjjYx6liK+pNlcp9lpE0UxKIU1Bm0MRuvKtrhqZGKlUQolesPIAM3A0ClL4Ryg8QF6vRybpBy89wEOPfQYt++9A2UStI0IKIz9aPvzmYI0FOm1BRNG80LOnT3F6dOnOP/OW+S9Dv1eh2ZzjSiybNq0iaIo8IPt/RrX4Brzrhp8x2im0tBhHc460TatRnqEwPjkFAf238cDhx5i67adoG01w8TE6Dj5xPf6mRGvJPSrEYoEKHKaK0vMz7/H/MWfMz9/kYVLl1leWybNYkKoMgfAIKMQj2iIrVarqthwjcwaRRFxHGPjhE2bt3LPgXu5++791BtjEKeV0RONMh8+OOrjyOfGThPfriYmBQda41strly5xOWrl+j3uzSbbZrNZhX/9XoURYErPdu3bydJEhqNBpOTk0xPb2J6eprJyUmitA42qjqmRFeZG/vp06VvGYVPeitSOVCAuCrPoxSDQHDwKQ15Xr02JLQOfCoV/+rSD/9eyv8F7KJ5YlncFqYAAAAASUVORK5CYII="}]},"timestamp":"2026-04-13 07:45:00"} 
[2026-04-13 07:45:00] local.INFO: Number of letters detected {"data":{"noOfLetters":6},"timestamp":"2026-04-13 07:45:00"} 
[2026-04-13 07:45:00] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":675.93,"perimeter_in_feet":56.33},"timestamp":"2026-04-13 07:45:00"} 
[2026-04-13 07:45:00] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[24.89,284.48,5.26,105.67,190.61,163.48],"actualFilledAreaSum":774.3900000000001},"timestamp":"2026-04-13 07:45:00"} 
[2026-04-13 07:45:00] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":5.38},"timestamp":"2026-04-13 07:45:00"} 
[2026-04-13 07:45:00] local.INFO: Average character height calculated {"data":{"avgCharHeight":16.98},"timestamp":"2026-04-13 07:45:00"} 
[2026-04-13 07:45:00] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":450.0,"originalHeight":79.0,"ratio":5.69620253164557},"timestamp":"2026-04-13 07:45:00"} 
[2026-04-13 07:45:00] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":21.07},"timestamp":"2026-04-13 07:45:00"} 
[2026-04-13 07:45:01] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"11520\" height=\"2022.4\" viewBox=\"0 0 450 79\">
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","detection_approach":"light_color_detection"},{"index":5,"position":{"x":2,"y":2,"width":69,"height":74},"scaled_width":18.4,"scaled_height":19.73,"actual_filled_area":163.48,"bounding_box_area":363,"exact_perimeter":100.01,"approximate_perimeter":89.69,"convex_hull_perimeter":62.32,"perimeter_pixels":375.0193359837566,"original_contour_points":161,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.07,"compactness":0.2054,"perimeter_to_area_ratio":0.6118},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEkAAABOCAYAAABsdjtkAAAABmJLR0QA/wD/AP+gvaeTAAAc/UlEQVR4nO2c+Y9c15XfP3d5W1X1zmZzHZKiJEskRW3Ubsu2pLFnsgwyQCbBBMgE+WGCJECQ/yW/BEgGCOJJ4lkwSzzjzHhsU6ZMLbYWSiRFk5QoihabZDd7rf29d+89+eFVFdnUYkqWRI2TAxSqu5a3fOvcc8/yPQf+v/xCUbfipBfOn5AQAiJCPUlwrsCXDi8BjUJbg9UGtIIgiAKC4ILHl46AVJ/Tll1feuAzv4fPDaTQXRAVR6AtvXabhYUFlpYX6bWa9HodWutN1ltNuu0O/SLHFSVeAkkUEyUxjVqdsYlxZqammd40w8zUNLVag6nJWUwUQxyDEpQe+9TvyX7aBxyKSEuQAK4gFH0WrlzkzJkznDz1M+bn53Hek8SWfq+LCh6lFEopjDForQfHEFrOISIMNU8phdYaay3GRGRpg63bd7LvrrvYs3cv0r0spAkoA4BSE780aJ8q6iJdAQ8S6K4ssbx8lTdPHOfChQucP3+OXq/H+Pg4tVqNflnQbTWZGG8AFQDVMQTvPc45vPekaYqIjN6/di4BNGnSoPQBV5Roa5idneVL++7m/vseYPbXdlLpgUapT65hnwpI4tuC1uALOmurnHv7LMdeeZmzZ07RarXIkogkiVBK4ZwjhICyhigyBFcioXoNQGuNMQalqkvz3lcXOtA0rfVIs3yANKnjUYTS0S8LQgjEScL4+CS1sQZPfvUpdu/Zy+TmLYBBqcbHvudfGiQJHUEF2isrvHniOK8fe5X3LrxD0e8RGaGWZYTgKMtiBJDWmiiKMFYRGY3z1XtDbdFao7UeATUEcAjWUNu8EwrnieKUNE4wkUUEvAhKGZTReDHs238PDz/yOLv33g4modKs2k3f+ycGqXRdUQSMlJw6eZwXXzjK2dM/w5cF9VpMpBWuzJHggYAWEF1dPARAI+KJDCN7M7Q5wIYldv17Qy0TEZwEFLbaBQefCwFQCmMilLFoG7He6lBvTHLooUd57CtPMju3jRDAmJtbgp8IpBC6ohQEl/MXf/rHnDrxOkvLV5lo1EliS9nvgXgiq/BlXp1IQFSofmF1DSyRACoMjhtGWnO9Ab8eqOttkygDKATQA3ARjZdACNXxbJQQp3U6eUG3V7Jzzx6+9tTTHLznAaIku6nl97FBGhrn1195hSPP/pBee52Vpau4IierJURaoQgYLYgvURI2fv+GM4bg0YaRhgyBun5pDrVoaJOGS9GLAq1QaJChNjICUmHo9PpEcUqU1HAovMDs5i08/OhjPHjoUYI31MenUSr+UCw+lgsg0pZ+e50Tbxzj6I+f5czpnzE9NkZkoRanBF+S9wuS2KK1Ji9yoiiq1IihPamO5an+cMEjXhApR8vJGIONU6CyT0PghkAJ4LzHe0eUxIiqQBQX8N6jhcFxFJONjF5eEoo+No7pdbucO7uKK3Oaa2s88eQzgCOUbdHRB2vVTYMk0hbfa/PqT4/yw+99j5XlBW7bPke32yWy1Y3lfUfuS8QLaFtphngUavC3AIqgAAEBGmPjoy1/uNQEhfNhYKCLDUswiqJqKaIQFKXzaK3QAzulwmBZKoUoTxwlkEDpQZyjnsREkWHp6mWeO7JCrTHO/Q88zMTUzIfe+02BJNIV1+/w05eO8uKRH9FcWaCeGILLEV/QK0qstVgNSWRQA9W3kcF7X6m/0ohW1bMCVKVZa83WBg0a7Wje40MgzWqjLV8pBUoRBsvGoQhB0EqIlEYpjdICIqjgEQk0O11qtTpZFFEKBBSxTnFB6JY53/nLP0NE+PrT30CkLR9ko34hSCJ96XfXee2nL/H8kSMsLcwzPVknMor11askWY08LzBKiJIUo2JKV+CDG9kSAYIaGF8CQgWGwmDj2uA8QuEqQ175SjFxZCicG9gZNbA11y1dpVDGghJEFForjKrsE94hoQprXFFUy9BalDYEX6KVop4mrDW7/OTFo6RRzMMPP4qEtii9ESh9IyjXiw99gcCxV1/lyI9+wOVLPyeyCiUen/eopQlpHJElEZHRSPAjcABCcBhrR7tUCBB8tet4gSCA0mhjsVGMsdFoCZXO43wgihPiJCVOUmwUI6jR9yKbYozZ4KVfb+QBGvUMYxVlWVCWJQQHweNdQVnkbN86x8KVizx35DBvv312AHh3g3v/oZrkQ1+QkuPHjnHy+GtcvTyPVWCNotNqYlWg0WjgxQOC8yV50acsS5IkIcsynLcYE1fLywWEQDnQCiUWhWF6epq5uTl2/9oeNm+ZpVEbAy0o0aCFTqtLXvZprrW4vHCJy/NXuLq8SK/Tp1uU1OsJXgKFK7EiEAmxruyViLDWXKdWqxHFKXmeU+YFNo6IrEF5z9LVKzTShG5nnZPHj7Fj207q07MbsPhQkHTIcXmXo0d+wMV33yZLLVJ6gitoNBrkvTZFWdLN+3R6XbbObSGKElqtFkZbijLQ7zm8OGyUISZC6Ygsy5jdvIWHHnmMR554olItqHyDypna+KzMwFGpfK6iX7C0ssS5t87xzvm3ePPNN9AkxFlGpMC7nNw74siSpineOZrNFtZqGo0G2gf6eU5ERJqm9HtrjE806HR7nHj9VXbv2sODX/4qEjqidH1w5g+Q1upFaYw3+P5f/yWvv/YqVy6/R2zBEDBKyNKIotdFR5Zmu0WWZdRqNXrdnOACJoop8kCcZiTpOO1ODx2n3Hv/g3zt6V9nZtt2RKDX65GmKcbUb9pfE+kLQFkWNJtrrK8u8tKLP+b8ubfpddv0WmvEkaaexLRbqzSyGnFk0RIoyxJPtUk47+n3+4yP1en1C6KsTr+ErTtv49/82/+AV5a0Nqc+VJPiOOLKe+/y/AtHwTtCcChlsUajxG9w8ur1Oo3xSfI8p9XtsmlqE2mtwdXFFVwQyk6PBx9+mEOPPMHOXbshySj7BXE2+Ym8faXS0fdC6MrMzBS33X4Hp15/jf/z3e/Qb7WwxqKVZXpqM932GkkS41wVAFtrUUqDeLQSxuoZnU6HLI1xPufC+bc49eZxDh56dHTO94Hk+ktiLBw9+hy9XodabMiSiDjSREYTXMCLA115xzbNWFpeQUTIag280iwtr+GCsHVuO08980127NzFxNw2MJahCn8aonUVpDbXLsq++w6x7777ePHZH/DKT16gubLMwuIikxN1iqLEO0cURURRRJ7nhBCYnBzH+5IkNWg8RkM9S/nx0SMcfOhR8nxZkmRGvW93M1Z45+0znDx5gixLUEqIIguEygehSl9oravN3Ea0Ol3SbIxNs1vpdHM6ecGX9h3kt377n3LXgXuY2LYTTMyNW+unJeOTO1Sv3QOneOxr3+Cbv/lbbN66jcnpabS2eFFoY0iyajeEgNVglFC6PsYoyjIH5YkTw/zFd3nnzCkiU8GzASSRNcFofnT4MHm/TXB9gitBPK7M8d4heEQ8xii8CHnpmNw0S21snEuLi/RKx1e/9gy/889+l1379mPiGkqPKaVvPjXxSaQ2tlmpaFLh4c6DD/C7/+L3+LXdt+M8FIXDQ5VaKQrSNKVWq9HttquwiSodlkSWPO8xPt7gxRdfQH0QSIjnynsXOP/uOSKjKPI+zhWIlHjvgHAtMtdVAq3Ty9E2Yb3Z4eryOjt37eUrX3+a8W3bcL0ClUx/rsUGFU0ovNCYnuNf/fv/yJ477sLEKd4pMKaKFRXEaYpocy3ksYo4TbBak9iIS/Pv0WuvfwBIwfHG66+RxBpX5FgFWnm0USglg/QFA0et8k0mp6dwLpCXnv33HOTXv/GbzGzajO+VRPW5W1KNUdGkwia4Ts5XnnyKmdmtGBvTqI9jopS87/ECSZzR6nQJgBskK+pjYywtLaG15vz588CNIBnNG28co9frYKzG2EFMpTT1LEN8SRk8GE3uPBMTFUBpVqf0gSe+/CQHH3qEvBRsbfMtAWgoSjeUrTXYs/8env7mP8Bh8Vh80ExMbULbhG5RMjGzmcnpzSRpg7zwNNsdNs1tYc+ePaytrQHX7W7il2T+3fOUeUEoHUYJSgUq715Qqorg9cDWV7GTpd3rIwRu23sHd+3bDz6QjW29pQANRZlxlbcuy/4D9/JPfvt3+Pb/+habpsfplwHfK5ic2kxe5nRabVwZmJjaxL677uCuu+9h1+69jE1uAq53AbTmxBvH8WWOd2UVow2CUo0gDMOZQblHKUQrQvCghMcff5ypTXNIKTde6y2VZGyrEmnLg195iu/+zd8SpTHWKJYXF0hqhk5f2LpjL/v2HeDOL93N5q07wURURYPJG5zJIJw+fboCRaiiaXyVn9HXou8ggYCq8kEhEEURW7bu5P777wdAx5+vob4Zaa62GK+nPP7EV3nuyLNs3TrH3PaM6dlNPPzYo0xMTTM9PY02EUXhSOzMhnuwABfeOSau3+fq4iJZpEfFP/EBpSujLcNUh1Dp1SC8EqV48MEHsVmNvNu5NSj8ApmY3qpECnnmN/8xZ996h+npCR68/wFuP3hgECPaj6yeWKhSFysrK5UPYRP0KL6pcjRDkFwY2KgADGyT1poDBw6Ad6T1HV84LRrKMIfteutikggI4AVlf3HFpALJw8LCVZRSlGVJCFU1Y6g5IIhoKnskFVBKIdowNzfHxMTEZ3d3n7LY7OOXvUeatLa6jDGGsuwRBo4jCN6HQXbREwbVjJEpF2HHzl34oLDJli+sFv2yogHGGw1Onz5FbCC4HhOTGevNJbRh4HEL3lcaF9lklAGwJuLuffdS+M+Md/GFEA1QliW9ThfnC7QBpau8UQiuYm8MKh9VQXG47CpfaWpmbpSn/lUVDVAUBc1mE+891m7UimEldZgzBkZ5ZGsts7MzgyzBr65oqGxSv9+vXtB6lAqp0goba/XDx4j0ECe37uo/J9HAyMaMysfej+pgIVRV0WH97HrmRxzHIO5jMTT+PooGBilNNQIphLBBi4aaBIyW3bCg6IriFl365ycWGNmh64HQWlMUxahqqnWV3bsepBtt1a+qaGADmwMY3XxRFCPDff1jJEowkbklF/55yshwp2laVRT6feI4pt1uE8fxKI6r0pxVfntIWmg2m/D/gCZZuEZvsdaiQomIjGyS9x4GRAM/JBeJIuBBNISAyLp8GizXL6qMltvQ77kesCGb43rO4ojUOai9t9tNqhDmV1dGBqZWq43szdAFuJ43fSPLbGiwFxYWbs2Vf44ysklbtmwZveicGxnzISDXA3P9/5cvzwP+llz85yUaKs3Zu3fviDM9fB46j0M/6UbPG+DSpUsEAj6sfbHyth8hV5ffFZG2iLRv6po1VGDs3bt3VOMHNmgOfLBTqbXm3XffpdNp49wX36kU6cpac16ee+4Irx8/RqvTpNleEOc7MiRifJBYqIhhc9u3IUGhbUygRNR1ga0CHapiQEWT1pgBJebKpYt0mi1U4yP5YF8IKfpt5i+c550zJ1lbmufUG6/w6KNfZnbTHGNTU4i0RLxH241kDg2w6877FFHKWGOaOB2j23HUamMgdmCsQRvBmkCkBR0cocgpuj1mxsb4qz//MxpjY1XTzRdUQrEicWo48/rLxL5LZ+E9aC1x+H9/m7/9s2/x1is/xq0voIyjaL0n19/L9e4zd969j3arS2N8nLXV9ojoqZRgBg+twWgwRmO1InjH8pUrNBcXwJe34v5vSlSkePfNE5T9JuNZRGY8eWeFRDvWr87zV3/+R/zBf/5PvHXsFaLYgpSIq+zsNZBC4NChQxRFQZZVnJ2hGyAiBBUGpaXBjqcFbaAo+vhQ8sMffh+MIP6Lp00+XxbwnDj+Gq3mKlZDpBW+7NFurhOCY9v2LXhX8u3/8Yd867/+F144/CzlMH00OlII7Nqzm02bZ+n2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"},{"id":"be6d9d1b-7cf1-4edd-b292-607e3bd23e54","height":18.67,"width":35.47,"perimeter":263.17,"area":5.26,"image":"data:image/png;base64,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"},{"id":"318dd4f5-aab1-4a21-b272-51228e3b4d97","height":18.67,"width":16,"perimeter":67.02,"area":105.67,"image":"data:image/png;base64,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"},{"id":"d49e05be-cfcc-4232-be46-b6cdddaade1d","height":18.67,"width":17.07,"perimeter":114.14,"area":190.61,"image":"data:image/png;base64,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"},{"id":"ac1fbf65-0b5e-435b-9767-bbd182b208ff","height":19.73,"width":18.4,"perimeter":100.01,"area":163.48,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEkAAABOCAYAAABsdjtkAAAABmJLR0QA/wD/AP+gvaeTAAAc/UlEQVR4nO2c+Y9c15XfP3d5W1X1zmZzHZKiJEskRW3Ubsu2pLFnsgwyQCbBBMgE+WGCJECQ/yW/BEgGCOJJ4lkwSzzjzHhsU6ZMLbYWSiRFk5QoihabZDd7rf29d+89+eFVFdnUYkqWRI2TAxSqu5a3fOvcc8/yPQf+v/xCUbfipBfOn5AQAiJCPUlwrsCXDi8BjUJbg9UGtIIgiAKC4ILHl46AVJ/Tll1feuAzv4fPDaTQXRAVR6AtvXabhYUFlpYX6bWa9HodWutN1ltNuu0O/SLHFSVeAkkUEyUxjVqdsYlxZqammd40w8zUNLVag6nJWUwUQxyDEpQe+9TvyX7aBxyKSEuQAK4gFH0WrlzkzJkznDz1M+bn53Hek8SWfq+LCh6lFEopjDForQfHEFrOISIMNU8phdYaay3GRGRpg63bd7LvrrvYs3cv0r0spAkoA4BSE780aJ8q6iJdAQ8S6K4ssbx8lTdPHOfChQucP3+OXq/H+Pg4tVqNflnQbTWZGG8AFQDVMQTvPc45vPekaYqIjN6/di4BNGnSoPQBV5Roa5idneVL++7m/vseYPbXdlLpgUapT65hnwpI4tuC1uALOmurnHv7LMdeeZmzZ07RarXIkogkiVBK4ZwjhICyhigyBFcioXoNQGuNMQalqkvz3lcXOtA0rfVIs3yANKnjUYTS0S8LQgjEScL4+CS1sQZPfvUpdu/Zy+TmLYBBqcbHvudfGiQJHUEF2isrvHniOK8fe5X3LrxD0e8RGaGWZYTgKMtiBJDWmiiKMFYRGY3z1XtDbdFao7UeATUEcAjWUNu8EwrnieKUNE4wkUUEvAhKGZTReDHs238PDz/yOLv33g4modKs2k3f+ycGqXRdUQSMlJw6eZwXXzjK2dM/w5cF9VpMpBWuzJHggYAWEF1dPARAI+KJDCN7M7Q5wIYldv17Qy0TEZwEFLbaBQefCwFQCmMilLFoG7He6lBvTHLooUd57CtPMju3jRDAmJtbgp8IpBC6ohQEl/MXf/rHnDrxOkvLV5lo1EliS9nvgXgiq/BlXp1IQFSofmF1DSyRACoMjhtGWnO9Ab8eqOttkygDKATQA3ARjZdACNXxbJQQp3U6eUG3V7Jzzx6+9tTTHLznAaIku6nl97FBGhrn1195hSPP/pBee52Vpau4IierJURaoQgYLYgvURI2fv+GM4bg0YaRhgyBun5pDrVoaJOGS9GLAq1QaJChNjICUmHo9PpEcUqU1HAovMDs5i08/OhjPHjoUYI31MenUSr+UCw+lgsg0pZ+e50Tbxzj6I+f5czpnzE9NkZkoRanBF+S9wuS2KK1Ji9yoiiq1IihPamO5an+cMEjXhApR8vJGIONU6CyT0PghkAJ4LzHe0eUxIiqQBQX8N6jhcFxFJONjF5eEoo+No7pdbucO7uKK3Oaa2s88eQzgCOUbdHRB2vVTYMk0hbfa/PqT4/yw+99j5XlBW7bPke32yWy1Y3lfUfuS8QLaFtphngUavC3AIqgAAEBGmPjoy1/uNQEhfNhYKCLDUswiqJqKaIQFKXzaK3QAzulwmBZKoUoTxwlkEDpQZyjnsREkWHp6mWeO7JCrTHO/Q88zMTUzIfe+02BJNIV1+/w05eO8uKRH9FcWaCeGILLEV/QK0qstVgNSWRQA9W3kcF7X6m/0ohW1bMCVKVZa83WBg0a7Wje40MgzWqjLV8pBUoRBsvGoQhB0EqIlEYpjdICIqjgEQk0O11qtTpZFFEKBBSxTnFB6JY53/nLP0NE+PrT30CkLR9ko34hSCJ96XfXee2nL/H8kSMsLcwzPVknMor11askWY08LzBKiJIUo2JKV+CDG9kSAYIaGF8CQgWGwmDj2uA8QuEqQ175SjFxZCicG9gZNbA11y1dpVDGghJEFForjKrsE94hoQprXFFUy9BalDYEX6KVop4mrDW7/OTFo6RRzMMPP4qEtii9ESh9IyjXiw99gcCxV1/lyI9+wOVLPyeyCiUen/eopQlpHJElEZHRSPAjcABCcBhrR7tUCBB8tet4gSCA0mhjsVGMsdFoCZXO43wgihPiJCVOUmwUI6jR9yKbYozZ4KVfb+QBGvUMYxVlWVCWJQQHweNdQVnkbN86x8KVizx35DBvv312AHh3g3v/oZrkQ1+QkuPHjnHy+GtcvTyPVWCNotNqYlWg0WjgxQOC8yV50acsS5IkIcsynLcYE1fLywWEQDnQCiUWhWF6epq5uTl2/9oeNm+ZpVEbAy0o0aCFTqtLXvZprrW4vHCJy/NXuLq8SK/Tp1uU1OsJXgKFK7EiEAmxruyViLDWXKdWqxHFKXmeU+YFNo6IrEF5z9LVKzTShG5nnZPHj7Fj207q07MbsPhQkHTIcXmXo0d+wMV33yZLLVJ6gitoNBrkvTZFWdLN+3R6XbbObSGKElqtFkZbijLQ7zm8OGyUISZC6Ygsy5jdvIWHHnmMR554olItqHyDypna+KzMwFGpfK6iX7C0ssS5t87xzvm3ePPNN9AkxFlGpMC7nNw74siSpineOZrNFtZqGo0G2gf6eU5ERJqm9HtrjE806HR7nHj9VXbv2sODX/4qEjqidH1w5g+Q1upFaYw3+P5f/yWvv/YqVy6/R2zBEDBKyNKIotdFR5Zmu0WWZdRqNXrdnOACJoop8kCcZiTpOO1ODx2n3Hv/g3zt6V9nZtt2RKDX65GmKcbUb9pfE+kLQFkWNJtrrK8u8tKLP+b8ubfpddv0WmvEkaaexLRbqzSyGnFk0RIoyxJPtUk47+n3+4yP1en1C6KsTr+ErTtv49/82/+AV5a0Nqc+VJPiOOLKe+/y/AtHwTtCcChlsUajxG9w8ur1Oo3xSfI8p9XtsmlqE2mtwdXFFVwQyk6PBx9+mEOPPMHOXbshySj7BXE2+Ym8faXS0fdC6MrMzBS33X4Hp15/jf/z3e/Qb7WwxqKVZXpqM932GkkS41wVAFtrUUqDeLQSxuoZnU6HLI1xPufC+bc49eZxDh56dHTO94Hk+ktiLBw9+hy9XodabMiSiDjSREYTXMCLA115xzbNWFpeQUTIag280iwtr+GCsHVuO08980127NzFxNw2MJahCn8aonUVpDbXLsq++w6x7777ePHZH/DKT16gubLMwuIikxN1iqLEO0cURURRRJ7nhBCYnBzH+5IkNWg8RkM9S/nx0SMcfOhR8nxZkmRGvW93M1Z45+0znDx5gixLUEqIIguEygehSl9oravN3Ea0Ol3SbIxNs1vpdHM6ecGX9h3kt377n3LXgXuY2LYTTMyNW+unJeOTO1Sv3QOneOxr3+Cbv/lbbN66jcnpabS2eFFoY0iyajeEgNVglFC6PsYoyjIH5YkTw/zFd3nnzCkiU8GzASSRNcFofnT4MHm/TXB9gitBPK7M8d4heEQ8xii8CHnpmNw0S21snEuLi/RKx1e/9gy/889+l1379mPiGkqPKaVvPjXxSaQ2tlmpaFLh4c6DD/C7/+L3+LXdt+M8FIXDQ5VaKQrSNKVWq9HttquwiSodlkSWPO8xPt7gxRdfQH0QSIjnynsXOP/uOSKjKPI+zhWIlHjvgHAtMtdVAq3Ty9E2Yb3Z4eryOjt37eUrX3+a8W3bcL0ClUx/rsUGFU0ovNCYnuNf/fv/yJ477sLEKd4pMKaKFRXEaYpocy3ksYo4TbBak9iIS/Pv0WuvfwBIwfHG66+RxBpX5FgFWnm0USglg/QFA0et8k0mp6dwLpCXnv33HOTXv/GbzGzajO+VRPW5W1KNUdGkwia4Ts5XnnyKmdmtGBvTqI9jopS87/ECSZzR6nQJgBskK+pjYywtLaG15vz588CNIBnNG28co9frYKzG2EFMpTT1LEN8SRk8GE3uPBMTFUBpVqf0gSe+/CQHH3qEvBRsbfMtAWgoSjeUrTXYs/8env7mP8Bh8Vh80ExMbULbhG5RMjGzmcnpzSRpg7zwNNsdNs1tYc+ePaytrQHX7W7il2T+3fOUeUEoHUYJSgUq715Qqorg9cDWV7GTpd3rIwRu23sHd+3bDz6QjW29pQANRZlxlbcuy/4D9/JPfvt3+Pb/+habpsfplwHfK5ic2kxe5nRabVwZmJjaxL677uCuu+9h1+69jE1uAq53AbTmxBvH8WWOd2UVow2CUo0gDMOZQblHKUQrQvCghMcff5ypTXNIKTde6y2VZGyrEmnLg195iu/+zd8SpTHWKJYXF0hqhk5f2LpjL/v2HeDOL93N5q07wURURYPJG5zJIJw+fboCRaiiaXyVn9HXou8ggYCq8kEhEEURW7bu5P777wdAx5+vob4Zaa62GK+nPP7EV3nuyLNs3TrH3PaM6dlNPPzYo0xMTTM9PY02EUXhSOzMhnuwABfeOSau3+fq4iJZpEfFP/EBpSujLcNUh1Dp1SC8EqV48MEHsVmNvNu5NSj8ApmY3qpECnnmN/8xZ996h+npCR68/wFuP3hgECPaj6yeWKhSFysrK5UPYRP0KL6pcjRDkFwY2KgADGyT1poDBw6Ad6T1HV84LRrKMIfteutikggI4AVlf3HFpALJw8LCVZRSlGVJCFU1Y6g5IIhoKnskFVBKIdowNzfHxMTEZ3d3n7LY7OOXvUeatLa6jDGGsuwRBo4jCN6HQXbREwbVjJEpF2HHzl34oLDJli+sFv2yogHGGw1Onz5FbCC4HhOTGevNJbRh4HEL3lcaF9lklAGwJuLuffdS+M+Md/GFEA1QliW9ThfnC7QBpau8UQiuYm8MKh9VQXG47CpfaWpmbpSn/lUVDVAUBc1mE+891m7UimEldZgzBkZ5ZGsts7MzgyzBr65oqGxSv9+vXtB6lAqp0goba/XDx4j0ECe37uo/J9HAyMaMysfej+pgIVRV0WH97HrmRxzHIO5jMTT+PooGBilNNQIphLBBi4aaBIyW3bCg6IriFl365ycWGNmh64HQWlMUxahqqnWV3bsepBtt1a+qaGADmwMY3XxRFCPDff1jJEowkbklF/55yshwp2laVRT6feI4pt1uE8fxKI6r0pxVfntIWmg2m/D/gCZZuEZvsdaiQomIjGyS9x4GRAM/JBeJIuBBNISAyLp8GizXL6qMltvQ77kesCGb43rO4ojUOai9t9tNqhDmV1dGBqZWq43szdAFuJ43fSPLbGiwFxYWbs2Vf44ysklbtmwZveicGxnzISDXA3P9/5cvzwP+llz85yUaKs3Zu3fviDM9fB46j0M/6UbPG+DSpUsEAj6sfbHyth8hV5ffFZG2iLRv6po1VGDs3bt3VOMHNmgOfLBTqbXm3XffpdNp49wX36kU6cpac16ee+4Irx8/RqvTpNleEOc7MiRifJBYqIhhc9u3IUGhbUygRNR1ga0CHapiQEWT1pgBJebKpYt0mi1U4yP5YF8IKfpt5i+c550zJ1lbmufUG6/w6KNfZnbTHGNTU4i0RLxH241kDg2w6877FFHKWGOaOB2j23HUamMgdmCsQRvBmkCkBR0cocgpuj1mxsb4qz//MxpjY1XTzRdUQrEicWo48/rLxL5LZ+E9aC1x+H9/m7/9s2/x1is/xq0voIyjaL0n19/L9e4zd969j3arS2N8nLXV9ojoqZRgBg+twWgwRmO1InjH8pUrNBcXwJe34v5vSlSkePfNE5T9JuNZRGY8eWeFRDvWr87zV3/+R/zBf/5PvHXsFaLYgpSIq+zsNZBC4NChQxRFQZZVnJ2hGyAiBBUGpaXBjqcFbaAo+vhQ8sMffh+MIP6Lp00+XxbwnDj+Gq3mKlZDpBW+7NFurhOCY9v2LXhX8u3/8Yd867/+F144/CzlMH00OlII7Nqzm02bZ+n2C6IkxknABf8BRlsGj4qSHCeGN469zIUzp0GH9xEzb6WItCW4PusLl1m8Mk+/26Hfa6NwREYTWU0SWRYuX6LfabNt6xytVovDh39Ap1OVyEYgqXRGqSRh//79tFotxsfHyfMCRdXmOWpbMFRtDhoiI0xONOi214lizfe+913K9hoUPcr++hcEKM/62jIv/+R5vOsTaUHKPso7LIFIBZYWLtGoZezYvpXm+horS4tMjU8wOVlVgTZuSd6z/+C9ZPUa2kQ4L+io6lA0Nq4I7YNHFEVYqwnBkffaZIllafESzx7+PkiJTQziercUqCDrEvI275w7w/E3XkMRSCJFHBmCLyiLin+1Y8c2vCuYn3+P8fFx6vWs4leWlY193769a/du7rxrH728IKs1UNqgTFS5A6N0CRgEo6HbWadRzyj6HbI04icv/pifX3iHzuoSGI+/RUCVbkVa68ucOf0mp08dx+dddHC4sofVQnAFSjztTov11WWsVsTW0GmuE7xn3913D1tiNoKkolllanXu/NJ++rmnMT6FYAkCYVAlGXnbSir2PoGxRorR0Ous412PHx3+W159+QUoemjJce7mPNtPS0Ta0u82WVu6wpnTx5m/eIGZ6QmEkm67jStynBtUgowiTVOKok+73cbamLKo2lp1rfF+kAAkL3niqacZn5rGBSHOanT7OVpbisJRliVZlo0yBVoryrxHEmsaWUKshZ+/8zbnzpzkyLN/B76PlD2K3spnDlRRtiSEpriiy8V33+HHzx3m7Ok3iS20203KftU11e/3ERHa7Xb1Pe9Yb7UZm5xAWUOz3eLBQw+DDx8MUrPTBTTP/Ppv0Gz3QVk2b9lBp5uTZBmTU1Osr69XJfG8Ry3NsNYQXIH4kloWM9aI6bZX+dmJV3j+yPdZuXqRSJe4Ylmc+2xivE5nWSq6kPDW6RMc+dHfcfbMKbLUElmFZlCV1gq0wYVA35UkaY28cAiaXj9neWWVg/c9QH1sYkDB+QCQJmduU67vOPTEV9m+Yxcry01cOex01GhtNzTqVfylwZCD4MiSiMmxGkZ5mquLPP/cDzn8/e8y/97bmEjAdwn+qoh8Ortft7Uk4ptSq8W01hb5o//+B/zpH/8h7fUVZiZrGBUQSpwvKHw1a8ArjVOKUjS90tMtSrAR/SLQ7ZXc/8BDEKcoU/vwjoBua1GyRo2zJ9/gf37rv+GKDrPTY5R5C6MCjXpCZ32VJImoWtssWptRRjOKkmp3DNBqdbFJSrtbMLd9O9/45j9kx213IN6jdAwq+UQd1t53RFyJiQ39tVVeePE53jz5BlYHirJHp73CeCMbsIjLKnhHsINqND7gBPJ+SZQ1CF7hMUxObeVf//6/ozY5i7LjHw4SQNFbkyi1HP6b7/D80SMkJpBGUPZa1Gsx4vpA1cc2zIMPW9rdgFie1htVCb10NMamyIuSK4sr7Ni9hy8/+SRb5nYwNj6DIgJjGLBWqwsQQekq0BRZrzqQnaveM6Z6EHjpBz/g5Inj5EWHLItYvDJPu7PG2HiNOFJ0u22Muq6q44eHiFAmotXqUB+EYePTm3n6mX/Eoce/BjpB6fSjQYKq37/fXuc7f/EnvPbyC2yfmwHfo99ZY8vcDK1WE6UNzjm01iRJglZV2bziehuyeoOs3mC92aabF9THpsido9vLaTQmGRvfxNTUDDt27GD79u1Mz8xAMqgKh4Dv9TDWgjFIWbK0tMS5c+c4e/YsC5cuk9qI4HPW11eJYs3MzATN1ioryws0GjVQMuIzhABF6Qed3AZrY4rS4YJmda3FvgP38S9/7/epTW7eQMz/yCK+LzxprcGDDzzC2tIizdUFrPJYE1/rChBBawviKYuCJIpIkwjnhKLIKXqwuryETTNqWUbea2GjhKmxOq3uOtoL7ZWrXHjr1Pvy6QBZllEUBXmej36MYeAdG8EqQ+4djXqNPO9waf4iY+MZ27fOsbS6TBQN+uEkEAbsvIAQnFB4h4limu0WW7bv4N77DlGbmCKUbsM1fCRINptQ3fWrsvfAPRAK/uTb3yJ3JTu3bmF56RJZEpOmCXEc411Bu92ml/ep11KstRRFQRzHJGkNFzxFWWK0psg7kPfI4pSi36wCaE/V+i56AxDd1ireV/GjUQqNRoXhmA6h8J1q06AkjjRpVKPbaZH3hOmJSVqtFqV3FXtYGVAaNWgsdD6gIkMQy137DnLo4YdBW0yykf12UwZTpCuSt3nphSO8/pMXKfM2WWLo99oYVVYeuLnWb1uvZSilaLVaWBuhr+tuDAMbhlwjZgznjoh4RK4NQoBrZfVhe+lQ20IISACDuRZ8GypvWgV8KHHeU5ae2liD4KHb7Q9saLX0grL8fGGZ3/6df87Xv/409doYUfJ+/vlNcWaUqimRtjz2xJMYFM8fOczVlSYz02P0OyuMN2qI89gkppakLC4u0u122bVrF61Wa+QqiAgEh8IMKIVCuC4HNbDS1ecGoKghiKKRECqDLoIKgarfWaFVBQwC3geCqoYniCi8F/J+CRi0idHaDghohqQ+xsN79rH7trtojE+j1QdXo2+aWKRUQ4msy4GD9+JcwdlTb7K4cJG52RlEStbaTfp5zuTEGEktQzQDmxARpJqEM+rPVYKmrH5NGR7/Ro0ZsliGOa3rWuIHoAEE5arOcCCIo/QeGW5hyjAzO8vC1UXyvmN60yxJnHH16jIhCFsmZnjqqWfYuXsvRkcf6op8LP+kzJfFWg1ln9MnT/DS0WdZXZ0nz1tMT0/jvWd+/j2mJ8eZnZ1laXGRKBoExzLs/a+Mr2LQEmYSELUBpI3VmWtauGE8kOgRl7PqVtA4qcYJhSGNyEasN9ukWZ0sq1F6xep6k7JwHDx4H1975pvcdue92LixodnwRvlYFLUoqUjgEtZkzx1fYmxyjB/98K8599YpWp2czZs3M1t6nCtod/vV9JngMdW0DETLYPaKJ/iqCizYDbM5bgRluNndOD8JEQRPGcqBe2XwIRBEquEM2qC1ARtRn5ygyANXV1dpjE3w6BMP8Oijj7PrjruA2kcCBL/E1BvxTYGS9aWfc+rkMZ5//nlWVpbYNDOFVYpup4U1Cq0hMlULRvA5KghKC+I9hXMoEryACgpP1Y0wehaFpiqiG6WqSk2oJlSoIHiEIAUMEoLV7AEFyqC0RbRGm4illSbdbs6e227n6We+wT333U8Sp5ROk9V/MWv4lyI55L2rEqdVe8XPjr3KCy8eZW15iXanhfiCbVs201xfwWiqbdvnKKkym3o4mQZDEIV48DIwUlpVuRxtCM7DcCiCVhAUPgQkVG2uWmv8kLyhK4BEa4IYXIB2p0+tPsHtt9/JI499mX3778FECSEIxtwcyeNTYYL43oLoNIa8xyuvvMxPXjrKytJiFX1LQOEI3uHLHBFPZDXGKEBjbIwLIN5XHQeDOSOGKkdc9nMwGqsMohVaoAwecZ4yVDQgP7BdSlswthrA4BWlD9y2904eeewrHNh/kCjO8Cis/Xix4qdGlwnFuigEIkPodnj92Ksce/WnXJ6/iCu6aANjjYx6liK+pNlcp9lpE0UxKIU1Bm0MRuvKtrhqZGKlUQolesPIAM3A0ClL4Ryg8QF6vRybpBy89wEOPfQYt++9A2UStI0IKIz9aPvzmYI0FOm1BRNG80LOnT3F6dOnOP/OW+S9Dv1eh2ZzjSiybNq0iaIo8IPt/RrX4Brzrhp8x2im0tBhHc460TatRnqEwPjkFAf238cDhx5i67adoG01w8TE6Dj5xPf6mRGvJPSrEYoEKHKaK0vMz7/H/MWfMz9/kYVLl1leWybNYkKoMgfAIKMQj2iIrVarqthwjcwaRRFxHGPjhE2bt3LPgXu5++791BtjEKeV0RONMh8+OOrjyOfGThPfriYmBQda41strly5xOWrl+j3uzSbbZrNZhX/9XoURYErPdu3bydJEhqNBpOTk0xPb2J6eprJyUmitA42qjqmRFeZG/vp06VvGYVPeitSOVCAuCrPoxSDQHDwKQ15Xr02JLQOfCoV/+rSD/9eyv8F7KJ5YlncFqYAAAAASUVORK5CYII="}],"no_of_letters":6,"perimeter_of_sign":56.33,"nested_area":14.89,"occupied_area":5.38,"avg_char_height":16.98,"widthOfSign":"120","otherDimensionOfSign":21.07,"width_of_smaller_line":20},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":1436,"no_of_lines":1,"raceway_depth":"2","raceway_height":"6","width_of_line_1":120.42,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":20.25,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":6,"perimeter_of_sign":56.33,"nested_area":14.89,"occupied_area":5.38,"avg_char_height":"Less than 24 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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"Simple","uv_printing_needed":"Yes"}},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":120.42,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":20.25,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":6,"perimeter_of_sign":56.33,"nested_area":14.89,"occupied_area":5.38,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":120.42,"other_dimension_of_sign":21.07,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"Simple","uv_printing_needed":"Yes","quotationId":1436}},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"2.70614"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"43.0743876"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"1.774395"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"12.4934307"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":4.7075},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":57.9441372},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"1.1912"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"56.89469"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"0.81"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"4.179"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":0.0033382782202},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":3.3382782202},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":0.0002651369554166667},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":0.26513695541666665},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":0.0025289986516666666},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":2.5289986516666665},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"0.0051977058466667"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"5.1977058466667"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"0.00252261163"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2.52261163"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"0.0033776666"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"3.3776666"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"0.00026950410666667"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"0.26950410666667"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":3.499980402123341},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":11.1675},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"11.3164"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"3.8587562763149"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] 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":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":248.36232791274,"totalDenseWeight_before_formula":27.49989117832552},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":273.198560704014},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":6,"totalDenseWeight":30.249880296158075},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":6,"sign_depth":"1"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":6.67,"height":6.67,"depth":"1"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":23.47,"height":19.47,"depth":"1"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":35.47,"height":18.67,"depth":"1"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":16,"height":18.67,"depth":"1"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":17.07,"height":18.67,"depth":"1"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:01] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":18.4,"height":19.73,"depth":"1"},"timestamp":"2026-04-13 07:45:01"} 
[2026-04-13 07:45:02] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1776066302_04e9000ebfbc9f390cc51a036153123a","bins_packed":[{"bin_data":{"w":35.77,"h":20.03,"d":6.5,"id":"unique","used_space":61.7009,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":20.03,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/1d213b1ad3f2f31de21b1b277b30545a/1776066302-5372-4940917.svg","items":[{"id":"item-3","w":35.77,"h":18.97,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/1d213b1ad3f2f31de21b1b277b30545a/1776066302-5368-7596012.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":17.37,"h":18.97,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/1d213b1ad3f2f31de21b1b277b30545a/1776066302-5369-7820103.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":16.3,"h":18.97,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/1d213b1ad3f2f31de21b1b277b30545a/1776066302-537-3417532.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":6.97,"h":6.97,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/1d213b1ad3f2f31de21b1b277b30545a/1776066302-5371-5431327.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-2","w":23.77,"h":19.77,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/1d213b1ad3f2f31de21b1b277b30545a/1776066302-5371-2849593.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":18.7,"h":20.03,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/1d213b1ad3f2f31de21b1b277b30545a/1776066302-5372-7948048.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-04-13 07:45:02"} 
[2026-04-13 07:45:02] local.INFO: Box added from packed bin {"data":{"length":6.5,"width":35.77,"height":20.03,"denseWeight":30.249880296158075},"timestamp":"2026-04-13 07:45:02"} 
[2026-04-13 07:45:03] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":8.5,"width":37.77,"height":22.28},"quantity":1,"denseWeight":30.249880296158075}],"cheapestShippingCost":329.3760537240278,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":8.5,"width":37.77,"height":22.28},"denseWeight":30.249880296158075,"volumetricWeight":23.5,"higherWeight":30.249880296158075,"quantity":1}],"totalHigherWeight":30.249880296158075,"DS":0,"rate":385.235921106325,"tariffAndDS":385.235921106325,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":694.775555985672,"totalShipmentCostFormula":"(tariffAndDS (385.23592110633) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 694.78","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":8.5,"width":37.77,"height":22.28},"denseWeight":30.249880296158075,"volumetricWeight":23.5,"higherWeight":30.249880296158075,"quantity":1}],"totalHigherWeight":30.249880296158075,"DS":0,"rate":221.53912376787713,"tariffAndDS":221.53912376787713,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":417.5386600132766,"totalShipmentCostFormula":"(tariffAndDS (221.53912376788) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 417.54","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":8.5,"width":37.77,"height":22.28},"denseWeight":30.249880296158075,"volumetricWeight":23.5,"higherWeight":30.249880296158075,"quantity":1}],"totalHigherWeight":30.249880296158075,"DS":7.562470074039519,"rate":"208.70","tariffAndDS":216.2624700740395,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":329.3760537240278,"totalShipmentCostFormula":"((tariffAndDS (216.26247007404) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (30) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 329.37605372403","careerDDPValue":0,"nonConveyableSurcharge":30,"warnings":[]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":8.5,"width":37.77,"height":22.28},"denseWeight":30.249880296158075,"volumetricWeight":23.5,"higherWeight":30.249880296158075,"quantity":1}],"totalHigherWeight":30.249880296158075,"DS":0,"rate":196.62422192502748,"tariffAndDS":196.62422192502748,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":375.34278225222647,"totalShipmentCostFormula":"(tariffAndDS (196.62422192503) + overlengthSurcharge (0) + overweightSurcharge (0) + nonConveyableSurcharge (25) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 375.34","careerDDPValue":0,"nonConveyableSurcharge":25,"warnings":[]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":8.5,"width":37.77,"height":22.28},"denseWeight":30.249880296158075,"volumetricWeight":23.5,"higherWeight":30.249880296158075,"quantity":1}],"totalHigherWeight":30.249880296158075,"DS":0,"rate":327.90870241035356,"tariffAndDS":327.90870241035356,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":562.953660298095,"totalShipmentCostFormula":"((tariffAndDS (327.90870241035) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 562.95366029809","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":[]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":8.5,"width":37.77,"height":22.28},"denseWeight":30.249880296158075,"volumetricWeight":23.5,"higherWeight":40,"quantity":1}],"totalHigherWeight":40,"DS":40,"rate":340.25,"tariffAndDS":380.25,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":649.4854999999999,"totalShipmentCostFormula":"(((tariffAndDS (380.25) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0) ) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) = 649.4855","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":8.5,"width":37.77,"height":22.28},"denseWeight":30.249880296158075,"volumetricWeight":23.5,"higherWeight":30.249880296158075,"quantity":1}],"totalHigherWeight":30.249880296158075,"DS":0,"rate":752.4988029615807,"tariffAndDS":752.4988029615807,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":752.4988029615807,"totalShipmentCostFormula":"((tariffAndDS (752.49880296158) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 752.49880296158","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","overBreachSurcharge":85,"career_name":"UPS Pakistan Heavy Expedited (K0F572)","boxWeights":[{"size":{"length":8.5,"width":37.77,"height":22.28},"denseWeight":30.249880296158075,"volumetricWeight":23.5,"higherWeight":40,"quantity":1}],"totalHigherWeight":40,"DS":40,"rate":340.25,"tariffAndDS":380.25,"fuelSurcharge":"0.48","gst":"0.15","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":649.4854999999999,"totalShipmentCostFormula":"(((tariffAndDS (380.25) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0) ) * (1 + fuelSurcharge (0.48)) + 2) * (1 + gst (0.15))) = 649.4855","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Too High - Minimum Weight should be 40 KG"]},"9":{"career":"ups_pakistan_heavy_saver_k0f572","overBreachSurcharge":85,"career_name":"UPS Pakistan 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[2026-04-13 07:45:03] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-13 07:45:03"} 
[2026-04-13 07:45:03] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-13 07:45:03"} 
[2026-04-13 07:45:03] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":21.07,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud 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Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":11.1675,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":11.3164,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":3.8587562763149,"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":30.249880296158075,"result":273.198560704014,"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":120.42,"width_of_line_2":null,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":20.25,"height_of_line_2":null,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":6,"perimeter_of_sign":56.33,"nested_area":14.89,"occupied_area":5.38,"avg_char_height":"Less than 24 inches","width_of_sign":"120","width_of_smaller_line":120.42,"other_dimension_of_sign":21.07,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"Simple","uv_printing_needed":"Yes","quotationId":1436},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1436},"timestamp":"2026-04-13 07:45:03"} 
[2026-04-13 07:45:03] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-13 07:45:03"} 
[2026-04-13 07:45:04] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":21.07,"sign_width":"120","dimensions":[{"id":"db4d6362-d24b-4aef-bb27-957537bcadc0","height":6.67,"width":6.67},{"id":"8751505c-8079-43f7-95f4-7bec78c79dac","height":19.47,"width":23.47},{"id":"be6d9d1b-7cf1-4edd-b292-607e3bd23e54","height":18.67,"width":35.47},{"id":"318dd4f5-aab1-4a21-b272-51228e3b4d97","height":18.67,"width":16},{"id":"d49e05be-cfcc-4232-be46-b6cdddaade1d","height":18.67,"width":17.07},{"id":"ac1fbf65-0b5e-435b-9767-bbd182b208ff","height":19.73,"width":18.4}]},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":21.07,"sign_width":"120","dimensions":[{"id":"db4d6362-d24b-4aef-bb27-957537bcadc0","height":6.67,"width":6.67},{"id":"8751505c-8079-43f7-95f4-7bec78c79dac","height":19.47,"width":23.47},{"id":"be6d9d1b-7cf1-4edd-b292-607e3bd23e54","height":18.67,"width":35.47},{"id":"318dd4f5-aab1-4a21-b272-51228e3b4d97","height":18.67,"width":16},{"id":"d49e05be-cfcc-4232-be46-b6cdddaade1d","height":18.67,"width":17.07},{"id":"ac1fbf65-0b5e-435b-9767-bbd182b208ff","height":19.73,"width":18.4}]}},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"db4d6362-d24b-4aef-bb27-957537bcadc0","height":6.67,"width":6.67},{"id":"8751505c-8079-43f7-95f4-7bec78c79dac","height":19.47,"width":23.47},{"id":"be6d9d1b-7cf1-4edd-b292-607e3bd23e54","height":18.67,"width":35.47},{"id":"318dd4f5-aab1-4a21-b272-51228e3b4d97","height":18.67,"width":16},{"id":"d49e05be-cfcc-4232-be46-b6cdddaade1d","height":18.67,"width":17.07},{"id":"ac1fbf65-0b5e-435b-9767-bbd182b208ff","height":19.73,"width":18.4}],"sign_height_raw":21.07,"sign_width_raw":"120"},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":22.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Dimension Calculation {"data":{"dim_id":"db4d6362-d24b-4aef-bb27-957537bcadc0","height":6.67,"width":6.67,"ceilHeight":7.0,"ceilWidth":7.0,"biggerDimension":7.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":7,"sign_type_id":1,"heightOrWidth":"7.00","return":2,"price":67,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Dimension Calculation {"data":{"dim_id":"8751505c-8079-43f7-95f4-7bec78c79dac","height":19.47,"width":23.47,"ceilHeight":20.0,"ceilWidth":24.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":41,"sign_type_id":1,"heightOrWidth":"24.00","return":2,"price":264,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Dimension Calculation {"data":{"dim_id":"be6d9d1b-7cf1-4edd-b292-607e3bd23e54","height":18.67,"width":35.47,"ceilHeight":19.0,"ceilWidth":36.0,"biggerDimension":36.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":65,"sign_type_id":1,"heightOrWidth":"36.00","return":2,"price":492,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Dimension Calculation {"data":{"dim_id":"318dd4f5-aab1-4a21-b272-51228e3b4d97","height":18.67,"width":16,"ceilHeight":19.0,"ceilWidth":16.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":31,"sign_type_id":1,"heightOrWidth":"19.00","return":2,"price":187,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Dimension Calculation {"data":{"dim_id":"d49e05be-cfcc-4232-be46-b6cdddaade1d","height":18.67,"width":17.07,"ceilHeight":19.0,"ceilWidth":18.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":31,"sign_type_id":1,"heightOrWidth":"19.00","return":2,"price":187,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Dimension Calculation {"data":{"dim_id":"ac1fbf65-0b5e-435b-9767-bbd182b208ff","height":19.73,"width":18.4,"ceilHeight":20.0,"ceilWidth":19.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":33,"sign_type_id":1,"heightOrWidth":"20.00","return":2,"price":199,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":6,"baseProductionCost":1396,"result":[{"id":"db4d6362-d24b-4aef-bb27-957537bcadc0","height":6.67,"width":6.67,"depth":2,"price":67},{"id":"8751505c-8079-43f7-95f4-7bec78c79dac","height":19.47,"width":23.47,"depth":2,"price":264},{"id":"be6d9d1b-7cf1-4edd-b292-607e3bd23e54","height":18.67,"width":35.47,"depth":2,"price":492},{"id":"318dd4f5-aab1-4a21-b272-51228e3b4d97","height":18.67,"width":16,"depth":2,"price":187},{"id":"d49e05be-cfcc-4232-be46-b6cdddaade1d","height":18.67,"width":17.07,"depth":2,"price":187},{"id":"ac1fbf65-0b5e-435b-9767-bbd182b208ff","height":19.73,"width":18.4,"depth":2,"price":199}]},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":22.0},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"0.844"},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":2.0,"PSUCost":98.98},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1494.98,"taxFactor":0.0887,"tax":132.604726},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Box Calculation Details {"data":{"breadth":28.0,"boxDepth":8,"oneBoxCapacity":87.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":87.0,"widthOfHalfBox":33.0},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":212.71942446043167,"shippingWeightInKG":96.47139431312094},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":96.47139431312094,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":5,"min":"91","max":"110","rate":"105","created_at":null,"updated_at":null}}},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":105,"defaultShippingRate":null},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1396,"PSUCost":98.98,"tax":132.604726,"shippingRate":105,"miscellaenous":0,"signPrice":1732.584726},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":21.07,"sign_depth":2,"totalCost":1732.584726,"TATDays":7,"baseProductionCost":1396,"productionCost":1494.98,"PSUCost":98.98,"tax":132.604726,"shippingCost":105,"uniqueReturns_count":2,"objects_count":6},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"db4d6362-d24b-4aef-bb27-957537bcadc0","height":6.67,"width":6.67},{"id":"8751505c-8079-43f7-95f4-7bec78c79dac","height":19.47,"width":23.47},{"id":"be6d9d1b-7cf1-4edd-b292-607e3bd23e54","height":18.67,"width":35.47},{"id":"318dd4f5-aab1-4a21-b272-51228e3b4d97","height":18.67,"width":16},{"id":"d49e05be-cfcc-4232-be46-b6cdddaade1d","height":18.67,"width":17.07},{"id":"ac1fbf65-0b5e-435b-9767-bbd182b208ff","height":19.73,"width":18.4}],"sign_height_raw":21.07,"sign_width_raw":"120"},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":22.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Dimension Calculation {"data":{"dim_id":"db4d6362-d24b-4aef-bb27-957537bcadc0","height":6.67,"width":6.67,"ceilHeight":7.0,"ceilWidth":7.0,"biggerDimension":7.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":8,"sign_type_id":1,"heightOrWidth":"7.00","return":3,"price":69,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Dimension Calculation {"data":{"dim_id":"8751505c-8079-43f7-95f4-7bec78c79dac","height":19.47,"width":23.47,"ceilHeight":20.0,"ceilWidth":24.0,"biggerDimension":24.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":42,"sign_type_id":1,"heightOrWidth":"24.00","return":3,"price":277,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Dimension Calculation {"data":{"dim_id":"be6d9d1b-7cf1-4edd-b292-607e3bd23e54","height":18.67,"width":35.47,"ceilHeight":19.0,"ceilWidth":36.0,"biggerDimension":36.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":66,"sign_type_id":1,"heightOrWidth":"36.00","return":3,"price":516,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Dimension Calculation {"data":{"dim_id":"318dd4f5-aab1-4a21-b272-51228e3b4d97","height":18.67,"width":16,"ceilHeight":19.0,"ceilWidth":16.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":32,"sign_type_id":1,"heightOrWidth":"19.00","return":3,"price":196,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Dimension Calculation {"data":{"dim_id":"d49e05be-cfcc-4232-be46-b6cdddaade1d","height":18.67,"width":17.07,"ceilHeight":19.0,"ceilWidth":18.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":32,"sign_type_id":1,"heightOrWidth":"19.00","return":3,"price":196,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Dimension Calculation {"data":{"dim_id":"ac1fbf65-0b5e-435b-9767-bbd182b208ff","height":19.73,"width":18.4,"ceilHeight":20.0,"ceilWidth":19.0,"biggerDimension":20.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":34,"sign_type_id":1,"heightOrWidth":"20.00","return":3,"price":209,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":6,"baseProductionCost":1463,"result":[{"id":"db4d6362-d24b-4aef-bb27-957537bcadc0","height":6.67,"width":6.67,"depth":3,"price":69},{"id":"8751505c-8079-43f7-95f4-7bec78c79dac","height":19.47,"width":23.47,"depth":3,"price":277},{"id":"be6d9d1b-7cf1-4edd-b292-607e3bd23e54","height":18.67,"width":35.47,"depth":3,"price":516},{"id":"318dd4f5-aab1-4a21-b272-51228e3b4d97","height":18.67,"width":16,"depth":3,"price":196},{"id":"d49e05be-cfcc-4232-be46-b6cdddaade1d","height":18.67,"width":17.07,"depth":3,"price":196},{"id":"ac1fbf65-0b5e-435b-9767-bbd182b208ff","height":19.73,"width":18.4,"depth":3,"price":209}]},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":22.0},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: PSU Value fetched from DB {"data":{"PSUValue":"0.844"},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":2.0,"PSUCost":98.98},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Total Production Cost and Tax {"data":{"productionCost":1561.98,"taxFactor":0.0887,"tax":138.547626},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Box Calculation Details {"data":{"breadth":28.0,"boxDepth":8,"oneBoxCapacity":87.0,"noOfBoxes":2.0,"noOfFullBoxes":1.0,"noOfHalfBoxes":1.0,"widthOfFullBox":87.0,"widthOfHalfBox":33.0},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":212.71942446043167,"shippingWeightInKG":96.47139431312094},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":96.47139431312094,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":5,"min":"91","max":"110","rate":"105","created_at":null,"updated_at":null}}},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":105,"defaultShippingRate":null},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":1463,"PSUCost":98.98,"tax":138.547626,"shippingRate":105,"miscellaenous":0,"signPrice":1805.527626},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":21.07,"sign_depth":3,"totalCost":1805.527626,"TATDays":7,"baseProductionCost":1463,"productionCost":1561.98,"PSUCost":98.98,"tax":138.547626,"shippingCost":105,"uniqueReturns_count":2,"objects_count":6},"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:04] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-13 07:45:04"} 
[2026-04-13 07:45:05] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":21.07,"sign_width":"120","shipping_weight":30.249880296158075,"shape":"rectangular","dimensions":[{"id":"db4d6362-d24b-4aef-bb27-957537bcadc0","height":6.67,"width":6.67},{"id":"8751505c-8079-43f7-95f4-7bec78c79dac","height":19.47,"width":23.47},{"id":"be6d9d1b-7cf1-4edd-b292-607e3bd23e54","height":18.67,"width":35.47},{"id":"318dd4f5-aab1-4a21-b272-51228e3b4d97","height":18.67,"width":16},{"id":"d49e05be-cfcc-4232-be46-b6cdddaade1d","height":18.67,"width":17.07},{"id":"ac1fbf65-0b5e-435b-9767-bbd182b208ff","height":19.73,"width":18.4}]}},"timestamp":"2026-04-13 07:45:05"} 
[2026-04-13 07:45:05] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-13 07:45:05"} 
[2026-04-13 07:45:05] local.INFO: Input Parameters {"data":{"dimensions_count":6,"shape":"rectangular"},"timestamp":"2026-04-13 07:45:05"} 
[2026-04-13 07:45:05] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-13 07:45:05"} 
[2026-04-13 07:45:05] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-13 07:45:05"} 
[2026-04-13 07:45:05] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-13 07:45:05"} 
[2026-04-13 07:45:05] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-13 07:45:05"} 
[2026-04-13 07:45:05] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-13 07:45:05"} 
[2026-04-13 07:45:05] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-13 07:45:05"} 
[2026-04-13 07:45:05] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":713.16,"dimensions_count":6},"timestamp":"2026-04-13 07:45:05"} 
[2026-04-13 07:57:52] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"120","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":null,"uv_printing_needed":null,"mockupCreationType":"single","raceway_depth":"2","raceway_height":"6","backer_offset":"2","backboard_cabinet_depth":"2","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","sign_image":{"Illuminate\\Http\\UploadedFile":"C:\\xampp\\tmp\\phpAAE4.tmp"}},"file_present":true},"timestamp":"2026-04-13 07:57:52"} 
[2026-04-13 07:57:52] local.INFO: Validation Passed {"data":{"sign_width_or_height":"120","user_input_dimension":"width"},"timestamp":"2026-04-13 07:57:52"} 
[2026-04-13 07:57:54] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":10},"timestamp":"2026-04-13 07:57:54"} 
[2026-04-13 07:57:54] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":10},"timestamp":"2026-04-13 07:57:54"} 
[2026-04-13 07:57:54] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":10},"timestamp":"2026-04-13 07:57:54"} 
[2026-04-13 07:57:54] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":10},"timestamp":"2026-04-13 07:57:54"} 
[2026-04-13 07:57:54] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"120"},"timestamp":"2026-04-13 07:57:54"} 
[2026-04-13 07:57:54] local.INFO: Calling Image-to-Text API {"data":{"file_name":"sign.png","query_param":"width","query_value":"120","file_size":41722},"timestamp":"2026-04-13 07:57:54"} 
[2026-04-13 07:57:54] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"prominent_color_detection"},{"index":8,"position":{"x":98,"y":3,"width":153,"height":152},"scaled_width":62.66,"scaled_height":62.25,"actual_filled_area":1040.3,"bounding_box_area":3900,"exact_perimeter":281.87,"approximate_perimeter":243.88,"convex_hull_perimeter":181.29,"perimeter_pixels":688.2396820942904,"original_contour_points":300,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.01,"compactness":0.1645,"perimeter_to_area_ratio":0.271},"image_base64":"data:image/png;base64,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","detection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","detection_approach":"prominent_color_detection"}]},"timestamp":"2026-04-13 07:57:54"} 
[2026-04-13 07:57:54] local.INFO: Nested area calculated {"data":{"nestedArea":9427.953599999999},"timestamp":"2026-04-13 07:57:54"} 
[2026-04-13 07:57:54] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"dae25c46-8798-4b49-90fc-93ac70f6e805","height":61.84,"width":61.84,"perimeter":280.76,"area":991.91,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-13 07:57:54"} 
[2026-04-13 07:57:54] local.INFO: Number of letters detected {"data":{"noOfLetters":10},"timestamp":"2026-04-13 07:57:54"} 
[2026-04-13 07:57:54] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":1183.8400000000001,"perimeter_in_feet":98.65},"timestamp":"2026-04-13 07:57:54"} 
[2026-04-13 07:57:54] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[168.83,132.51,102.15,82.53,86.3,34.89,82.95,124.54,1040.3,991.91],"actualFilledAreaSum":2846.91},"timestamp":"2026-04-13 07:57:54"} 
[2026-04-13 07:57:54] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":19.77},"timestamp":"2026-04-13 07:57:54"} 
[2026-04-13 07:57:54] local.INFO: Average character height calculated {"data":{"avgCharHeight":26.250999999999998},"timestamp":"2026-04-13 07:57:54"} 
[2026-04-13 07:57:54] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":293.0,"originalHeight":239.0,"ratio":1.2259414225941423},"timestamp":"2026-04-13 07:57:54"} 
[2026-04-13 07:57:54] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"120","otherDimensionOfSign":97.88},"timestamp":"2026-04-13 07:57:54"} 
[2026-04-13 07:57:55] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"11520\" height=\"9396.860068259386\" viewBox=\"0 0 293 239\">
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","detection_approach":"prominent_color_detection"},{"index":9,"position":{"x":43,"y":3,"width":151,"height":151},"scaled_width":61.84,"scaled_height":61.84,"actual_filled_area":991.91,"bounding_box_area":3824,"exact_perimeter":280.76,"approximate_perimeter":242.59,"convex_hull_perimeter":180.03,"perimeter_pixels":685.5117600329326,"original_contour_points":296,"approximation_points":9,"shape_analysis":{"aspect_ratio":1,"compactness":0.1581,"perimeter_to_area_ratio":0.283},"image_base64":"data:image/png;base64,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"},{"id":"dae25c46-8798-4b49-90fc-93ac70f6e805","height":61.84,"width":61.84,"perimeter":280.76,"area":991.91,"image":"data:image/png;base64,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"}],"no_of_letters":10,"perimeter_of_sign":98.65,"nested_area":65.47,"occupied_area":19.77,"avg_char_height":26.250999999999998,"widthOfSign":"120","otherDimensionOfSign":97.88,"width_of_smaller_line":20},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Halo Lit Channel Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1437,"no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":85.28,"width_of_line_2":118.49,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":62.32,"height_of_line_2":18.04,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":10,"perimeter_of_sign":98.65,"nested_area":65.47,"occupied_area":19.77,"avg_char_height":"Greater than 24 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\"},{\"id\":\"dae25c46-8798-4b49-90fc-93ac70f6e805\",\"height\":61.84,\"width\":61.84,\"perimeter\":280.76,\"area\":991.91,\"image\":\"data:image\\/png;base64,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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"RGB","uv_printing_needed":"Yes"}},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":85.28,"width_of_line_2":118.49,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":62.32,"height_of_line_2":18.04,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":10,"perimeter_of_sign":98.65,"nested_area":65.47,"occupied_area":19.77,"avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":85.28,"other_dimension_of_sign":97.88,"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":1437}},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Looking up SignType {"data":{"sign_type":"Halo Lit Channel Letters"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":1,"formulas_count":38},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Retrieved Variables List {"data":{"sign_type_id":1,"variables_count":12},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Price Map Constructed {"data":{"price_map":{"material501803":3.6821,"weight_material501803":0.629,"material501880":2.4107,"weight_material501880":0.503,"material501060":2.2179,"weight_material501060":0.378,"material500730":2.7786,"weight_material500730":1.481,"material500591":0.9286,"weight_material500591":0.357,"material502525":3.2429,"weight_material502525":0.875,"material502468":0.3821,"weight_material502468":0.008,"material501842":0.7964,"weight_material501842":0.035,"material502204":15.2893,"weight_material502204":0.559,"material502203":25.32,"weight_material502203":0.739,"material502206":0.2786,"weight_material502206":0.054,"material166":2.3214,"weight_material166":0.28,"material167":5.1786,"weight_material167":0.38,"material168":12.0,"weight_material168":0.56,"material169":18.5714,"weight_material169":0.76,"material170":0.6071,"weight_material170":0.008,"material171":0.25,"weight_material171":0.008,"material500611":0.0062,"weight_material500611":6.2e-6,"material500214":0.0025,"weight_material500214":2.5e-6,"material501055":0.0155,"weight_material501055":1.55e-5,"material502098":0.0286,"weight_material502098":2.86e-5,"material502079":0.0163,"weight_material502079":1.63e-5,"material502350":0.0254,"weight_material502350":2.54e-5,"material501680":0.0076,"weight_material501680":7.6e-6,"material502131":0.0271,"weight_material502131":2.71e-5,"material800007":0.0,"weight_material800007":0,"material500379":0.132,"weight_material500379":0.09,"material500419":0.16,"weight_material500419":0.11,"material502106":0.13,"weight_material502106":0.16,"material502567":0.13,"weight_material502567":0.21,"material502564":0.18,"weight_material502564":0.35,"material500154":0.4,"weight_material500154":0.38,"material502074":0.8,"weight_material502074":1.0}},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable2":1.1,"variable3":1.2,"variable8":0,"variable19":0,"variable20":0,"variable21":0,"variable22":0,"variable23":0.75,"variable24":0,"variable25":0,"variable26":0,"variable27":0}},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Merged material items {"data":{"formulas_count":38,"items_count_after_merge":38},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Merged variable items {"data":{"variables_count":12,"items_count_after_merge":50},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Sorted items collection {"data":{"items_count":50,"first_item":{"type":"material","id":1,"expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","var_name":"material501803","price":"3.6821","description":"0.134 inch Aluminium -  Durable for Sign Face.","sequence_no":1},"last_item":{"type":"variable","id":8,"expression":"totalCost * variable2","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable8","price":null,"description":null,"sequence_no":50}},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Initializing MathExecutor {"data":{"variables_count":204},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: MathExecutor variables set {"data":{"variables_count":204},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, weight_material501803 * occupied_area, 0 )","itemDenseWeight":"12.43533"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_greater_than_24_inches, material501803 * nested_area * variable3 , 0)","result":"289.2805044"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches, weight_material501880 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 2mm 4 ft x 8 ft Pakistan","expression":"if(material == material_aluminium && avg_char_height == avg_char_height_less_than_24_inches , material501880 * nested_area * variable3 , 0)","result":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, 0, weight_material501060 * ( sign_depth_or_thickness / 12 * perimeter_of_sign )  )","itemDenseWeight":"3.107475"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Aluminium Sheet 1.5 mm 4 ft x 8 ft Pakistan","expression":"if(material == material_stainless_steel , 0 , material501060 * variable3  * (sign_depth_or_thickness / 12 * perimeter_of_sign))","result":"21.8795835"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500730 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 14g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500730 * nested_area  * variable3 , 0)","result":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","dense_weight_expression":"if(material == material_stainless_steel, weight_material500591 * ( sign_depth_or_thickness / 12 * perimeter_of_sign ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"SS Sheet 26g Brushed Silver 4 ft x 8 ft Pakistan","expression":"if(material  == material_stainless_steel , material500591 * (sign_depth_or_thickness / 12 * perimeter_of_sign) * variable3 , 0)","result":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","dense_weight_expression":"weight_material502525 * occupied_area","itemDenseWeight":17.29875},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Matt 4 ft x 8 ft Pakistan","expression":"material502525 * nested_area  * variable3","result":254.77519560000002},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","dense_weight_expression":"if(application == application_interior, 0, nested_area * 10 * weight_material502468 )","itemDenseWeight":"5.2376"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"LED Module 0.4W UL Cool White 10000K China","expression":"if(application == application_interior , 0 , nested_area * 10 * material502468)","result":"250.16087"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"LED Strip UL Cool White China","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_yes, ( weight_material501842 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"LED Strip UL Cool White China","expression":"if(application == application_interior , if( ul_mandatory == ul_mandatory_yes , ( material501842 / 3.2 ) * perimeter_of_sign , 0) , 0)","result":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 <= 5, if(ul_mandatory == ul_mandatory_yes, weight_material502204 , if(ul_mandatory == ul_mandatory_no, 0, 0 )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(

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

  if(

    ul_mandatory == ul_mandatory_yes,

    material502204,

    if(ul_mandatory == ul_mandatory_no , 0, 0)

  ),

  0

)","result":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory == ul_mandatory_yes, weight_material502203 , 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, if(ul_mandatory  == ul_mandatory_yes , material502203 , 0), 0)","result":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes, weight_material502204 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, if(ul_mandatory == ul_mandatory_yes , material502204 + material502203, 0 ), 0 )","result":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes, weight_material502203 * 2, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_interior && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, if(ul_mandatory == ul_mandatory_yes , material502203 * 2, 0 ), 0 )","result":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 <= 70, weight_material502204 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5A UL Certified IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area  * 10)<= 70, material502204 , 0)","result":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 70 && nested_area * 10 <= 140, weight_material502203 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","expression":"if(application  == application_exterior && (nested_area * 10) > 70 && (nested_area * 10) <= 140, material502203 , 0)","result":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Power Supply 15A-10+5","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210, weight_material502204 * 2, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 15A-10+5","expression":"if(application == application_exterior && nested_area * 10 > 140 && nested_area * 10 <= 210,  material502204 + material502203 , 0 )","result":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Power Supply 20A-(10A+10A)","dense_weight_expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, weight_material502203 * 2, 0 )","itemDenseWeight":"1.478"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Power Supply 20A-(10A+10A)","expression":"if(application == application_exterior && nested_area * 10 > 210 && nested_area * 10 <= 21000, material502203 * 2, 0 )","result":"50.64"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Wire 18g UL UL Certified Red & White China","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, 0, weight_material502206 * 2.5 * no_of_letters )","itemDenseWeight":"1.35"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Wire 18g UL UL Certified Red & White China","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no , 0, material502206 * 2.5 * no_of_letters)","result":"6.965"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Non UL 5A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, weight_material166 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Non UL 5A Power Supply","expression":"if(application  == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 <= 5, material166 , 0)","result":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Non UL 10A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, weight_material167 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Non UL 10A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 5 && perimeter_of_sign / 3.2 <= 10, material167 , 0)","result":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Non UL 15A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, weight_material168 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Non UL 15A Power Supply","expression":"if( application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 10 && perimeter_of_sign / 3.2 <= 15, material168 , 0)","result":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Non UL 20A Power Supply","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, weight_material169 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Non UL 20A Power Supply","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no && perimeter_of_sign  / 3.2 > 15 && perimeter_of_sign / 3.2 <= 1500, material169 , 0)","result":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Non UL LED strip","dense_weight_expression":"if(application == application_interior, if(ul_mandatory == ul_mandatory_no, ( weight_material170 / 3.2 ) * perimeter_of_sign, 0 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Non UL LED strip","expression":"if(application == application_interior , if( ul_mandatory  == ul_mandatory_no , (material170 / 3.2) * perimeter_of_sign , 0), 0)","result":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Non UL Wire","dense_weight_expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no, weight_material171 * 2.5 * no_of_letters, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Non UL Wire","expression":"if(application == application_interior && ul_mandatory == ul_mandatory_no , material171 * 2.5 * no_of_letters , 0)","result":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 ) + (  (  ( sign_depth_or_thickness / 12 ) * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.009275326920200002},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(((( occupied_area * 2 ) + ((( sign_depth_or_thickness / 12 ) * perimeter_of_sign  ) * 2 )) * 40.49 * 0.66 )) * material500611","result":9.275326920200001},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0007366767470833336},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.13 * material500214","result":0.7366767470833335},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.007026762818333336},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 40.49 * 0.2 * material501055","result":7.026762818333335},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * weight_material502098, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.426 * material502098, 0 )","result":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.21 * material502350 , 0)","result":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , (( occupied_area  * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign   ) * 2 )) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.014441702513333"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Paint (P425-950) Jet Black 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.41 * material502098)","result":"14.441702513333"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00700901663"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) * 22 * 0.21 * material502131)","result":"7.00901663"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0093847666"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign  ) * 2 )) * 22 * 0.3 * material502350)","result":"9.3847666"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, 0, (  ( occupied_area * 2 ) + (  ( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00074881077333333"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if( paint_finish == paint_finish_matte  , 0 , (( occupied_area * 2 ) + (( sign_depth_or_thickness / 12 * perimeter_of_sign ) * 2 )) *22 * 0.08 * material501680)","result":"0.74881077333333"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous [Fixed Cost]","expression":"0.2 * ( formula24 + formula25 + formula26 + formula27 + formula28 + formula29 + formula30 + formula31 + formula32 + formula33 + formula34 )","result":9.7246126004566},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable23 * nested_area","result":49.1025},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 5ply","dense_weight_expression":"if( ( width_of_sign > 0 || other_dimension_of_sign > 0 ) && width_of_sign <= 30 && other_dimension_of_sign <= 30, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt( nested_area )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 7Ply","dense_weight_expression":"if( ( width_of_sign > 30 || other_dimension_of_sign > 30 ) && width_of_sign <= 50 && other_dimension_of_sign <= 50, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight_expression":"if( ( width_of_sign > 50 || other_dimension_of_sign > 50 ) && width_of_sign <= 60 && other_dimension_of_sign <= 60, (  ( 2 * nested_area ) + ( 3 * nested_area * (  ( sign_depth_or_thickness + 2 ) / 12 )  ) / sqrt(nested_area)  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ) && width_of_sign <= 70 && other_dimension_of_sign <= 70, nested_area * 2 * weight_material502567 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight_expression":"if( ( width_of_sign > 70 || other_dimension_of_sign > 70 ) && width_of_sign <= 90 && other_dimension_of_sign <= 90, nested_area * 2 * weight_material502564, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight_expression":"if( ( width_of_sign > 90 || other_dimension_of_sign > 90 ), nested_area * weight_material500154 * 2, 0 )","itemDenseWeight":"49.7572"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Wood Lar 9''x132''","dense_weight_expression":"if( ( width_of_sign > 60 || other_dimension_of_sign > 60 ), 4 * sqrt(nested_area) * (  ( sign_depth_or_thickness + 2 ) / 12 ) * weight_material502074\t , 0 )","itemDenseWeight":"8.091353409659"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: No formula, default result applied {"data":{"name":"Where Wastage magnification factor for Sheets consumption is taken as","dense_weight":0,"result":0},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud mounted","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, (  (  ( 4 * raceway_height ) + ( 9 * raceway_depth )  ) * ( width_of_line_1 + width_of_line_2 + width_of_line_3 + width_of_line_4 ) / 4 / 144 ) * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable3 * ( material501803 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  ) + 2.7 / 144 * (  (  ( width_of_line_1 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_2 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_3 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  ) + (  ( width_of_line_4 ) * (  ( 2 * raceway_height ) + ( 2 * raceway_depth ) + 2 )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable3 * ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + 2.7 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  ( width_of_sign + ( 2 * backer_offset )  ) + ( other_dimension_of_sign + ( 2 * backer_offset ) + ( 2 * backboard_cabinet_depth )  )  ) * 2 / 144 * weight_material501803, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable3 * (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * material501803 / 144 + (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * 2.7 / 144 ), 0 )","result":"0"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Total Cost formula detected {"data":{"item_id":8},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Formula calculations completed {"data":{"total_items":50,"successful_calculations":49,"errors_count":0},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":982.1513291027394,"totalDenseWeight_before_formula":98.80433147266129},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable2","computed_totalCost":1080.3664620130135},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Halo Lit Channel Letters","objects_count":10,"totalDenseWeight":108.68476461992742},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":10,"sign_depth":"1"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":14.74,"height":17.2,"depth":"1"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":12.29,"height":17.2,"depth":"1"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":13.11,"height":17.2,"depth":"1"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":12.7,"height":17.2,"depth":"1"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":14.74,"height":17.2,"depth":"1"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":2.87,"height":17.2,"depth":"1"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":12.7,"height":17.2,"depth":"1"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":15.15,"height":18.02,"depth":"1"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":62.66,"height":62.25,"depth":"1"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:55] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":61.84,"height":61.84,"depth":"1"},"timestamp":"2026-04-13 07:57:55"} 
[2026-04-13 07:57:56] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1776067076_b453141ba96a1a23aa5368ba4fbe9a00","bins_packed":[{"bin_data":{"w":62.96,"h":62.55,"d":5.2,"id":"unique","used_space":60.7801,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":62.55,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/cbf480987acb82ca1afe6b6494552888/1776067076-7902-9220522.svg","items":[{"id":"item-8","w":15.45,"h":18.32,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/cbf480987acb82ca1afe6b6494552888/1776067076-7895-5072492.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":13,"h":17.5,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/cbf480987acb82ca1afe6b6494552888/1776067076-7896-4859433.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":15.04,"h":17.5,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/cbf480987acb82ca1afe6b6494552888/1776067076-7897-6595958.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-7","w":13,"h":17.5,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/cbf480987acb82ca1afe6b6494552888/1776067076-7898-6178750.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":15.04,"h":17.5,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/cbf480987acb82ca1afe6b6494552888/1776067076-7898-4424025.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-3","w":13.41,"h":17.5,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/cbf480987acb82ca1afe6b6494552888/1776067076-7899-4622444.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":3.17,"h":17.5,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/cbf480987acb82ca1afe6b6494552888/1776067076-7899-5755297.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting 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":12.59,"h":17.5,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/cbf480987acb82ca1afe6b6494552888/1776067076-79-7228701.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-10","w":62.14,"h":62.14,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/cbf480987acb82ca1afe6b6494552888/1776067076-7901-4243363.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, aborting normalization"}},{"id":"item-9","w":62.96,"h":62.55,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/cbf480987acb82ca1afe6b6494552888/1776067076-7901-3424905.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels 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":"2026-04-13 07:57:56"} 
[2026-04-13 07:57:56] local.INFO: Box added from packed bin {"data":{"length":5.2,"width":62.96,"height":62.55,"denseWeight":108.68476461992742},"timestamp":"2026-04-13 07:57:56"} 
[2026-04-13 07:57:57] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":7.2,"width":64.96000000000001,"height":64.8},"quantity":1,"denseWeight":108.68476461992742}],"cheapestShippingCost":1187.4474681697882,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":7.2,"width":64.96000000000001,"height":64.8},"denseWeight":108.68476461992742,"volumetricWeight":99.5,"higherWeight":108.68476461992742,"quantity":1}],"totalHigherWeight":108.68476461992742,"DS":0,"rate":1419.7920453368426,"tariffAndDS":1419.7920453368426,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2599.3238079824764,"totalShipmentCostFormula":"(tariffAndDS (1419.7920453368) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 2599.32","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":7.2,"width":64.96000000000001,"height":64.8},"denseWeight":108.68476461992742,"volumetricWeight":99.5,"higherWeight":108.68476461992742,"quantity":1}],"totalHigherWeight":108.68476461992742,"DS":0,"rate":795.6824770178688,"tariffAndDS":795.6824770178688,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1542.3318430774625,"totalShipmentCostFormula":"(tariffAndDS (795.68247701787) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1542.33","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":7.2,"width":64.96000000000001,"height":64.8},"denseWeight":108.68476461992742,"volumetricWeight":99.5,"higherWeight":108.68476461992742,"quantity":1}],"totalHigherWeight":108.68476461992742,"DS":27.171191154981855,"rate":745.64,"tariffAndDS":772.8111911549819,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1187.4474681697882,"totalShipmentCostFormula":"((tariffAndDS (772.81119115498) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 1187.4474681698","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","DHL USA Not Available (Height exceeds 38.19 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":7.2,"width":64.96000000000001,"height":64.8},"denseWeight":108.68476461992742,"volumetricWeight":99.5,"higherWeight":108.68476461992742,"quantity":1}],"totalHigherWeight":108.68476461992742,"DS":0,"rate":706.4509700295282,"tariffAndDS":706.4509700295282,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1391.2093628420089,"totalShipmentCostFormula":"(tariffAndDS (706.45097002953) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1391.21","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":7.2,"width":64.96000000000001,"height":64.8},"denseWeight":108.68476461992742,"volumetricWeight":99.5,"higherWeight":108.68476461992742,"quantity":1}],"totalHigherWeight":108.68476461992742,"DS":0,"rate":1106.4109038308611,"tariffAndDS":1106.4109038308611,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1899.4862396968222,"totalShipmentCostFormula":"((tariffAndDS (1106.4109038309) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 1899.4862396968","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":7.2,"width":64.96000000000001,"height":64.8},"denseWeight":108.68476461992742,"volumetricWeight":99.5,"higherWeight":108.68476461992742,"quantity":1}],"totalHigherWeight":108.68476461992742,"DS":0,"rate":1373.8204992693832,"tariffAndDS":1373.8204992693832,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1373.8204992693832,"totalShipmentCostFormula":"((tariffAndDS (1373.8204992694) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 1373.8204992694","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 kg"],"warnings":[]},"8":{"career":"ups_pakistan_heavy_expedited","career_name":"UPS Pakistan Heavy Expedited (K0F572)","error":"Weight should not cross 70kg"},"9":{"career":"ups_pakistan_heavy_saver_k0f572","career_name":"UPS Pakistan (K0F572)","error":"Weight should not cross 70kg"},"10":{"career":"ups_pakistan_small","career_name":"UPS Pakistan Small (K0F569)","error":"Weight should not cross 70kg"}}}},"timestamp":"2026-04-13 07:57:57"} 
[2026-04-13 07:57:57] local.INFO: Yes Factor Founded {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-13 07:57:57"} 
[2026-04-13 07:57:57] local.INFO: Product cost factor determined {"data":{"sign_type":"Halo Lit Channel Letters","productCostFactor":"1.66"},"timestamp":"2026-04-13 07:57:57"} 
[2026-04-13 07:57:57] local.INFO: Final API Response {"data":{"sign_width":"120","sign_height":97.88,"sign_depth":"1","sign_type":"Halo Lit Channel Letters","processed_sign_type":"Halo Lit Channel Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-halo-lit-channel-letters.png","mounting_type":"Flush/Stud mounted","combined_production_cost_usd":1090.0,"total_production_cost":1800.0,"totalDenseWeight":108.68476461992742,"totalVolumetricWeight":99.5,"bin_packing_result":{"response":{"id":"1776067076_b453141ba96a1a23aa5368ba4fbe9a00","bins_packed":[{"bin_data":{"w":62.96,"h":62.55,"d":5.2,"id":"unique","used_space":60.7801,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":62.55,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/cbf480987acb82ca1afe6b6494552888/1776067076-7902-9220522.svg","items":[{"id":"item-8","w":15.45,"h":18.32,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/cbf480987acb82ca1afe6b6494552888/1776067076-7895-5072492.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting 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(Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":7.2,"width":64.96000000000001,"height":64.8},"denseWeight":108.68476461992742,"volumetricWeight":99.5,"higherWeight":108.68476461992742,"quantity":1}],"totalHigherWeight":108.68476461992742,"DS":0,"rate":795.6824770178688,"tariffAndDS":795.6824770178688,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1542.3318430774625,"totalShipmentCostFormula":"(tariffAndDS (795.68247701787) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1542.33","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL USA","boxWeights":[{"size":{"length":7.2,"width":64.96000000000001,"height":64.8},"denseWeight":108.68476461992742,"volumetricWeight":99.5,"higherWeight":108.68476461992742,"quantity":1}],"totalHigherWeight":108.68476461992742,"DS":27.171191154981855,"rate":745.64,"tariffAndDS":772.8111911549819,"fuelSurcharge":"0.3375","gst":"0","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1187.4474681697882,"totalShipmentCostFormula":"((tariffAndDS (772.81119115498) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.3375)) * (1 + gst (0))) = 1187.4474681698","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL USA Not Available (Width exceeds 59.06 in)","DHL USA Not Available (Height exceeds 38.19 in)","Extra Charges: Weight too high for Single Box"]},{"career":"dhl_pakistan_heavy_special","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy Special","boxWeights":[{"size":{"length":7.2,"width":64.96000000000001,"height":64.8},"denseWeight":108.68476461992742,"volumetricWeight":99.5,"higherWeight":108.68476461992742,"quantity":1}],"totalHigherWeight":108.68476461992742,"DS":0,"rate":706.4509700295282,"tariffAndDS":706.4509700295282,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1391.2093628420089,"totalShipmentCostFormula":"(tariffAndDS (706.45097002953) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1391.21","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["DHL Not Available (Width exceeds 59.06 in)","DHL Not Available (Height exceeds 58.27 in)","Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":7.2,"width":64.96000000000001,"height":64.8},"denseWeight":108.68476461992742,"volumetricWeight":99.5,"higherWeight":108.68476461992742,"quantity":1}],"totalHigherWeight":108.68476461992742,"DS":0,"rate":1106.4109038308611,"tariffAndDS":1106.4109038308611,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1899.4862396968222,"totalShipmentCostFormula":"((tariffAndDS (1106.4109038309) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 1899.4862396968","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Width exceeds 59.06 in)","FedEx Not Available (Weight exceeds 66 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Back.","sequence_no":6},{"material_id":7,"dense_weight_expression":5.2376,"result":"250.16087","sign_material":"LED Module 0.4W UL Cool White 10000K China","description":"UL Certified Modules – 12V DC & IP65.","sequence_no":7},{"material_id":8,"dense_weight_expression":0,"result":"0","sign_material":"LED Strip UL Cool White China","description":null,"sequence_no":8},{"material_id":9,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":9},{"material_id":10,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":10},{"variable_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":11},{"variable_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 20A-(10A+10A)","description":null,"sequence_no":12},{"material_id":13,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5A UL Certified IP68 Everylite China","description":null,"sequence_no":13},{"material_id":14,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 5Amp. 60W UL Certified (Class-2) IP68 Everylite China","description":null,"sequence_no":14},{"variable_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Power Supply 15A-10+5","description":null,"sequence_no":15},{"variable_id":22,"dense_weight_expression":1.478,"result":"50.64","sign_material":"Power Supply 20A-(10A+10A)","description":"Power Supply 20A–(10A+10A) UL Certified","sequence_no":16},{"material_id":17,"dense_weight_expression":1.35,"result":"6.965","sign_material":"Wire 18g UL UL Certified Red & White China","description":"18 AWG Wire Gauge (Red & White) - UL Certified","sequence_no":17},{"material_id":18,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 5A Power Supply","description":null,"sequence_no":18},{"material_id":19,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 10A Power Supply","description":null,"sequence_no":19},{"material_id":20,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 15A Power Supply","description":null,"sequence_no":20},{"material_id":21,"dense_weight_expression":0,"result":"0","sign_material":"Non UL 20A Power Supply","description":null,"sequence_no":21},{"material_id":22,"dense_weight_expression":0,"result":"0","sign_material":"Non UL LED strip","description":null,"sequence_no":22},{"material_id":23,"dense_weight_expression":0,"result":"0","sign_material":"Non UL Wire","description":null,"sequence_no":23},{"material_id":24,"dense_weight_expression":0.009275326920200002,"result":9.275326920200001,"sign_material":"Epoxy Primer Pakistan","description":null,"sequence_no":24},{"material_id":25,"dense_weight_expression":0.0007366767470833336,"result":0.7366767470833335,"sign_material":"Master Thinner Pakistan","description":null,"sequence_no":25},{"material_id":26,"dense_weight_expression":0.007026762818333336,"result":7.026762818333335,"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":0.014441702513333,"result":"14.441702513333","sign_material":"Paint (P425-950) Jet Black 1L Nexa Pakistan","description":null,"sequence_no":31},{"material_id":32,"dense_weight_expression":0.00700901663,"result":"7.00901663","sign_material":"2k Adjuster (P190-376) Binder 2.5L Nexa Pakistan","description":"High Quality Gloss / Satin Paint.","sequence_no":32},{"material_id":33,"dense_weight_expression":0.0093847666,"result":"9.3847666","sign_material":"Hardner (922) 1L Nexa Pakistan","description":null,"sequence_no":33},{"material_id":34,"dense_weight_expression":0.00074881077333333,"result":"0.74881077333333","sign_material":"Thinner (P850-1491) Fast 5L Nexa Pakistan","description":null,"sequence_no":34},{"material_id":35,"dense_weight_expression":0,"result":9.7246126004566,"sign_material":"Paint Miscellaneous [Fixed Cost]","description":null,"sequence_no":35},{"variable_id":23,"dense_weight_expression":0,"result":49.1025,"sign_material":"Packaging/Box Making","description":"Custom corrugated Packaging.","sequence_no":36},{"material_id":353,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 5ply","description":null,"sequence_no":37},{"material_id":354,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 7Ply","description":null,"sequence_no":38},{"material_id":355,"dense_weight_expression":0,"result":0,"sign_material":"Corrugated Sheet 9 Ply","description":null,"sequence_no":39},{"material_id":356,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 5mm 3 Core 4*8","description":null,"sequence_no":40},{"material_id":357,"dense_weight_expression":0,"result":0,"sign_material":"Plywood Sheet 7mm 4 Core","description":null,"sequence_no":41},{"material_id":358,"dense_weight_expression":49.7572,"result":0,"sign_material":"Plywood Sheet 8*4 Mersawa 6 core 9MM","description":null,"sequence_no":42},{"material_id":359,"dense_weight_expression":8.091353409659,"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":108.68476461992742,"result":1080.3664620130135,"sign_material":"Total Cost","description":null,"sequence_no":50}],"productionError":[],"request":{"sign_width_or_height":"120","sign_depth_or_thickness":"1","sign_type":"Halo Lit Channel Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":2,"raceway_depth":"2","raceway_height":"6","width_of_line_1":85.28,"width_of_line_2":118.49,"width_of_line_3":null,"width_of_line_4":null,"height_of_line_1":62.32,"height_of_line_2":18.04,"height_of_line_3":null,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":10,"perimeter_of_sign":98.65,"nested_area":65.47,"occupied_area":19.77,"avg_char_height":"Greater than 24 inches","width_of_sign":"120","width_of_smaller_line":85.28,"other_dimension_of_sign":97.88,"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":1437},"TATDays":14,"testDenseWeight":0,"vendorName":"EpicCraftings Pakistan","quotationId":1437},"timestamp":"2026-04-13 07:57:57"} 
[2026-04-13 07:57:57] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-13 07:57:57"} 
[2026-04-13 07:57:58] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Incoming Request {"data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":97.88,"sign_width":"120","dimensions":[{"id":"250dbb28-fdd3-4532-9517-b8eec53cbe33","height":17.2,"width":14.74},{"id":"756a37d6-5a71-4796-b4e9-cddf05fd4f5b","height":17.2,"width":12.29},{"id":"faf783bd-ce5b-493c-a44d-47671371d52d","height":17.2,"width":13.11},{"id":"dcaa5705-a0b2-4f7f-bc91-3bd2393385b1","height":17.2,"width":12.7},{"id":"ee5df183-f44e-4081-b839-f26b6d4c7f29","height":17.2,"width":14.74},{"id":"2c31afec-78dc-42bb-9d3e-e561bc62334a","height":17.2,"width":2.87},{"id":"f749dc61-c724-473e-bff4-12608dd9c790","height":17.2,"width":12.7},{"id":"f19de3c8-618b-48f0-9375-87785d7c9327","height":18.02,"width":15.15},{"id":"b85c3431-99cb-4e36-ad26-e85c63eae49e","height":62.25,"width":62.66},{"id":"dae25c46-8798-4b49-90fc-93ac70f6e805","height":61.84,"width":61.84}]},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":97.88,"sign_width":"120","dimensions":[{"id":"250dbb28-fdd3-4532-9517-b8eec53cbe33","height":17.2,"width":14.74},{"id":"756a37d6-5a71-4796-b4e9-cddf05fd4f5b","height":17.2,"width":12.29},{"id":"faf783bd-ce5b-493c-a44d-47671371d52d","height":17.2,"width":13.11},{"id":"dcaa5705-a0b2-4f7f-bc91-3bd2393385b1","height":17.2,"width":12.7},{"id":"ee5df183-f44e-4081-b839-f26b6d4c7f29","height":17.2,"width":14.74},{"id":"2c31afec-78dc-42bb-9d3e-e561bc62334a","height":17.2,"width":2.87},{"id":"f749dc61-c724-473e-bff4-12608dd9c790","height":17.2,"width":12.7},{"id":"f19de3c8-618b-48f0-9375-87785d7c9327","height":18.02,"width":15.15},{"id":"b85c3431-99cb-4e36-ad26-e85c63eae49e","height":62.25,"width":62.66},{"id":"dae25c46-8798-4b49-90fc-93ac70f6e805","height":61.84,"width":61.84}]}},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Halo Lit Channel Letters"},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":1},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":true},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Fetching Unique Returns for Sign Type {"data":{"sign_type_id":1},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Unique Returns Found {"data":{"unique_returns":{"Illuminate\\Support\\Collection":[2,3]}},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Processing dimensions block {"data":{"return_value":2,"raw_dimensions":[{"id":"250dbb28-fdd3-4532-9517-b8eec53cbe33","height":17.2,"width":14.74},{"id":"756a37d6-5a71-4796-b4e9-cddf05fd4f5b","height":17.2,"width":12.29},{"id":"faf783bd-ce5b-493c-a44d-47671371d52d","height":17.2,"width":13.11},{"id":"dcaa5705-a0b2-4f7f-bc91-3bd2393385b1","height":17.2,"width":12.7},{"id":"ee5df183-f44e-4081-b839-f26b6d4c7f29","height":17.2,"width":14.74},{"id":"2c31afec-78dc-42bb-9d3e-e561bc62334a","height":17.2,"width":2.87},{"id":"f749dc61-c724-473e-bff4-12608dd9c790","height":17.2,"width":12.7},{"id":"f19de3c8-618b-48f0-9375-87785d7c9327","height":18.02,"width":15.15},{"id":"b85c3431-99cb-4e36-ad26-e85c63eae49e","height":62.25,"width":62.66},{"id":"dae25c46-8798-4b49-90fc-93ac70f6e805","height":61.84,"width":61.84}],"sign_height_raw":97.88,"sign_width_raw":"120"},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Calculated sign dimensions {"data":{"sign_depth":2,"sign_height":98.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Dimension Calculation {"data":{"dim_id":"250dbb28-fdd3-4532-9517-b8eec53cbe33","height":17.2,"width":14.74,"ceilHeight":18.0,"ceilWidth":15.0,"biggerDimension":18.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":29,"sign_type_id":1,"heightOrWidth":"18.00","return":2,"price":175,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Dimension Calculation {"data":{"dim_id":"756a37d6-5a71-4796-b4e9-cddf05fd4f5b","height":17.2,"width":12.29,"ceilHeight":18.0,"ceilWidth":13.0,"biggerDimension":18.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":29,"sign_type_id":1,"heightOrWidth":"18.00","return":2,"price":175,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Dimension Calculation {"data":{"dim_id":"faf783bd-ce5b-493c-a44d-47671371d52d","height":17.2,"width":13.11,"ceilHeight":18.0,"ceilWidth":14.0,"biggerDimension":18.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":29,"sign_type_id":1,"heightOrWidth":"18.00","return":2,"price":175,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Dimension Calculation {"data":{"dim_id":"dcaa5705-a0b2-4f7f-bc91-3bd2393385b1","height":17.2,"width":12.7,"ceilHeight":18.0,"ceilWidth":13.0,"biggerDimension":18.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":29,"sign_type_id":1,"heightOrWidth":"18.00","return":2,"price":175,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Dimension Calculation {"data":{"dim_id":"ee5df183-f44e-4081-b839-f26b6d4c7f29","height":17.2,"width":14.74,"ceilHeight":18.0,"ceilWidth":15.0,"biggerDimension":18.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":29,"sign_type_id":1,"heightOrWidth":"18.00","return":2,"price":175,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Dimension Calculation {"data":{"dim_id":"2c31afec-78dc-42bb-9d3e-e561bc62334a","height":17.2,"width":2.87,"ceilHeight":18.0,"ceilWidth":3.0,"biggerDimension":18.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":29,"sign_type_id":1,"heightOrWidth":"18.00","return":2,"price":175,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Dimension Calculation {"data":{"dim_id":"f749dc61-c724-473e-bff4-12608dd9c790","height":17.2,"width":12.7,"ceilHeight":18.0,"ceilWidth":13.0,"biggerDimension":18.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":29,"sign_type_id":1,"heightOrWidth":"18.00","return":2,"price":175,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Dimension Calculation {"data":{"dim_id":"f19de3c8-618b-48f0-9375-87785d7c9327","height":18.02,"width":15.15,"ceilHeight":19.0,"ceilWidth":16.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":31,"sign_type_id":1,"heightOrWidth":"19.00","return":2,"price":187,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Dimension Calculation {"data":{"dim_id":"b85c3431-99cb-4e36-ad26-e85c63eae49e","height":62.25,"width":62.66,"ceilHeight":63.0,"ceilWidth":63.0,"biggerDimension":63.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Dimension Calculation {"data":{"dim_id":"dae25c46-8798-4b49-90fc-93ac70f6e805","height":61.84,"width":61.84,"ceilHeight":62.0,"ceilWidth":62.0,"biggerDimension":62.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":10,"baseProductionCost":2416,"result":[{"id":"250dbb28-fdd3-4532-9517-b8eec53cbe33","height":17.2,"width":14.74,"depth":2,"price":175},{"id":"756a37d6-5a71-4796-b4e9-cddf05fd4f5b","height":17.2,"width":12.29,"depth":2,"price":175},{"id":"faf783bd-ce5b-493c-a44d-47671371d52d","height":17.2,"width":13.11,"depth":2,"price":175},{"id":"dcaa5705-a0b2-4f7f-bc91-3bd2393385b1","height":17.2,"width":12.7,"depth":2,"price":175},{"id":"ee5df183-f44e-4081-b839-f26b6d4c7f29","height":17.2,"width":14.74,"depth":2,"price":175},{"id":"2c31afec-78dc-42bb-9d3e-e561bc62334a","height":17.2,"width":2.87,"depth":2,"price":175},{"id":"f749dc61-c724-473e-bff4-12608dd9c790","height":17.2,"width":12.7,"depth":2,"price":175},{"id":"f19de3c8-618b-48f0-9375-87785d7c9327","height":18.02,"width":15.15,"depth":2,"price":187},{"id":"b85c3431-99cb-4e36-ad26-e85c63eae49e","height":62.25,"width":62.66,"depth":2,"price":502},{"id":"dae25c46-8798-4b49-90fc-93ac70f6e805","height":61.84,"width":61.84,"depth":2,"price":502}]},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":98.0},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2564.47,"taxFactor":0.0887,"tax":227.46848899999998},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Box Calculation Details {"data":{"breadth":104.0,"boxDepth":8,"oneBoxCapacity":-65.0,"noOfBoxes":-1.0,"noOfFullBoxes":-2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-65.0,"widthOfHalfBox":-10.0},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":682.3597122302159,"shippingWeightInKG":309.46018695247886},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":309.46018695247886,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":12,"min":"281","max":"320","rate":"240","created_at":null,"updated_at":null}}},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2416,"PSUCost":148.47,"tax":227.46848899999998,"shippingRate":1800,"miscellaenous":0,"signPrice":4591.938489},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":97.88,"sign_depth":2,"totalCost":4591.938489,"TATDays":7,"baseProductionCost":2416,"productionCost":2564.47,"PSUCost":148.47,"tax":227.46848899999998,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":10},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Processing dimensions block {"data":{"return_value":3,"raw_dimensions":[{"id":"250dbb28-fdd3-4532-9517-b8eec53cbe33","height":17.2,"width":14.74},{"id":"756a37d6-5a71-4796-b4e9-cddf05fd4f5b","height":17.2,"width":12.29},{"id":"faf783bd-ce5b-493c-a44d-47671371d52d","height":17.2,"width":13.11},{"id":"dcaa5705-a0b2-4f7f-bc91-3bd2393385b1","height":17.2,"width":12.7},{"id":"ee5df183-f44e-4081-b839-f26b6d4c7f29","height":17.2,"width":14.74},{"id":"2c31afec-78dc-42bb-9d3e-e561bc62334a","height":17.2,"width":2.87},{"id":"f749dc61-c724-473e-bff4-12608dd9c790","height":17.2,"width":12.7},{"id":"f19de3c8-618b-48f0-9375-87785d7c9327","height":18.02,"width":15.15},{"id":"b85c3431-99cb-4e36-ad26-e85c63eae49e","height":62.25,"width":62.66},{"id":"dae25c46-8798-4b49-90fc-93ac70f6e805","height":61.84,"width":61.84}],"sign_height_raw":97.88,"sign_width_raw":"120"},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Calculated sign dimensions {"data":{"sign_depth":3,"sign_height":98.0,"sign_width":120.0,"tax_factor":0.0887},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Fetching max heightOrWidth from B2SignProductionPrice {"data":{"sign_type_id":1},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Max heightOrWidth found {"data":{"maxHeightOrWidth":"36.00"},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Initialized result array for dimension calculations {"data":[],"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Dimension Calculation {"data":{"dim_id":"250dbb28-fdd3-4532-9517-b8eec53cbe33","height":17.2,"width":14.74,"ceilHeight":18.0,"ceilWidth":15.0,"biggerDimension":18.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":30,"sign_type_id":1,"heightOrWidth":"18.00","return":3,"price":184,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Dimension Calculation {"data":{"dim_id":"756a37d6-5a71-4796-b4e9-cddf05fd4f5b","height":17.2,"width":12.29,"ceilHeight":18.0,"ceilWidth":13.0,"biggerDimension":18.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":30,"sign_type_id":1,"heightOrWidth":"18.00","return":3,"price":184,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Dimension Calculation {"data":{"dim_id":"faf783bd-ce5b-493c-a44d-47671371d52d","height":17.2,"width":13.11,"ceilHeight":18.0,"ceilWidth":14.0,"biggerDimension":18.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":30,"sign_type_id":1,"heightOrWidth":"18.00","return":3,"price":184,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Dimension Calculation {"data":{"dim_id":"dcaa5705-a0b2-4f7f-bc91-3bd2393385b1","height":17.2,"width":12.7,"ceilHeight":18.0,"ceilWidth":13.0,"biggerDimension":18.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":30,"sign_type_id":1,"heightOrWidth":"18.00","return":3,"price":184,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Dimension Calculation {"data":{"dim_id":"ee5df183-f44e-4081-b839-f26b6d4c7f29","height":17.2,"width":14.74,"ceilHeight":18.0,"ceilWidth":15.0,"biggerDimension":18.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":30,"sign_type_id":1,"heightOrWidth":"18.00","return":3,"price":184,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Dimension Calculation {"data":{"dim_id":"2c31afec-78dc-42bb-9d3e-e561bc62334a","height":17.2,"width":2.87,"ceilHeight":18.0,"ceilWidth":3.0,"biggerDimension":18.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":30,"sign_type_id":1,"heightOrWidth":"18.00","return":3,"price":184,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Dimension Calculation {"data":{"dim_id":"f749dc61-c724-473e-bff4-12608dd9c790","height":17.2,"width":12.7,"ceilHeight":18.0,"ceilWidth":13.0,"biggerDimension":18.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":30,"sign_type_id":1,"heightOrWidth":"18.00","return":3,"price":184,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Dimension Calculation {"data":{"dim_id":"f19de3c8-618b-48f0-9375-87785d7c9327","height":18.02,"width":15.15,"ceilHeight":19.0,"ceilWidth":16.0,"biggerDimension":19.0,"priceRow_found":true,"priceRow":{"App\\Models\\B2SignProductionPrice":{"id":32,"sign_type_id":1,"heightOrWidth":"19.00","return":3,"price":196,"created_at":null,"updated_at":null}},"defaultShippingRate":null},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Dimension Calculation {"data":{"dim_id":"b85c3431-99cb-4e36-ad26-e85c63eae49e","height":62.25,"width":62.66,"ceilHeight":63.0,"ceilWidth":63.0,"biggerDimension":63.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Dimension Calculation {"data":{"dim_id":"dae25c46-8798-4b49-90fc-93ac70f6e805","height":61.84,"width":61.84,"ceilHeight":62.0,"ceilWidth":62.0,"biggerDimension":62.0,"priceRow_found":false,"priceRow":null,"defaultShippingRate":1800},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Base Production Cost Calculated {"data":{"result_items_count":10,"baseProductionCost":2488,"result":[{"id":"250dbb28-fdd3-4532-9517-b8eec53cbe33","height":17.2,"width":14.74,"depth":3,"price":184},{"id":"756a37d6-5a71-4796-b4e9-cddf05fd4f5b","height":17.2,"width":12.29,"depth":3,"price":184},{"id":"faf783bd-ce5b-493c-a44d-47671371d52d","height":17.2,"width":13.11,"depth":3,"price":184},{"id":"dcaa5705-a0b2-4f7f-bc91-3bd2393385b1","height":17.2,"width":12.7,"depth":3,"price":184},{"id":"ee5df183-f44e-4081-b839-f26b6d4c7f29","height":17.2,"width":14.74,"depth":3,"price":184},{"id":"2c31afec-78dc-42bb-9d3e-e561bc62334a","height":17.2,"width":2.87,"depth":3,"price":184},{"id":"f749dc61-c724-473e-bff4-12608dd9c790","height":17.2,"width":12.7,"depth":3,"price":184},{"id":"f19de3c8-618b-48f0-9375-87785d7c9327","height":18.02,"width":15.15,"depth":3,"price":196},{"id":"b85c3431-99cb-4e36-ad26-e85c63eae49e","height":62.25,"width":62.66,"depth":3,"price":502},{"id":"dae25c46-8798-4b49-90fc-93ac70f6e805","height":61.84,"width":61.84,"depth":3,"price":502}]},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Max PSU Height Fetched {"data":{"maxPSU":"45.00","signHeight":98.0},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Sign height exceeds max PSU, using maxPSU as PSUValue {"data":{"PSUValue":"1.002"},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: PSU Cost Calculated {"data":{"PSUNumbers":3.0,"PSUCost":148.47},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Total Production Cost and Tax {"data":{"productionCost":2636.47,"taxFactor":0.0887,"tax":233.854889},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Box Calculation Details {"data":{"breadth":104.0,"boxDepth":8,"oneBoxCapacity":-65.0,"noOfBoxes":-1.0,"noOfFullBoxes":-2.0,"noOfHalfBoxes":1.0,"widthOfFullBox":-65.0,"widthOfHalfBox":-10.0},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Calculated Shipping Weight {"data":{"shippingWeightInLB":682.3597122302159,"shippingWeightInKG":309.46018695247886},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Fetched Shipping Rate from DB {"data":{"shippingWeightInKG":309.46018695247886,"shippingRateFound":true,"shippingRateRow":{"App\\Models\\B2ShippingRates":{"id":12,"min":"281","max":"320","rate":"240","created_at":null,"updated_at":null}}},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Final Shipping Rate Used {"data":{"shippingRate":1800,"defaultShippingRate":1800},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Final Sign Price Calculation {"data":{"baseProductionCost":2488,"PSUCost":148.47,"tax":233.854889,"shippingRate":1800,"miscellaenous":0,"signPrice":4670.3248889999995},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Initial TAT Days Set {"data":{"sign_type_name":"Halo Lit Channel Letters","TATdays":7},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: Final dataResults entry added {"data":{"sign_type":"Halo Lit Channel Letters","sign_width":"120","sign_height":97.88,"sign_depth":3,"totalCost":4670.3248889999995,"TATDays":7,"baseProductionCost":2488,"productionCost":2636.47,"PSUCost":148.47,"tax":233.854889,"shippingCost":1800,"uniqueReturns_count":2,"objects_count":10},"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:58] local.INFO: API B2 Sign Calculation ended ======================================================================================================== {"data":null,"timestamp":"2026-04-13 07:57:58"} 
[2026-04-13 07:57:59] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Halo Lit Channel Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":97.88,"sign_width":"120","shipping_weight":108.68476461992742,"shape":"rectangular","dimensions":[{"id":"250dbb28-fdd3-4532-9517-b8eec53cbe33","height":17.2,"width":14.74},{"id":"756a37d6-5a71-4796-b4e9-cddf05fd4f5b","height":17.2,"width":12.29},{"id":"faf783bd-ce5b-493c-a44d-47671371d52d","height":17.2,"width":13.11},{"id":"dcaa5705-a0b2-4f7f-bc91-3bd2393385b1","height":17.2,"width":12.7},{"id":"ee5df183-f44e-4081-b839-f26b6d4c7f29","height":17.2,"width":14.74},{"id":"2c31afec-78dc-42bb-9d3e-e561bc62334a","height":17.2,"width":2.87},{"id":"f749dc61-c724-473e-bff4-12608dd9c790","height":17.2,"width":12.7},{"id":"f19de3c8-618b-48f0-9375-87785d7c9327","height":18.02,"width":15.15},{"id":"b85c3431-99cb-4e36-ad26-e85c63eae49e","height":62.25,"width":62.66},{"id":"dae25c46-8798-4b49-90fc-93ac70f6e805","height":61.84,"width":61.84}]}},"timestamp":"2026-04-13 07:57:59"} 
[2026-04-13 07:57:59] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-13 07:57:59"} 
[2026-04-13 07:57:59] local.INFO: Input Parameters {"data":{"dimensions_count":10,"shape":"rectangular"},"timestamp":"2026-04-13 07:57:59"} 
[2026-04-13 07:57:59] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-13 07:57:59"} 
[2026-04-13 07:57:59] local.INFO: Sign Type Lookup {"data":{"sign_type":"Halo Lit Channel Letters","found":true,"sign_type_id":1},"timestamp":"2026-04-13 07:57:59"} 
[2026-04-13 07:57:59] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":1,"has_module":true},"timestamp":"2026-04-13 07:57:59"} 
[2026-04-13 07:57:59] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-13 07:57:59"} 
[2026-04-13 07:57:59] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":7.0},"timestamp":"2026-04-13 07:57:59"} 
[2026-04-13 07:57:59] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-13 07:57:59"} 
[2026-04-13 07:57:59] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":1837.5700000000002,"dimensions_count":10},"timestamp":"2026-04-13 07:57:59"} 
[2026-04-13 12:58:13] local.INFO: Image-to-Text API Request Received {"data":{"request_data":{"sign_width_or_height":"184.2","user_input_dimension":"width","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Flat Cut Acrylic Letters","mounting_type":"Flush/Stud mounted","size":null,"neon_color":"Simple","uv_printing_needed":"Yes","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\\phpA6D5.tmp"}},"file_present":true},"timestamp":"2026-04-13 12:58:13"} 
[2026-04-13 12:58:13] local.INFO: Validation Passed {"data":{"sign_width_or_height":"184.2","user_input_dimension":"width"},"timestamp":"2026-04-13 12:58:13"} 
[2026-04-13 12:58:18] local.INFO: Concurrent API Success {"data":{"type":"prominent_color_detection","objects_count":21},"timestamp":"2026-04-13 12:58:18"} 
[2026-04-13 12:58:18] local.INFO: Concurrent API Success {"data":{"type":"light_color_detection","objects_count":23},"timestamp":"2026-04-13 12:58:18"} 
[2026-04-13 12:58:18] local.INFO: Concurrent API Success {"data":{"type":"extra_light_color_detection","objects_count":21},"timestamp":"2026-04-13 12:58:18"} 
[2026-04-13 12:58:18] local.INFO: Best response selected from concurrent APIs {"data":{"objects_count":23},"timestamp":"2026-04-13 12:58:18"} 
[2026-04-13 12:58:18] local.INFO: Prepared Query Parameter for Image-to-Text API {"data":{"query_param":"width","query_value":"184.2"},"timestamp":"2026-04-13 12:58:18"} 
[2026-04-13 12:58:18] local.INFO: Calling Image-to-Text API {"data":{"file_name":"textbased.jpg","query_param":"width","query_value":"184.2","file_size":68794},"timestamp":"2026-04-13 12:58:18"} 
[2026-04-13 12:58:18] local.INFO: Detected Objects from Image-to-Text API 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","detection_approach":"light_color_detection"},{"index":1,"position":{"x":681,"y":564,"width":119,"height":137},"scaled_width":20.96,"scaled_height":24.13,"actual_filled_area":304.26,"bounding_box_area":505,"exact_perimeter":112,"approximate_perimeter":104.06,"convex_hull_perimeter":74.72,"perimeter_pixels":636.0315292925768,"original_contour_points":216,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.15,"compactness":0.3048,"perimeter_to_area_ratio":0.3681},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":5,"position":{"x":325,"y":515,"width":116,"height":186},"scaled_width":20.43,"scaled_height":32.75,"actual_filled_area":463.69,"bounding_box_area":669,"exact_perimeter":102.55,"approximate_perimeter":97.01,"convex_hull_perimeter":91.32,"perimeter_pixels":582.3502884254444,"original_contour_points":136,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.6,"compactness":0.5541,"perimeter_to_area_ratio":0.2212},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":6,"position":{"x":175,"y":515,"width":116,"height":186},"scaled_width":20.43,"scaled_height":32.75,"actual_filled_area":462.25,"bounding_box_area":669,"exact_perimeter":102.24,"approximate_perimeter":95.85,"convex_hull_perimeter":91.24,"perimeter_pixels":580.5929291125639,"original_contour_points":135,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.6,"compactness":0.5557,"perimeter_to_area_ratio":0.2212},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":7,"position":{"x":799,"y":322,"width":121,"height":119},"scaled_width":21.31,"scaled_height":20.96,"actual_filled_area":212.35,"bounding_box_area":446,"exact_perimeter":132.62,"approximate_perimeter":116.35,"convex_hull_perimeter":83.06,"perimeter_pixels":753.1097397793793,"original_contour_points":252,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.02,"compactness":0.1517,"perimeter_to_area_ratio":0.6245},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":8,"position":{"x":688,"y":320,"width":103,"height":124},"scaled_width":18.14,"scaled_height":21.84,"actual_filled_area":241.3,"bounding_box_area":396,"exact_perimeter":91.41,"approximate_perimeter":84.44,"convex_hull_perimeter":64.38,"perimeter_pixels":519.102597104442,"original_contour_points":184,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.2,"compactness":0.3629,"perimeter_to_area_ratio":0.3788},"image_base64":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGsAAACACAYAAAAMPJdNAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1daWxc1dl+7jqrt3hJvASn4DhxMCQRCag0QKCBuoWCSkWKWKqCoKISaouq/oA/VP1RCUTTjQpVSaFKVSBAA0lJCQHipHGAhCzOQkIc20nGjmN7PN7Gs92Zue/3w35P7ozHS+Lxtfngka48M77Luec573ve5SzA1/jSQJrpAkwFRET8OR6Pj3uuqqpj/k+W5S9FPXwpCglcJMYwDPT19SEQCKCvrw99fX0IBoOIRCIIBoMIh8NQFAWqqoKIkEgkYJomFEWBLMtwu93Izc2Fy+WCy+VCYWEhiouLUVhYCJfLBV3XQUSzksBZVyAriIhCoRBCoRDOnDmDnp4edHR0oL29HT6fDz6fD4FAAIZhoLOzE9FoFLFYDJIkQZIuvpokSVBVFaZpQtM0uN1ueDwe5OXloaKiAmVlZaisrERJSQnmz5+PefPmYc6cOcjLy4Pb7YamabOinmZFIaxgCfL7/WhsbERjYyPa2tpw5swZdHV1IRAIIBqNIhgMIhgMTuqesizDNE3xXdM0IXWKosDpdCInJwderxfFxcUoLS3FFVdcgUWLFmHp0qW46qqrUFJSMuMSNyvIMgyDNE1DZ2cnmpub0dLSgmPHjuHgwYNobm7G4OAg4vE4IpGIuMZKgKZpiMfjkCQJsiwLqeIuTZIkuN1uxONxxONxEBFM0xT/V1UViqIgFouJ++u6jrKyMtTW1qK6uhq1tbW48sorsWjRIpSUlPBzbK2/GSWLiCiRSGBgYACtra343//+h+3bt+PkyZPo6+tDJBIRFaooCl8DAELVJRIJAMOVa5omkskkLHaHgCRJY/4ODBPO18qyLO4LAB6PB4WFhVi0aBGuv/56rFixAsuXL0dlZSXfw5Z6nBGyWNX19PTg0KFDOHr0KLZt2wafz4e2trYxLTs2GpLJJAAIKeLv6WCjglUeMEwO/26aZgopfE9N0yBJEuLxeMq9ub9bsGABbr75Ztx555247rrrUFhYyI1nWuvTVrKYpGAwiOPHj2Pnzp34z3/+g3379olzZFnmc0FEKZXLv6VLD0tFYWEhSkpKUFBQAK/XC5fLBUVRYJomwuEwQqEQ/H4/Ojo6MDg4KK53Op0AANM0YRhGxrKzqiQicU5tbS3uu+8+1NXV4corr0R+fv60GiO2kWWaJiWTSZw5cwY7duzAtm3b0NjYiEAgIPoRVm2sihRFQTKZHCU5DocDyWQSiUQCsiwjLy8PS5YsQXV1NZYvX46FCxeipKQEbrcbsiwjmUxiaGgIg4ODaGlpwf79+7F//360tLQgHA6nPFNVVSQSCRBRivlv7SOdTicMw4BpmqioqEBNTQ1+8pOfYPny5aipqRmu2GmQMlvIIiIaGBjAvn37sGnTJrz33nu4cOGCMKnj8XiKRFn/Mpg49oPi8Th0XUdtbS3uuece3HTTTSgpKUF5eTny8/NT7mE1OCRJwpkzZ7B7924cOXIE+/fvx8cffwwAyMnJERamx+NBKBSCpmkwTTPFmsyEqqoqrF27Fvfddx+qq6vhcDigKMqsMOAmBdM0KRgM0rlz5+jFF1+k22+/nTRNI0mSyOPxkCRJBIBkWSZZlkmSJHEASDk0TUv5XlxcTI899hht27aNmpubKRKJUDKZJIZpmhSLxSgSiVAkEiHTNCkajYr/x+Nxamtro1dffZV+9KMfUW5uLgEgh8NBsiyL5/Bna9kyHbIs07x582jt2rW0bds2Mk2TKL3FzVZwhe3atYt+/etfU1VVFTkcDlEJqqqSqqpjvjzSyOJrAFBhYSE9/vjj9Omnn5IVpmlSPB6neDwuKssKwzDIMAxKJBLi/5FIhA4fPkxr164lp9NJiqKQx+NJIQqTIAuWRvXd736X3n77bQqFQrOfMCKicDhM27dvpwcffJAKCwsJADmdTsrLyxMvp6oq6bqesTKQgSxN08jhcNADDzxAjY2NlEgkKJlMColKJpMUj8dTyODf0hGJRFJIrK+vp9WrVxMAUSZuXBMRJUkSqapKXq9XfF+1ahX97W9/I5/PN3sJIyIaHBykV199lW655RZyOBykKEoKAaqqjlJr6Ud6Zei6Tqqq0i233ELvvfeeqGgmKpMksaTFYrExz+GGFY/H6a9//SsVFRWJMnDZM5UnU+NidQiAFEWh6upqevbZZ6m5uXn2EUZE1NXVRX/6059oxYoVQm3JskxutzuFCCtZXCEYhywAlJubSy+++CIlEgmKRqNCYpLJpPg+FiFMViQSoVAoRIZhiN8TiQTF43FqaWmhBx54QEiWoijkdDovSQ3CIpEA6JprrqHf/OY3lEgkZg9hiUSCWltb6YUXXqCamhqhtlj/Y+QlnE5nSktUVTWlb0AGsmRZJlVVafXq1XT69GkiIurr66NkMikMiXQwAawWM6lCPo+IKBQKUSKRoNdee40WLVokyjGWms6kBjVNG6VFvF4v1dbW0jvvvEM9PT0zT5hpmjQ4OEjPP/88XXXVVeLlkKGlceUripJRopBGFluK5eXl9Oyzz4o+iiu/r69PSBeTN5ZUEZEwMBhWC5KI6NixY1RXVydIwoiETURWOklWzaHrOtXV1dHOnTspmUxSJBKZGcJM0yTDMGj9+vW0bNmyUeSw+rsUNZLen+Xl5dHq1avJ5/MJlceVnEmqLgUjzjoREQWDQRocHKR169aRoiijGtlUDo/HQ3feeSedPHnysqVLngpRIy0VW7ZswcaNG/HFF18wgeIcTvxNqjBpjjF/d7vduPHGGzFnzhwR2WBHd7L3ngzcbjdycnKwePFi1NbWwjAMyLIsyjEVGIaBzz77DBs2bEB7ezsul7DLAjuce/bsobq6upQWaFUhk3UqYekfZFkmTdOEgXLdddfRrl27Rqm0sb5fjmRZVWNrays9+eSTKcbPVCWL36WiooJeeuklCgaDZJrmJRF22U1G13WcPHkSr7zyChoaGiBJEnRdh6qqSCaT0DRNBFEnXZiRFszXEBF0Xce1116L2tpaAEAikRiVr8oG+NnhcBjz5s3DDTfcAAApGeepgN/J7/fj5ZdfxscffwxJkhAKhSb9EpdFViKRoK6uLrzzzjt4++23EQqFoOs6AIi0gpSWVp8MTNMUlcZjJwoLC3HjjTciPz9/VDqDA7zZIM1aRpfLhcrKSjidThHgnQg0khEY6zBNE263G0SEzz77DK+99hra2trgdrsnXcZLJouIaGhoCJs3b8bmzZvR19cHXddhGEZKHsoaLdc0bVL3Tg/oyrKMuXPnYuXKlUJKraOUaIyg7+WAGwKnS7xeLwoKCpBMJrPWLxqGAcMwoGkaPvzwQ2zatAkAEI/HJ/UCl0TWSEAUDQ0N+Ne//oWTJ08CuNiqWBVyfslayInA6QhrS9Y0DcXFxaiqqhourEXqsg2+J6dUcnNzsWTJEgATD3O71Ge4XC50dnZi69atOHz48KSvv2TJOnfuHHbs2IGDBw8imUxCVVVBBos7F0pV1UlLFUsMEYmWrGkaPB4PPB7PKPKtKjMb/Qo/nzVCUVERli5dCpfLNeV7AxC5MkVREAwGkUwm0dTUhE2bNnE+b0LpmjRZRES6rmPz5s144403EI1GBRHWQSpcqdJIut1qEIwHbr2c3+LPq1atShkLCEAkFZnUyzWtuX6kkbyaYRhQFAW6riMcDqOmpkb0xZmutR7SSOJ0rIPHh3C2WZZlDA4OYs+ePThy5MiYQxOsmPRbxuNx7NixA7t370ZPTw8ACDIuxeIbC1xxbJzIsoz8/HzMmzdv3NG004WcnBzMnTsXhYWFWfGz2Dq2vkskEsHp06exbds2hMPhCaVrUqVIJBLU3d2Nt956C7t37xZpbpasbHTA3Dq59amqivLyclRVVdlGlpUUj8eD0tJSzJ07NysGDI0MD7B2GcCwKf/BBx+I/n/c8k3mQbFYDAcPHsSePXtSBppkuxJZXbJaqqysxIIFC7Lm60wE6/tIkoScnBzk5+dnjSzgopFh7XN5XMrI0LsxHzYhWURE3d3deOedd9DS0gIAYigy61kebTTeMREky7g+IoKmaZg/fz7mzJmTVed3LFifzUaGpmnIzc3Nyv3Ha9i9vb2or69HU1PTuPeYkKxQKIR9+/bho48+QjKZhNPpFGqPhx9nC9YK03UdFRUVk7Yms/lsNgp0XUdeXl5WNIg1zsiHVdpOnTqFTz75ZFxDY1yyiIjOnj2Lf//73+jo6ACAlJE+6ZGKbID9LafTieLi4hR1YQfYUmNT2+l0ZuUdmRiuP7YKgeG+sr+/Hx988AHOnTuHsWKGE5EFn8+Hjz76SLR2jlRYx9RlA1xwvq+macjJyZmUSZsNpMclgdFDtKcKqxtgVe3sNhw4cABnz55FOBzOXMaxbhyJRKi/vx///e9/EQwGYZqmGPzPVpvVj5gI4/VjbKoDEAMsDcOA2+2eVuMivfw8JYgnKLCTn6nPTPejJtNnR6NRcb21/rhe/X4/tm7dCo/Hk7G8Y5KlKAqampqwc+fOrIVbxkM6eRy5sKoLuyGNDN22A6yxfD4f/H5/RqtwTLIMw8DRo0dx4sQJW/oMawevKAq8Xi88Hs+Ysz+mA1bXgf86HA5bns1obW0VVnc6MrJgGAadP38en332GYDJR82nAmuOivsstsLs8LOsfZU1Nun1em1xyrk/6+jowKFDhzL21RnJisViOHHiBPbs2ZMSqJ1uZEo+AvaQxSa7tRxs5NhBFgfA+/v78cknn6Cvr2/UORnJSiQSOHz4sBhTYZdTavU9ONUyE/2VVQ1yAnK6wQ00Ho/j888/h8/nQ/ooqFFkERF1dnZi165dAKYnd5QJVqtJ13Xk5ubC6/WOO1kum0gfKsDlURTFljqwJla7u7vR1NQkEqGMjJLV2tqK/fv3w+v1Dp9kk1PKrUvXdeTk5AgT1o7KSn/H9HCaHWCyeHWCdIxioaenB83NzTBNE6FQSPw+1dhfOqz9EDvcrAqdTifmz58v/B07Gws3GB5GEIvFMvZZlxP7nMgvZT9MlmWcPHlyVCMZVYrBwUEcOXJEFCh9WYLpQnor5qUOAExqlNRUjZBkMjlqjIeiKCIPZZcqJiJEo1H09fUJf0saebmUJjswMECBQAB79+4VrcUup9A0zZRWpyiKGCkVi8VGBUHTj4kytZM5dF0XUmwlx47GCkBkv6PRKPx+P3w+X8qzU8iKx+Po6elBS0uL6Cfs0tcsxdySrelvl8uVdTWcDuvSDfF4XIzz4O92gMNupmliYGAA7e3tKRpDTT+5s7MzZRkCjnrb0bo4aJpIJBCPx4VE6bpum4RLkgRN00Sj4WdP9/vzu1uNDJ/PlxrwtV6QSCRw5swZoaN5WJYdTqnL5UIsFhPpA13X4fF4RLhnosrKli9kDSobhoFYLGZbHQAX34MtQqtUp5A1ODiI06dPj1J9djiFTBSrQh4QyWTZmdNicGq/rKwMFy5cmNZnsWDwX5Ysa/RIkEVE1NjYiPPnzw//Y2TMup2BVGC47xgYGMD+/fvx7rvvoqCgQBgf42GqZeT1n9giZD/r6NGj6OjomHbJYm3G63AYhoFAIJDiYwqy4vE4Ojo60NHRIS4AkPI5m0ivXF5FhhcY+fDDD3H48GEUFBSIRUqmE7xeE0v3yKQB+P3+jOdnm7x4PC5yaUQEl8sFv9+fsriYICsajSIQCCAcDqdIlF1Sld4gwuEwotEoOjs7bSkHG1NsgbI1aqclmGlem1X9C7JCoRDa29sRDAZFTIwdRbsKy5PkrNlZuyrLCuukCibOjpCXdRJEIpEQC34xBFmxWAxtbW0i/88qyS7JyjSewzrLcbrLwQ3Uuooah58m02dOFdb7s6BYXBlSVVUSZCUSCXR1dQlJso4tsAOZQjpcFrv8vPTBMlZMVA/ZJNM6b2BwcBBz584FYIlgJJNJ9Pf3j1qUyk5Yh4CpqjqqLNN5pLsGPCqYZ35MN6xD1fi9Y7EYenp6LiZFR04ktsK4YHY6gvw8VjkcxUjPLU3nkR4Nt5bDjpBb+rsCwxMX/H5/KlkAhG1vTa3bSZbD4RDPts6Ql2XZlkEr3D9zXHImnPD0Z8bjcQSDQcGDCgwTMzQ0hC+++EKMYSOirLaoiYjn3JWu6yJGZhgGVFWFLMsoKCjIWllmAhP1eaZpwuFwiPxZf38/iouLMXfuXLHitf0Tn8YAk8TqMJlMorq6GrfddhuKiopsHxKWbUxElsPhQCKRQDgchtfrRTgcRlFRERYvXizOmTVkcQyMo875+fn4zne+g6effhqlpaUzWTTbkEgkEIlEkJOTIzIPbrdbqKRZQxaQ6oBKkoS8vDxBlGRnBzpLYX8vOga4n7T6VhxJ+JqoYcw6sngtDFmWEY1Gbff1ZjNmDVls9QHDllFfXx8+//xzNDc3z3DJZg9mTZ9lTbKx5dfb28uBZfpaFY5IFgcv0zdT4XSBHQ4iE8Q5HY6LjTWx7KuIFMmyjvCxxqrsQPqSA4B9AdwvC4TI8Kw/ht0TAtJnjLCUfy1ZFyHI4lSyFXbHydL3vjIMA729vbY8+8sAwYLL5RLxN2tKwM7UvjV/xmT19PTMyLSf2QjRZ/GGXmxQWAO6dsGaTpckSYwL+doQHIYMDIdyeCMvuwkSBbGoWv4ciUQQCARsL8tsRUqflT7ugjOodrRs66QA/huLxcTafF/DogYlScK8efMAjF7qOxuYSFp5gCXv3Ugjk8A7OjpmZITTbISQrLy8PFRWVsLtdgsHdSbUoXXGoWEYCAaD6O/vB31tZVwkS5ZlVFZWip3YrLBjtrp1nLfVIR8cHERXV9e0P//LAEEWLxnH+xkC9k8GsM7WZwedB+h/DQtZOTk5qKiouDhGzRITtGvGfqbGMTQ0hOPHj9tWhtmMUREMzszORBdhtTrZqBgaGsLBgwcRCAS+8v2WIEtRFEmSJFxxxRUALq5oaWe4KZ0LXgPj1KlTOHXqlC1lmM1IYcHj8WD+/PliQPxYy7dNF6xDt4GLKzb39vaitbVVDFf7qiKFLEmSUF5enrIMD08sswNsEfKzedBpMBjE4cOHv/TD0aaKFLLcbjdKSkpS5vLa3bGnSzL7XV1dXTh//jySyeRXtt9KIcvhcGD+/PkoLy8XfZWdyb9MKpcX+m9pacEnn3wyI8OaZwtS3lxRFKm8vBwrVqxALBabFdFuniDQ0tKChoaGmS7OjGJUMy0oKMAtt9wiJibYNQaDkUm6eLTTkSNH0NnZ+ZVVhaNYkCQJV199NYqKilJW958NOH/+PA4cOPCVdZBHkcW7wV177bXiux3IpHKtk900TUN3dzfef//9r2xgdxRZmqZJTqcT1157rfBzZqrvspKVSCQwMDCAvXv3wu/3/78aSJNMJuns2bO0Z88e2r9/Pw0MDBARUTQaHX8lT2DYhF+9ejXKyspSMsfWPsw6vTMbfdpYfRUfRARVVcUmKyNzkL/00kVEdOHCBbz88stYt24dfvnLX2L9+vUieD2hBjFNkw4dOkT333//qG1fgcy7dWf6PdsHbzZ911130YEDB+jLThYR0dmzZ+nvf/87zZs3j2RZJpfLRQsXLqSHHnqItmzZQv39/TQhYX6/nzZs2EAY2atXURSx5/BMHLIsi0aRk5NDzzzzDHV3d0/8IrMUkUiEAoEAvfzyy7Rs2TLREJ1OJwEgVVXpe9/7Hr344ovk8/nGf8dYLEb79u2jmpoaQRhXmDyy3z0fdkgWvwz/ra6uprfffjujbp/tICI6c+YMrV+/nm699VYChjfUVlVV1KWiKORyueiuu+6iI0eOEDDOLBJd1zF37lzU1dWJDK517hQvOWD3aCgem9Hc3IxNmzbh1KlTX6qYoWEY1N/fj/r6erz00kuor6/n38UKBS6XSyz5WlNTg5KSkolvPDAwQDt27KAlS5aMUkmappGmabb1V7Isi63TFUUhXdepoKCAnn76aWE9Tb0qpxdERP39/fSPf/yDVq1aJd7N6/WSw+EQ2ou3rb/jjjuosbGRJrVL+IilQj//+c9J07SUPstaeXYcrH75O+v2xYsX08aNGykYDM5qwgYGBqi7u5teffVVuummm8R76LqesR5ra2tp48aNZJrm5A2pUChE//znPyknJ4ccDoeQJK48OyULAOXn56e8qK7rVFdXR42NjdTb2zsrCTNNkwYGBmjDhg10/fXXjyKHv7tcLpJlmQoLC2ndunUUDofJMIzJv08oFKJz587RY489RqqqEgByOBwEgHJzc1MeNp2H1X2wHizhP/7xj2n79u3EmErlZgtcFr/fT3/+859p5cqVopG53e5RZOm6TpIk0aOPPkqnTp26NKIYvb29tHXrVvrGN74hWjmroZycHNvUoNXXSydrzpw59Oijj9LevXspmUzOOGGGYRARUXNzMz333HO0bNky0cjTXSDugzVNoxtuuIFef/11isVil/cOyWSSAoEA/exnPyNg2AfgB7IpPd1HJqfc6kYAoKKiInrkkUeovr6euLIu+WWzACKiUChEH3/8MT311FO0cOFCUWZN00RDxwhR/F7z58+n559/nvx+/9TKHolE6P3336err75aPIhbivXh03Vk6hutZHFZ8vPz6d5776U333yTAoEAEZFtkQ7TNImIaHBwkLZt20Y/+MEPyOv1pjRw63tYP+u6Tk888QR98cUXU29k0WiULly4QL///e/J6XSK/gsAud3uMfuU8cJU2TiYMKfTKZ7D6uR3v/sdHTt2jIiIuCKnVAljIB6PExFRMBikTz/9lJ577jlas2aNIMramPhgiVIUhbxeL9155520b9++7PW5iUSCjh8/TmvXrhUPZdJmkiy+P/t//L2srIwefvhhWr9+PZ04cWJycbZLABFRPB6nQCBAu3btoj/+8Y909913U1lZmZAiVVVJVdWUcnG0Ahj2sVauXElbtmyZkKhLyn0QEQUCAezbtw/PPPMMTpw4IQZjTpRGma7uwzqtFYDY4YBXbXY4HCgtLcVtt92GlStXYuXKlaisrEReXp5YcdrpdE66HrgyeSnvo0eP4tixY9i7dy8OHDiA9vb2lLKpqjqqjqx1sWLFCtxzzz146qmneI/LMctyyYmqZDJJbW1teO211/Dss8+KGR927WiQCZyctK6lIY0skGzdZmnhwoVYsmQJFi5ciJqaGlRXV6O8vBxz5syZcFv2cDgMwzDQ3t6OpqYmdHR0oLOzE42NjTh06BD6+vrEdhw5OTliu2Belg64uPIbT7a/4oor8NBDD+HJJ59EUVHRhMseXfL0EEVRJMMw6Pvf/z6ampqwceNGsXi8w+EQe27xBtSapmUlDT+R5PK0WiusU16JCKdPn0ZzczNcLhdKSkpw1VVXYdGiRSgtLUVpaSlUVRX7kPDILp466/f70d3djZaWFjQ3N6OtrQ39/f0Z546xVHNMlT8bhgGn0ymWPKqrq8MjjzyCwsLCSa1PdVkpYNM0KRQK4cCBA9iwYQNef/31lCVMHQ6HmMCdrUDvVLPVZFmAhcvJEsnbsiuKkrI+L40s5MKLZ/KycvF4XFzPKxpIkiQW0Gfw/7jR0siq1nl5ebj77rvx05/+FN/85jf5+ulLx3NnuGPHDrr55puFr2O1ehRFyZofNpEBMxkDh62vsfJy/H9N04STqqpqxghNuuGkKMqoc62musfjEZbz/fffT7t377Y32kJE1NPTQ2+88QbV1tYK65ALyJ+zYQ1OlSxrPs56X1VVJ+UncpaBCbHez+oyuFwucZ7VIuRGu2bNGmpoaCDDMOzPdBuGQaFQiNatW0dVVVXCNLVGkzkAPBXTPpuuQabzLzeRypIoSZKI7fHvfI7X6yVd12nZsmX0yiuvTKvPNyESiQRduHCBfvvb34rMMkZI41Y728hi6RhPUqznp5+Xfk+r78Tf+bPX66U1a9bQm2++SQMDAxSLxWaGKAYRkc/noxdeeIGWLl0qVAxH5meaLE7ujXf/ie7B52WSQiaUP3NEpaysjH74wx/Su+++S5FIZMYDzAJM2Pr162n16tWX1N9gEpU0HZI1lZxc+vN1XRdSpygK5efn08MPPyzCSOFweHYQxSAi6uvro61bt9I999xDbrdbvABX0liVM17lZ5OsyzlYotKlyXqO9T0XLFhATzzxBDU0NGTN6sv6mgmSJEmRSIRuvvlmuN1ueL1ebNmyBZFIRIysHTkPXq9XLI+daXqR1YexRidmAuybMazbR3G5OTCwYMEC3HvvvXjwwQexcOFChMNheDyemZ+SMxa4NTU0NNCvfvUrqqioEMaG0+lM8cfSfZpMnfh0SdalXM/R/XRTn61fh8NBt956K7311lsUCoXINM3Ly/bOBDiXdP78efrLX/5CdXV14kWt1lK6I2kdOWVVndkm61INFGt5HQ6HUIu6rlNlZSU9/vjjtHPnTgqHw7PHkLhUJBIJikaj1NDQQL/4xS/oyiuvJFmWU5zF9AGksJDn8XiybmBc6sFOLqc8+D4VFRW0atUq+sMf/kAnTpyY1mSnbXrUMAzSNA1dXV3Yvn07Nm/ejAMHDqC7u1vskMCNkRdTtq6GJmUpBZN+HylD2mK8+/PMGq/Xi8WLF+P222/Ht771Ldx4440iLqqq6rTUq+2dXjKZpGg0iqamJtTX16O+vh6nT59Ge3s7hoaGhgslSXA6nWKKanrnngkT/T8T2dbfJrqeZ8oUFBRg6dKlWLNmDb797W/jmmuugdPp5MzDtNbnjFgo8XicVFUVS/0cPXoUO3bswOnTp9HU1IRoNDrqmqlK1lgSNdnrc3JysHz5ctxxxx246aabsHjxYs5B2bb9xoyak6Zpiho6fvw4Dh48iIMHD8Ln88Hn86GlpQXBYBDAsPrh8fa8wQyAlN+sEihZdprj36yEZFJ/vN0tJw0XLFiAqqoqFBUV4ZprrkFtbS2WL1+OkpISTrnYWn+zxvYnIjIMA93d3ejq6kJraysOHz6MI0eO4Pz58/VB3kAAAAESSURBVOjo6EA0GhX7KAOpK41a/Z1M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","detection_approach":"light_color_detection"},{"index":12,"position":{"x":335,"y":268,"width":131,"height":176},"scaled_width":23.07,"scaled_height":30.99,"actual_filled_area":458.06,"bounding_box_area":714,"exact_perimeter":111.24,"approximate_perimeter":101.32,"convex_hull_perimeter":92.21,"perimeter_pixels":631.7056274847721,"original_contour_points":150,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.34,"compactness":0.4652,"perimeter_to_area_ratio":0.2429},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":13,"position":{"x":192,"y":268,"width":132,"height":176},"scaled_width":23.25,"scaled_height":30.99,"actual_filled_area":458.99,"bounding_box_area":720,"exact_perimeter":111.24,"approximate_perimeter":101.38,"convex_hull_perimeter":92.11,"perimeter_pixels":631.7056274847721,"original_contour_points":164,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.33,"compactness":0.4661,"perimeter_to_area_ratio":0.2424},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":14,"position":{"x":3,"y":265,"width":175,"height":176},"scaled_width":30.82,"scaled_height":30.99,"actual_filled_area":3.41,"bounding_box_area":955,"exact_perimeter":267.23,"approximate_perimeter":221.29,"convex_hull_perimeter":100.16,"perimeter_pixels":1517.484414822465,"original_contour_points":714,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.01,"compactness":0.0006,"perimeter_to_area_ratio":78.3666},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":16,"position":{"x":794,"y":74,"width":125,"height":121},"scaled_width":22.01,"scaled_height":21.31,"actual_filled_area":192.86,"bounding_box_area":469,"exact_perimeter":133.44,"approximate_perimeter":117.23,"convex_hull_perimeter":82.44,"perimeter_pixels":757.778787337691,"original_contour_points":266,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.03,"compactness":0.1361,"perimeter_to_area_ratio":0.6919},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":17,"position":{"x":687,"y":73,"width":99,"height":123},"scaled_width":17.43,"scaled_height":21.66,"actual_filled_area":194.07,"bounding_box_area":377,"exact_perimeter":89.1,"approximate_perimeter":81.83,"convex_hull_perimeter":63.78,"perimeter_pixels":505.98989873223394,"original_contour_points":187,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.24,"compactness":0.3072,"perimeter_to_area_ratio":0.4591},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":18,"position":{"x":922,"y":58,"width":80,"height":138},"scaled_width":14.09,"scaled_height":24.3,"actual_filled_area":137.8,"bounding_box_area":342,"exact_perimeter":81.21,"approximate_perimeter":76.13,"convex_hull_perimeter":63.9,"perimeter_pixels":461.17871555019053,"original_contour_points":96,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.73,"compactness":0.2626,"perimeter_to_area_ratio":0.5893},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":20,"position":{"x":16,"y":21,"width":175,"height":174},"scaled_width":30.82,"scaled_height":30.64,"actual_filled_area":318.05,"bounding_box_area":944,"exact_perimeter":134.51,"approximate_perimeter":121.95,"convex_hull_perimeter":98.84,"perimeter_pixels":763.8132752230977,"original_contour_points":357,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.01,"compactness":0.2209,"perimeter_to_area_ratio":0.4229},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":21,"position":{"x":336,"y":2,"width":131,"height":194},"scaled_width":23.07,"scaled_height":34.16,"actual_filled_area":419.39,"bounding_box_area":788,"exact_perimeter":113.2,"approximate_perimeter":103,"convex_hull_perimeter":94.29,"perimeter_pixels":642.8183258569803,"original_contour_points":177,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.48,"compactness":0.4113,"perimeter_to_area_ratio":0.2699},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"}]},"timestamp":"2026-04-13 12:58:18"} 
[2026-04-13 12:58:18] local.INFO: Nested area calculated {"data":{"nestedArea":13785.0368},"timestamp":"2026-04-13 12:58:18"} 
[2026-04-13 12:58:18] local.INFO: Mapped objects from Image-to-Text API 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"},{"id":"234f3ebf-db7c-4619-9c8d-76ce0876649e","height":24.13,"width":20.96,"perimeter":112,"area":304.26,"image":"data:image/png;base64,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"},{"id":"df396ddd-8eb9-4f19-82fe-e4237174d9e9","height":32.75,"width":20.43,"perimeter":102.55,"area":463.69,"image":"data:image/png;base64,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"},{"id":"2f5be7cb-7912-4d57-92d0-bbaec5a27c79","height":32.75,"width":20.43,"perimeter":102.24,"area":462.25,"image":"data:image/png;base64,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"},{"id":"67860745-30ae-485c-9b71-1f9e691f2430","height":20.96,"width":21.31,"perimeter":132.62,"area":212.35,"image":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAH0AAAB7CAYAAABZ2Y84AAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO1dd5RU9fX/vDZvylZgWVgWWIqAoXlAQUBKDkgJiBwUFGOLBjSinkgMJppEf5bExHaUgwQUEZGcWMCGKIIgRZpYCE1gabLCLssWdnf6vPn8/li+jzezlWV3Zij3nO+ZN/N23/u+e9+t3++9F7gEFx1I4qC4uJgHDhyAJEmQpMqfxScAkIRhGLGfoQVUVa31fCgUqvW8JElQFAV+vx+qqkJVVRiGgdatW6NNmzZSrf9sgWAwyLy8PPz888+w2+0IBoMIhUKw2Wy1/p+maec0f5K1ng+HwwAAl8sFn88HTdPQrFkztG/fPuLZVKCS4J9//jkWLVpULcHFDRVFqfWmTQ3ioWqCuuZnGAZsNhv8fj9kWYbNZoNhGOjfvz8KCgqYmZlZL8IfPnwYr776Kvbu3QubzQZZluskmLh/bSDLcq3no2kSDaqqIhQKmXjSdR29e/eGx+Oh0+mM/Ofc3FxOnTqVAAiAkiRVGeJcPEd18zrbOSqKYh6rqkoAHDlyJPfu3Vs7G1lg9erVzM7OjpiXoih1zu9c51/X/2uaFnEdRVE4bNgwlpeXRzybDABOpxOhUKiKaBfHdYmV8wVkWY7gFitnZWRk1OsahmFQVdUqqk981jaaGoLBoHkfXddBEh6PB3a7PeLvVACw2Wyw2+0RE6tuknWJn6aGusR7XfOTZRmGYUBRlIhrGYZRb3slHA5DVVU4HA7oug4A8Pv9EUxSE9RF+HPFr6Io5gsWDocRDocRCASq3FcFgEAgAEVRUNcbXBfSmxrqo7NrA+v8hWGqqioURUEgEKjXHMLhsIkLYRsAdRthwLnPvz7XF/MQz2qz2aoYkCpQaQCkp6dXe9NEEu11IaU+hk4wGITD4UAoFIIsy7Db7UhLS4PT6azXHHRdl77//numpaVBlmVkZGTA4/FAVVWUl5fX+r/1eTFqg7qeLxgMAqh8znA4jKSkJLhcruo5XZZlTJgwAYWFhcjPz8eePXuQm5trIlmWZYTDYUiSZF5AkiRTRwpREg+I9jbC4TBkWYbD4YDb7TZFcXZ2Ni6//HLY7XZkZGQgJSUFPp8PNpsNV199dRW9Vxu0aNECv//977Fv3z4oigJFUeDxeFBYWAhJklBUVITc3FwUFhaiqKjIFP/WeQqwEkTg0yp5ZFmGoigIBoPQNC3COrfZbKYet9lscDgc6NSpE9q3b4/k5GRkZ2fj6quvRklJSSTOxEFZWRnD4TD+97//YePGjdi+fTt27NiB3Nxc0+cLBoOmb0sy4iWw2+3w+Xz1RlxjgRWZ4XAYuq6beqx169bo0aMH+vbtiz59+qBLly5ITk5GZmYmXC4XgEruOE24evvpArxeL3VdhyRJCIVCOHnyJEKhECoqKrB//35s2bIFGzZswI4dO+DxeEz81EZ4oFJMi2uK70KlCBdRXCspKQnt2rVD+/bt0atXL3Tv3h1XXHEFsrKykJSUhNPzq/nZaIG8vDzOnz+fI0aMoMvlMt0Ah8NhHmuaZro9VlcolkO4K7IsEwBtNhslSWKLFi34t7/9jWvWrOGxY8doGIb5bPWmagNB3KegoIAff/wx77jjDqamptbpelmfKxqfmqZRURTzOZOTk9mvXz/ee++9fO2117h+/XoGAgGGQiEGg8Gzf0aSDIfDLC0t5dq1azl9+nS2b9/enLB1Yg6Hg5qmxd13F8gAwNTUVN533308ePBgzAhdHYTDYYbDYa5atYrDhw+vkdiyLEcM8RyqqprfVVWlqqq02WzMycnhXXfdxaVLlzI3N5cej6fxnlEgbMeOHXzllVfYpUsXc0JW7td1PW4BnGjEAWC3bt24cuVKVlRUxI3gAkiysLCQzz77rDlHgSvr3AVnWxlI13Xqum5+t9vtHDlyJGfPns09e/Y0+IWuNZgtSZJEkpdddhmysrLg8XiwYMEC7N2717R+w+GwaTXGG2w2m2mcdejQQRhGZ62rGxMkSZICgQB79+4NWZarxEKiA2DC7SIZ4WOnpKTg5ptvxsSJEzFs2DDouo5wONwgW6TeQJJHjx7l008/zU6dOlGWZdpstriKdkRxi7A3OnbsyM2bN9MwjLhyuQCS3LZtm4kvK7fj9DOI36qTmjk5Obz77ru5d+9e0zY5l/nUOwQkSZKUnZ2NKVOmYMyYMbDZbAgEAqb7UNcKWCzA6/Walu3+/fvj4k1UB6FQCGVlZWbUrjrrXXC98IwURTFjCEOGDMH999+PTp06AUBspRdJlpSU8JtvvuFNN91EAHQ6nRFvrNXCxGljryn1vZXThf7TdZ1Tpkyhx+NhOByOO7dXVFRw0aJFVSxy63frsZCeaWlpvP/++7l7924K47ox5nNWwV5JkqSkpCT07NkTEydORPv27eH1ek0ut8Z8BYigTixA+LWSJOHgwYNYs2ZN3COKfr+fx48fx6ZNmyLCvtFhb+tyaDAYREpKCiZPnoxbbrkFOTk5AABZluNnn5DkiRMn+Oijj7J169bVcp71t2hXpDGHldPFfW02G9PS0jh9+nS63e64WfChUIg+n49vvfUWO3bsSOCM6yVJkvkpnsVmsxGojIXcdNNN3LBhQ1xdzioQDAa5Z88e3njjjRHiSVEUqqra5GId1RBdiEUxl379+nHdunUMBAJxQZrP5+PRo0c5adKkCJfMygDiWFEUJiUlEQDHjBnDjRs30uv1Jg7BgcrAA0kuXLiQXbp0ifAnFUUxo3VNTfhoolujhOnp6Zw2bRp37NgRc+SVl5ezrKyM8+bNY0ZGhhlR03U9gtACR+L4yiuv5DvvvJNYHG4FkszPz+cTTzxBu91eRaRHG3VNMaIjckJ8ivNt27blvHnzSDKmLhxJHjlyhCNGjDDxEb3DxuruKorCli1bcs6cOSwpKaHf7088ggsgye3bt3P48OF0uVxVLNJYE90agxef48aN4/fff0+fzxcTRHq9Xubn5/P5559nWlpajfMWc9U0jW3atOGMGTPM0HEs5tlg8Hg89Hq9XLhwIdu0acPk5GRTpDelAQdUJbrNZjO5XKgb8duTTz7J8vLyJucgwzBYVlbG//znP2zTpo1JVPEpmMJq8GZmZnLIkCE8cOAAvV5vYhNcgNfrZWFhIR9//HHzoaw+M4CYGHViCJtCfHc4HMzOzub8+fObVMz7/X6S5BdffMErr7yyCqERpX6cTicVRWHPnj351VdfJa4erwnKy8v53XffsV+/fgQqFwdUVTWNK8SA2MIoEu6QVeQnJSVx4sSJ3L9/f5MhliR/+OEHTp061bTEbTabqeasuBBz69q1KxcuXMji4uLzi+AAEAgEGAgE+MorrzAnJ4eKosR8jV3oceCMZWw937x5c86aNavha851PH9ZWRmfeeYZtmrVKmIe1k9BbF3XmZOTw6eeeoo+n+/8I7gAt9vNEydO8MEHH6yCcKtL11TD+pJVF/zQNI1Dhw7lpk2bGhXJhmHQ4/Fw8eLFHDZsWITkiT6WJIlOp5MZGRmcOXMmT5w4cf4SHKgM2JDkypUrecUVV5hiHjjjstQ2cI5Ej76Gdd1abECw2Wx84IEHeOjQoUZBdjgcpmEY/PHHHzl06NAIsW5VL1bVk5mZyRtvvJHbtm0jycR2z+oD4XCYp06d4r/+9S82a9YsggObmujV7T4R97XaFZ07d+acOXMYCATOmfAkuXPnTs6YMYPJyclVVI3wKsTvdrudQ4cO5apVq0gyZm5kkwNJ7t+/n7fffnuVlJumJDpQfew/2o93OBwcMWIEly1bRpIMhUINQjxJHjt2jI899hjT0tJot9vNoFR0pA2nX4T+/ftz7ty555+lXheUl5czFApxxYoV7NWrFxVFMTcsNjXREUVsa4BIcLuu60xOTubtt9/OkpKSBrlwfr+fbrebb731Fnv27BlxfUS9fILb27Vrx5kzZ56flnp9IBQKMT8/n3PmzGHz5s2r6NxoXY9GInJtwxqw0TSNzZs35+zZs8+a28Xeu82bN7Nv377UNC1il7B4LjE0TaPT6eSMGTO4b9++C5PgAgzD4Pbt23nLLbeYul3oN6tL11jh2rqIHh2iBcCxY8fyiy++OKuVuGAwyEOHDnHGjBnm1mZxbWHIWe+TnJzMCRMmcOPGjRQBnHNGbqICSQYCAb733ntMT0+vgnDB7Y3lz9dHfUSn8zqdTt5999386aef6kUMsnL30AsvvMAOHTqY1xF6O3rpVFEUjh07lp999lmj7G87LyAcDvPYsWO86667TK6IJna0T9/QUR+ii3tZN1JedtllnDNnDoXLWdOz+Hw+hkIhLl26lH369IkI99rtdvMeuq6bz3jVVVfx/fffZyAQSJiNmjEBktyyZQunTJkSwQ1C31lF77mM+oj3aOMKp6XPwIEDzZ0q1fnNJOl2u7lmzRqOGTMmgsPFs1jdNEVR2KFDB/7zn//kyZMnLw4Ot4IQ88uXLzczZYDITZONEZ+vr3cQ/d1mszElJYW//e1veeDAgWoJFAgEePDgQd55551VjE/r5lDB4enp6Xz00Ud54MCBi4vDrRAOh3ny5EnOmDHDtKKtujwWnG79O3EsLG9N09iyZUv+5S9/YWFhYQThxYaIv//972zZsiWByJw+q52i6zqbNWvGKVOm8Icffrj4ODwa/H4/169fzx49ekQsMTbWKlx9iB6dKxZtRGZlZfGTTz4xgyeGYbCkpISffvqpabhZOVsQX4R5ZVnmoEGDuGTJkjpthIsCSPL48eN86aWXeNlll5lEsCIxnkMQbfz48Vy7dq1J+BUrVnDUqFERW7Ks+wasL2337t355ptvUuwhbEp8NhRimpYiSZIUCoV4/fXXY8+ePTh8+DCCwaCZmRLv8iY8vW//m2++wZIlS8yskw8//BAbN26EqqpmqRaRv+f3+wFU1ohr0aIFJk2ahGuvvVZkssQ1jy5hQHDPxx9/zCFDhtQpqms631RDqJwWLVpw/PjxHDt2LDMzMyPOVacWWrVqxYceeoh79+5NWA6PK7jdbhYVFXHWrFnMyMioYlw1dUy+tmFNwRbrBUDV9C1r8mZ6ejpvuOEG7tq168JbSGlMIMndu3fzxhtvjMhDQ5yJXtu9rQEewfUOh4Pjxo3jZ599RrLx8s0uSAgGg/R6vVy+fDk7d+5cBenWBP5YEd66pUm8hNbj6mIKffv25b///e9LHF5fIEmv18vHH3+cGRkZVQgea8JbQ7TRvnz0silQWfHiueeeOz/2qicShEIh7tu3j+PGjYs70aPDwdYUKSDSx09OTuZvfvMbHjly5BLBzxZI8tSpU/zoo4/YtWvXCERbo171KbiLJnoRrC+DoihMSUnhr371K27duvXCXyptKiDJQ4cO8ZlnnjErVlm3GKEaAyseRBeLQ926deMHH3zAUCh0ieDnAoZhcN++fbzyyiurXcBAPQiPJia6JElMTU3liBEjWFRUdN4SPL5lnS0gyzKysrIwbdo0tGrVCkBlSXJRLjMRgls8XQsmFArB4/HEPYLYUEgYokuSJGmahgkTJmDs2LFISUmJKGRUVyuMWEFxcTFyc3OxdetWURH6vOT2hAK/388NGzZw7NixERZzLJIlqhtW8W7NUrn++uvNveuxw84FCl6vlxUVFXzzzTfZqlWriE2T8Sa6dSOnruucMGGCWbkxhig6Z0gY8S7A4XBIDocDw4cPx+DBgyHLslmxOd4gCvq7XC6EQiGsW7cOW7ZsQUVFxSUxf65AVqb7LF26lL17964i5oEz+WloAu6ubYgFGbGd+7rrruPevXsbnCUTD0g4TgfOGHWDBg3C2LFj0bp16yoNhQRjidrosahYKUkS3G43AJi1W7/77ju8/fbbKCwsRLyqWF1QQFYmB957771xi8hZh1h4EUEaoeM7duzIpUuXNkpC5EUPoo7aunXr2LFjxwgRH520EIthLSggPsUcbr75Zv7444+XiN4YIGLzDz/8cESlJlHeBGicnbQNGULCKIrCzMxM/vWvf+WJEycu3i3PjQkVFRXcsWMHhwwZYuaKWUV6LEqXiXuK4+hCRpqm8fLLL+cHH3xAsuHpz5fgNPh8PhqGwblz53LAgAE1it2mHtY0JivRNU2jzWaj0+nk5MmTuXPnzktEbwzw+/0sLi7mAw88wPT0dLNUV6xdN+u9otfb7XY7bTYbn3rqKYZCIZaVlV0i/LmC3+/nt99+y9GjR0ckSsSru0S09yDUTK9evfjFF1/UmBcXb0hIP70msNls6Ny5M8aPH4/U1FQ0a9YMhmEkTA8Z0Tft0KFDWLJkCQ4fPpwQHS/OewiFQjx8+DCnT59eo5EVq1FdnEBs+mjZsiXnzp1LUUa1yRFzIYPb7WYoFOKXX37Jdu3aRSAfCUB06xg6dKhZ/jORDLvzSrwDgMvlkhRFQVZWFm699VZomhb3lh0CRHsOXdehKAq+/vprLFy4EAcPHkyYOQLnIdEFpKamIhgMnnOn4sYE0avO7/dDVVWEQiGsWLECy5YtE71TE4fy5xMYhsETJ05w2bJlZuYrEkiniyF8ekVROHz4cK5fv/6Sbm8IiCyS77//nr/85S/pcrni2uA3muhiLtZ8OABMSUnh9OnTY1Jv/oIDwzD4888/87777mNqamqVysoAItKRxO/RrUaaakTXdbeWMGvevDkXL15Mn893ifD1BcMwmJ+fz2eeeYadOnUykRvdock6hMiNVZg2uupzdILEqFGjuHr16ksrcfUBsdL2xhtvROjx6GxX8Vt09UZEieLoc401opsMWO8lujT97ne/Y1lZWaPXm7+ggCTLy8v55ZdfcuDAgWa8XRDWmmxY3QtgXSBpasJbt3JF96UT33NycrhgwQKSlUUIY4HD8w5IctOmTbztttsInNHPVoQ6HA7abDYmJSVRkiSmpKTQ6XRGFA6oqSAxmoD4Yn7W61sl0LBhw7hr165LuezVAUnm5eXx//7v/8xUJ6tlbK3DClRWhpo6dSqffvppDh48uIqujc6CjRXhxRZq8VtKSgofeeSRSznt0UBWVqJ68cUX2bdvX1NEWttXCqLLssxmzZrxvvvu4+7du+l2u/nqq6+a+j/aoq8pcQJNRHirChI7fnr27MkVK1YkXmvNeIFYpPjkk09Mguu6bi5muFwuE4maprFt27YcPXo0d+3aZW5OPHLkCGfOnGmqA4fDUWPee2MRvboy5lYut+7wSU1N5ZQpU+pdiPiCBiHytm7dyuuvv95EohDR1pYZQkcOHDiQmzdvNov1lZWVUay9jxo1ytTpwJnGOdHXiNWw1pFt0aIFZ86cyVOnTl3c+p0k9+3bxz/84Q9mKS8xrAV3Bcf06dOHCxYsoNvtjgh6kGRxcTFnz55drXqwWvZA41WtrG1YS5GJ+/fo0YOvvfYaDcO4ON24YDDIoqIivvzyy8zOzq5CbGuwRdM0dujQgS+99BJFp4Xo6wlD8PHHH69yLeuOm1juvInuRQuAo0ePvjjFvGh19e6773LQoEERRLLWcxNES0tL4x//+Efm5eXViiyS/Oqrr9irVy/z/6N1eCx6xolh9d+FasnOzuasWbNIMm693mMOZGUt9Q0bNnD8+PERIjd6V4rdbqfD4eB1113HLVu21On2CDH//PPPm+6elbPtdnvMF2usHojYXNmvX79GbxKY0ECSBw4c4F133WUmNDidzip9SUVoc/jw4fzss8/qXfOFJPfu3cuRI0dW2Tkby0WZ6H7p1nNJSUm89957efz48Quf8CSZm5vL559/nllZWRFEqK6xzy9+8Qu+/vrrZ1Xkh6ysV/ff//6Xw4YNqzY5IhbcblUp0TXihY3y8ssvX9idIILBIE+dOsUFCxbw8ssvNxEQzdk4jaSkpCQ+9NBDPHz48FkjJRgMMhQK8dlnn2VWVlZEHlpKSkrMRHt1rcmssYQhQ4ZwzZo1FybRSTIYDPLTTz81XSoxRLaI9buiKJw4cSK3b9/eYIQEAgHm5+ebnSGt0iQeO2+ihyRV9o675557zuvqVdWC1+ulx+Phpk2bTD3rcrnMsh6IEoFOp5NXX3013333XXo8ngYjIxgMsry8nGvXruXIkSMjiB2PnTfRQ0i4Ll26cPHixSwoKLhwkiE9Hg937drFqVOn1rgSBZxZUGnbti1ffPFFlpaWnvPb7/f7GQqFOG/ePLZr1y6ilky8tlKLYTUyx40bxxUrVlwY3O52u1lQUMAnnniCzZs3p91ur3a51Ol0miW2b7311kZrfQ1UJkSKDopJSUkRmx/iSXir/56amsqHH36YHo/n/A7R+nw+lpeXc/HixeaWJ8HZgsji2Lr2vHLlykZfhiQre6WK7hLCsIs38VVVNZmgb9++pko7L8W8iC1//vnnHDhwYETGpyRJ5nZhWMRcq1at+Oqrr1IYfY05n3A4TJ/Px/nz57N169ameonlent1w7pfID09naNGjTovy5YhHA6zoqKC27Zt4w033GByuAhWWF0m8VtaWhoffPDBBrln9QWSzM/P50MPPcTk5OS4rLdbhyRJVXrRpqSk8Mknn2xU9RYTqKio4PHjx/nggw+azexg4XBYuFs04u3fvz83b95MkvR4PE32sGIJdvDgwU2+3l7f0aJFCxMnsiyza9euXLRoUaOruCYDkjx8+DCffPJJpqWl0eVyma6JtZEdTj+ww+FgRkYG33jjjZjUUhfcvmTJErMlqPDhxXGsFmSiI4Xivi6Xi6NGjWJBQQGLiooSm+g+n49FRUVctGgR27ZtG7FPDDjTAUnod7vdTqfTyXvuuSemLTJEKPiRRx4xq0kgSt3EqtpFNAOI45ycHP7jH//gqVOnEpfbPR4Py8vL+dFHH3HgwIHmmwycWS61Jiqoqkpd1zlgwAB+/fXXMX8wv9/Pbdu28ZprrqnCfYgh0a3LyNV1d1yzZg0DgUDiLcGSlckJGzZs4KRJkwhUBlrEm2stBwaLWGvZsiXnzZtHv99Pt9sd04cKBoMsLS3lrFmzIlpwxdp6t0qZ6AhlcnIyJ0+enHgN/8QK0b59+3jnnXealrnVRbMSXPjHNpuNkyZNqtLROJYQDAaZm5vL8ePHm/O1lvxu6mHdzgWcSZoQO4UcDgftdjufe+65xPLdDcPgoUOH+Kc//cm0xKMTDaMT/XBaZ7377rsU/nM85i42cyxbtowZGRkRojYWw2rEVZchI7yKfv36mbXm4x6tCwaDLCws5GOPPcbmzZubbyoQ6YNGc4/D4eC0adOYl5cXN4ILEKXLfv3rX0cESmJN/JoWgJKTk+lwOHjHHXdwz5498eX2cDjMkpISLliwwOwzbrfba9w4INpWK4rCzp07c9myZQljnHg8Hn7wwQfMyMgwuSuWq3BWjo8O2AjDrlmzZnzhhRcYDAbjs4tWBFDee+89s6KjlZOtrpl1Z6tYz54wYQJLSkoSxjhxu93Mz8/n1KlTY7ppsrooYHRwSNSZB8BBgwZx48aNZ423c645Q5LFxcVYsWIFZs+eje3btwOobLQjy7KotQIAZo0Y6XS99lAohMzMTFx11VVIS0tLmH7jLpdLSk9Px4gRI2AYRrynEwGGYZhdo3bs2IEPP/wQhYWFsessIQyfxYsX89prr40Q5dHlNMWxyO7AafF/zTXXxMUvrwtIcv/+/eb++1gVHK4Pp1tTtbt27cr333+/xr3/1UGDOZ0k/X4/PvzwQ8ydOxerVq2CLMtmKy1RaUnTNJNbnE6naGsFoFIapKamol27dvD7/Q2dSpOAYRiQZRkDBgwAkBh94QDA4XCAJLxeL+x2O44cOYK3334b69atq/c1zproYheq1+vF8uXLMW/ePKxbtw4kEQ6HI8Shw+GALMtmbzUh5sXf+P1+lJaWwu12Q1GUs51Kk4KqqpKqqujevTuAxCG6aCcCwCxftnr1arzzzjsoLi5GfYy6syK6WOTZs2cP5s2bhxdeeAEbN24EAOi6bhJegN/vNznYZrOZ3RQVRYEsywgGg8jLy8POnTuhqioSJtiAymd1OBwmkhOh26KqqiAJh8MBTdPg8XhAEhUVFVi7di0++eQT+Hy+OvV7varVkmRpaSn27duHb7/9FqtXr8ZXX32F3NxcAIDdbjcL5lmNNMHZsiyb7a3Ep3S6AU9BQQGWL1+Obt26IScnB8FgkJqmxZWtTnsjOHToELZt2wYgMYguQBhyohCyqqrIz8/H66+/jmbNmmH06NEwDIOKopw9HsX6bV5eHteuXcuZM2eyd+/eEUZatB+J04Zb9OKK9Vz0cbt27fjyyy+zqKiIPp8vrkbdadXFo0eP8pVXXmGLFi1iFpipjyFnTdW2ZuWIRasxY8bwvffeM/P0qytfVuVNEAgvLy/HkSNH8OOPP2Lr1q347rvvsHbtWvE35qf1uL4gXDmh2+12O5KSknD33Xdj2LBh6NatG9LS0pCWlgYACAQC0HW9ybhflO8MBoMoKSnBrl27sGrVKqxYsQI7d+5MqFKktYGiKFBVFf3798fkyZNx1VVXoU+fPqY9oqqqBFiIXl5ezrKyMhQUFODnn3/GwYMH8cMPP2Dnzp3Izc1FSUlJhLFVHcHrMnasL4Zk6a2mqqqpp7p3745OnTqhc+fO6NGjB1q2bImkpCS0bt0afr8fmqahefPm5gOcLYi4QiAQgGEYqKiowMmTJ+Hz+fDTTz9h9+7d2LhxI/bs2YPS0lJIkmQ+d6LUla8JNE1DMBiEw+FAx44d0bZtWwwePBh9+/bFgAEDYLfboet6JZU8Hg+XL1+OlStXIj8/HydPnkRRURHy8vJQUVFhXlToYwDVcrj1fHVgfVFqmrCiKNB1Ha1atUJOTg50XYeu68jKyoIsy0hOTkbfvn0xfPhwpKennzXhc3NzOX/+fPh8PpSVlaGiogJlZWVwu904evQoSktLUVJSYv69oigJF6CpCWRZroLj7Oxs9OzZE9dddx1uu+02JCcnV+Ls0KFDnDZtWsQWIWus2Vquq7b9Yu9pHRwAAAJTSURBVHXpJOvKkajFYt2LFh3ydDqdVfK9XC4XJ02axB07djRI769Zs4ZpaWlmcCP6WSVJiqgYIX6LV8uQsx0Oh8PU7+I3TdM4cuRIlpeXEzhtvTudTvj9fvh8PgCIEOOyLCMUCiEQCJyV+K4OrIEZkqYFL85FB2jEPUmac3O73SgoKKj1PrXMj+vXr0dpaWnEnEUASdM0hMPhCB1uFe+J4qvXBCRhGIYpmcS8ZVk2a9ADp4mu6zrsdjuAMw8mHly4YdEEqQ4BdRE9+nw4HK6iEkTvVOHyCaQbhoGkpCR4vV74/f4GFc33+XxQFAU2m818RvEiRscRBIKsrmeiEx2IdC0F8R0OB1JSUkxcqwDg9XrNBw8GgyYxxFtfXbSsIUQHquodwfHRE7VeU5wX9oXUwIa6mqZBURRomhYR2QoGg6bvayW2QKAkSREvRaKDoihwOBzwer1mYyO3223iXAYq3w6n04lQKGRG1XRdh6qqZmhVcLxVJAOI+K2uIcsyVFU14/PWa1jj9oIw0X8DAOnp6WjdujVatWp11shQVVUSLzVQ2Qdd13WzJUg4HEYgEDCJq2kabDabGe5MdBDdJAzDgM/ni1jzsNvt5ncVqOS+SZMmmciI5liB8KaOmdR1fa/Xi44dO6Jfv34NjpClpKTgz3/+M44dO2b+5nK54Ha7q7xo5xuI0LZgLuGWZmZmIicn54wKF/9QXFxM8dA1ET3eOk2IYJvNdk5+ekVFBZxOJ2RZhtvthqqq8Hq95z3RgUr1KCSlMMAdDgd0XU+Y/QqXIA7w/8cDI/pWkfycAAAAAElFTkSuQmCC"},{"id":"65d499e0-5351-45f6-bc43-558549ba9d9c","height":21.84,"width":18.14,"perimeter":91.41,"area":241.3,"image":"data:image/png;base64,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"},{"id":"724cf437-c7fd-4332-a9a5-17e122723ba1","height":10.74,"width":8.63,"perimeter":33.38,"area":48.13,"image":"data:image/png;base64,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"},{"id":"d50ff646-6836-4787-9e9a-27e5ae1130cf","height":30.47,"width":27.47,"perimeter":153.49,"area":304.37,"image":"data:image/png;base64,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"},{"id":"03cb909a-7330-46d9-ac12-d3d8d04b6322","height":30.99,"width":23.07,"perimeter":111.24,"area":458.06,"image":"data:image/png;base64,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"},{"id":"040f5a72-4bb1-4555-abd3-afb7d087c6c2","height":30.99,"width":23.25,"perimeter":111.24,"area":458.99,"image":"data:image/png;base64,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"},{"id":"f4a0de8f-2a54-454b-ae00-00e60babe16c","height":30.99,"width":30.82,"perimeter":267.23,"area":3.41,"image":"data:image/png;base64,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Xu3btQiKRWPjhXcJi13WhaRpmZmZw+fJlXLx4Ef39/RgeHkYmk0EkEhG7yxVzqtriG2OMiAiapiGRSKCtrQ379u3D3r170dLSgo6ODsTjcUSjUTk7Y4zBsizMz8/j6tWrGBkZwcDAAIaGhnDr1i3/5GVFPO7byiNjjMSKsCAJBHOBRPUD13XR2NgI27ZhWda618DeEPgfZHqzLpDRAesAAAAASUVORK5CYII="},{"id":"b5e207c6-9dbe-4d2b-b504-880a1b300f4d","height":21.31,"width":22.01,"perimeter":133.44,"area":192.86,"image":"data:image/png;base64,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"},{"id":"59cf1fe0-e67f-4ce8-8b0e-b7b28cc5cc57","height":21.66,"width":17.43,"perimeter":89.1,"area":194.07,"image":"data:image/png;base64,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"},{"id":"bda00d2c-5af3-49d3-a097-333c3417fe05","height":24.3,"width":14.09,"perimeter":81.21,"area":137.8,"image":"data:image/png;base64,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"},{"id":"147f6335-bf6f-4047-97ed-2d2f6643e94e","height":30.11,"width":28.7,"perimeter":145.75,"area":239.76,"image":"data:image/png;base64,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"},{"id":"8af610d6-c3a8-4841-84f7-f2810de500b4","height":30.64,"width":30.82,"perimeter":134.51,"area":318.05,"image":"data:image/png;base64,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"},{"id":"eb908ea7-b46c-4038-97a2-fbfafb5f5947","height":34.16,"width":23.07,"perimeter":113.2,"area":419.39,"image":"data:image/png;base64,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"},{"id":"33f04078-4e34-490d-808b-545d87d71f10","height":34.16,"width":23.07,"perimeter":226.09,"area":2.87,"image":"data:image/png;base64,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"}]},"timestamp":"2026-04-13 12:58:18"} 
[2026-04-13 12:58:18] local.INFO: Number of letters detected {"data":{"noOfLetters":23},"timestamp":"2026-04-13 12:58:18"} 
[2026-04-13 12:58:18] local.INFO: Perimeter calculated {"data":{"exactPerimeterSum":2725.45,"perimeter_in_feet":227.12},"timestamp":"2026-04-13 12:58:18"} 
[2026-04-13 12:58:18] local.INFO: Actual filled area sum calculated {"data":{"actualFilledAreas":[200.02,304.26,172.9,210.64,375.79,463.69,462.25,212.35,241.3,48.13,188.04,304.37,458.06,458.99,3.41,138.81,192.86,194.07,137.8,239.76,318.05,419.39,2.87],"actualFilledAreaSum":5747.81},"timestamp":"2026-04-13 12:58:18"} 
[2026-04-13 12:58:18] local.INFO: Occupied area calculated {"data":{"conversionFactor":0.00694444,"occupiedArea":39.92},"timestamp":"2026-04-13 12:58:18"} 
[2026-04-13 12:58:18] local.INFO: Average character height calculated {"data":{"avgCharHeight":27.11826086956522},"timestamp":"2026-04-13 12:58:18"} 
[2026-04-13 12:58:18] local.INFO: Original image dimensions and ratio {"data":{"originalWidth":1046.0,"originalHeight":703.0,"ratio":1.4879089615931722},"timestamp":"2026-04-13 12:58:18"} 
[2026-04-13 12:58:18] local.INFO: Calculated sign dimensions {"data":{"widthOfSign":"184.2","otherDimensionOfSign":123.8},"timestamp":"2026-04-13 12:58:18"} 
[2026-04-13 12:58:19] local.INFO: Image to Text processing completed {"data":{"imageToTextResponse":{"message":"Object detection and vectorization completed","vectorizedScaleSvg":"<svg xmlns=\"http://www.w3.org/2000/svg\"    version=\"1.1\" width=\"17683\" height=\"11884.463671128107\" viewBox=\"0 0 1046 703\">
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PV3XYUQGQEAaIMgtB+x2Ox555BFUVlY2DfdxPIhLsNasWYPs7GzVapa3imhAkMEgF9eQpDiaTCakpKTg//7v/3DhwoWYwcDBnYMHD+KGG26oocfEOrQSgV8fMWIEioqK4Pf7G2dEsb4oGAwiFAphwYIFopuHyVQzTy/S0ItfkAQo2Yy79tprsWTJEiiKEpNJee7cOZSXl2PcuHEqnSYeOZlE1Q62rl274ttvv4WiKLH1LmguxPrC/fffryoN57i9UTtcZqzWxyBbEgMHDowpjs/evJdeekns53q1irEMrenbunVrrF27FmVlZc3TQjBC7KvPz8/H8OHDVStbL6VLL48x2tA6eu68804cPnw46hbBuswnn3yC9u3bg+hSzmS4ItVwQJWBqfUdvPLKKygrK2vSVVxxIaA6+3bnzp24+eabVUxiJUpv0o20lmEbnySAtWzZEjNnzkR+fn5YMLC/oKCgALfddlsNnSOa15OHbM7KugXnF8yYMQN79+5t3mZiLMSMX7RoEVJSUmr4E+giKLReR4oCBLkSSH69bdu2WLZsGYLBoK44BoAffvgBf/jDH8RvsWSJpCzqSQS9focWiwXDhg3DoUOHmr+/IFYKhUIoLCzEpEmTkJSUpKoDILqUwVubHo8sPWSX9uDBg/H5558DUJfcBwIBlJeXY9asWWI7kYt9I5Xy6UkEuT0QB92uu+467Nq1q8mV7zUIsVTgZBaLxYLk5OQafRi0lkW0oU2vlyfynnvuwalTpwAApaWlCAaD8Pv9WL9+vehfIPczkvMs9e5BCwS59zGH37Ozs/Hhhx82/bByfRIz54MPPsAtt9yikgYy42PJe9RrRSMronPmzEFxcbGwJA4cOIA777xT93e0kUXtb2mBwL8pO6BeeOGFGlIoQTrEe+bq1atVzqaUlBQxqUZL7mVTUu4AKyfRXn311Vi4cCGCwSD27NmD6dOnqyKDRNVWgmx9GFUW+XUu5P3d736H06dPN/uOcXEjlgwzZsxAx44dxeRzZnAsQNDqGfIEsajv2LEj1q9fj0ceeUQ4txwOBywWi9Av5L/l3Aft72kHX2/gwIH44YcfAFRXQjUgO5s2KYqCoqIiUUkcSyeRSEPr3uXeQ1lZWUKZYyshUlSRX5PNWG1PBx7du3cX1cpXlPs4HsSu4B9//FGU3cuKYm3rI/T8/Ha7HS6XS+WFlDvGhbuO/H/ZZyHrJe3atcOSJUuabavABiG2JHbs2KHyL5A0GbFE/kgDBPm78kTy/yNJA/k9PZOWq5IWLFgA7iXRQGxrnuTxeBAIBPDKK6/A4XAIpodTzKIN2c+vNUu1YexI0kAvg1qWWOnp6ZgyZQrOnTuXAEG8iDODfv/73wt9IVy1NUUQ36QDBvk1rZSI9l3tb6alpQmdYdCgQTh+/DgqKyubVkFKY6ZgMIjS0lKUlZWhf//+qkSUSNnP0US73uva1/Q+w9IkXL5ibm6uUA4btJ/RlUDsX9i6dSs6d+6sKpAJl80Ui7JndMhAYPcxJ50SVZuiq1atSpiJ9UllZWVQFAVLly5FixYtotZFRDP/9LYIoprnJmi/x+9r+yWmpKTgqaeeqn07/AQZJw4Pz507V9WkUg4s1TZpRDu0gND2d9A6qCZOnFin3MgExUgAsG/fPjzwwAOqELFeY+94DD1zUy5XJyLcfffdOHz4MKqqqhLnWDYUsX/hq6++wg033ACz2awqFKnt/h9uaE/EldPtzWYzcnNzRUi72aehNzZiMKxcuRKdOnUSYV6bzVbrtjzaoacnmM1m4X62WCxo164d1q5dC860akgeJOgiMRgWLFgAp9MpxHS8dAQ9NzbnN5jN1QdmPPfccwn3cWMgADhz5gymTJkSU+s6I0NrfsrAcDgcmDp1KgoKChKJp42B+NCqn376CX369IHD4YiroihfS440XnfddSKsnABCIyHO/VuzZo2QCrIFUZchJ6jw30lJSRg6dCgURUk4jRobAdU1En369Kn1IebhhnaradGiBTp27Iht27Y1qwRU8+W+gbpSRUUFFEWhrVu3ktlspkAgQElJSXH9DYvFIv72eDxUVFREK1eupNOnT1MgEIjrbyWolhQMBlFSUoKRI0eK0rl4SwU9p1JSUhKef/75WhXXJijOVFVVBY/HgzfffFPVuZzirCgS1TwrgYjQrl07rF69uul0Q22OxOX1K1euFHUIssu5riNcQIpL8bgG8he/+IVoxpFwKjUwsTPpo48+wvXXXw+i6kCQXFZGcVIU5VR4fo0ubg0sNUaMGCHa5ie2iQYiPtNJbtmXnJwcd72ANEDQprMRVTuZGHyPP/44SkpKEpnKDUXl5eUoLi7G5MmTBQjk0vN4AkKbz8DX1ytyzczMxJw5c+J3KHeCwlMgEEAwGMT8+fPFpHB7Pa1LOFpiivbArHDfDTfkIw75uxkZGdiwYQMURUkkp9QXlZWVCeWwR48eAgB6ICCKnokc6bNG2uybTJeOI+S/zWYzhg8fLg4TSXge40wcU9ixY4c4NCtaezujdQm1lQhEl+IPfFQPf//JJ59EQUFBYouIJ7H7+MSJExg5cqRgPBnY38O9zmagvL1oLYNoQ/48A4IVx4yMDDz33HOJZJV4ElB9GMdvf/tbkXRS15I3uchFtgrIIAhkHYMkYFqtVtFToXXr1tiwYQMCgUAiQllXqqqqQjAYxKuvvgqn01kjbSzWIWchy69p3zcCBCK1F1Mvd7J79+6JNLa6UigUQnl5Od5//3106NBBN3M41qEFghZYWt0hGhBkycRWBJG6yfioUaPw1VdfJfSF2lAoFEIwGMT333+Pvn371qg2DneKGsUABIfDIYpr5fY6pAFFtK2B70tOouXX+DCPqVOn4uzZswmpECsFAgGcPHkSY8aMEZPGk2SkoZVeoav2uJ3u3bvjxRdfxKRJk1RWQ7wynOTfd7lcWLx4MQBcmd1Va0NAdY+hGTNmoEOHDjVWaiRFUQaC3KeAxTa/1qZNG6xZswZnz57Fnj17kJubq+rUGs8IJiuSPXv2xNq1a+H3+xORymjk9/vh9/uxZs0aVVte7UonA0Ag0u9o4nQ6MW/ePNHZDADWrVuHTp06xWXyeeiZuLfffju+/PLLRHAqEnGh6/vvvy/Oi+RVaqRknXSAwD2MiC6133n44YdRWFiIYDAI9lYCwJw5c4TkiOasMjLkLUYGRaI0LgIpigKfz4eDBw/i1ltvVW0DckxAfp2iAEE+/Y1B0Lt3b3z77bfw+Xwq2x6orql86KGHROOseIFB28jb5XLhqaeeSgSn9AgATp06hREjRoiVpN0GZKkQzrMoA4Enn2MSmZmZyMvLA/sm5N/nSfnmm29w++23q34/UvAq0mAAy5VX/FqHDh3w2muvJbYImSoqKlBcXIxXX31VNXFyQysOLkWbDO3WwKuxZcuWmDNnDrxeb9g+hxzPWLduHbp06VKrw7vkIafCcyxCPtWuW7duIrPpii+c5XKxf//73+jUqRPcbneNbUDbhjdS9pEWCDwZI0eONBQEAqpb4M2bN6/OQCDSV1ZlpXX06NE4evTolS0VuCZg165dQjkkIgEGI2KZtxF5q3C5XKr/5+bmYt++fYbdvF6vF2fOnMHYsWNBROLcZ6LwEU29Ec0hxfrPnDlzUFFRcWWCgVvOHTp0CGPHjhX7qOyZM6KsyZp5amqqCgB2ux0dOnQQeoFR8RsKheD1erFjxw706tVLtbqNWi9kAAh0EfTt27fH6tWrr8y0eAAoLCzE448/rlIItec0RQKCttaAQ8v83bS0NDzzzDO1OmU9FAohFAph/fr1cDgcQirI4j2adIgGBNl51aVLF3z88ccA6nYsYZMioDrt+8UXXxS+eDnv0O12G4ojMGj480SXGmfa7Xb85je/MXRsT6T79Hg8eP7551UHnOudBK+9NzIABO2xPoMHD0Z+fj44zlJXPjdq4ofcsGED2rdvL1a12WxWKVZ6/n4tI+WJ4VoDfj0nJwdffvkleGXX9n49Hg9KSkowbtw42Gw2EaeIJO7D3a/eZ9nhxX0XJk2ahMLCwuadv8A2844dO8SZCPL5TXRRTIZzIesxUrbROex7zTXXIC8vLy6tbzmp5Oeff0bXrl1V92K0z2OkIT8rS4iXX365eTubACA/Px+TJk0Sh3Fo7f2UlJSwAR89BrrdbhUzs7Ky8Nxzz0FRlLidi8CAWrlyJWw2m4iBROvzaMRq4PuWzeZrrrkGa9eubZ6WhMfjQUVFBRYuXKjyA8jnJXHZGpH+IVoyCFiUkrSaLBYLxo4di+PHj8edgeXl5aiqqsK0adNqgKC2YOB715rAqampuO2223D48GGcP3+++YCB/QWLFy8WD9uiRQtDCpe82vUaYcoT0K9fP5EJVB+at6Io2Ldvn/Av6Ok08hnXtZES8hgzZgx+/PHH5gEE9hx+9tlnuOGGG2AymYQpZhQIJlO1i5kbcROpcwxSU1Nx9dVXY9WqVfWaKMqA3rx5M3r06CHug+9JdjxxIk1dRkpKCqZNm4bi4uKmfQaU3+8XgZyhQ4eqmEQGtWoeJpP6hDaHw6FqZfP888+DYwX1+UzsnVyxYgXS0tJgNpuFJaE9lLSuQCAiXHXVVVi2bBm4wqs+n63eKBQK4ezZsxg/fnwN5UhO9KQwjCMKH1dgpicnJ+OOO+5AYWFhg4lQAKiqqsLUqVNrWC6y1KorEHhbvO666/DZZ5/B6/U2PbMSAILBIObOnYv09HTVyWrhcgL1gMBJKfy+ttdyz5498fXXXzd4LyMAOHLkCHJycsR9ykAPd55EtK1QO/iagwcPxokTJxAIBJpOAiz7CzZu3Ih27dqpJECkCiWtVcCfl/MTZAnRqlUrLF++HEDDn6PIW8R7772HDh06qCY33CkzsQKBFwE7zLjsvkkojywJtm7dioEDBwqGkGZL0AOEHhC07/HfmZmZmDZt2mVtgu33+1FRUYFFixYJwJO0VdQVCLLk5ByNt956C5WVlY0bDOwAOXDgACZOnBg2mSTaWQg85HJzZgRd1M779euHY8eOXXaGVFZWwu/3Y+zYsar6SaPKYLShF03lg0EabXCKI4qPPvqoobJyMqAjEKmjimlpaejatas4X/lya9Isqk+cOIGBAweq7pXCgF9rXYQbssIs5z7m5OTg888/b5w9HgGgqKgIb775pspdWhcgyGYZfz4jIwPvvvsuvF7vZQcBUygUQklJCT799FNcc801NZRc0qxso03DZQuEpK0iOTkZ9913H44cOdK4zoxixemzzz5DmzZtwk5srEDQrqy2bdviiSeeaJQrgUU1511qT5OXzUH+P0UBgrzNEKnPt+am4KdPn24cvGAL4fvvv8fdd98tmJCcnByXrYGlAhFh3LhxjdrlWlFRgfPnz+P+++8Pq/TJyasUBQg8ZJNZtqLcbjeWLVsmajMa+nlVFAqFcPLkSUydOlV1kHZtRjiHksViQa9evbBlyxZRnXQZHjUqKYoCr9eLY8eO4eabbxYTlpKSIv7WK7aNNvRqOE2mard7p06dsHPnTrCT6zI8drU0KC8vx9y5c4WtS1T7ukEtEORzoN95550mcZhmMBiEoihYt24dOnfurHouilEShOvhoAXV6NGjsX//fvAW3aAPzArSunXrkJaWprrR2koFLRC4Cnrs2LFN6pSUoqIiAMDcuXNV9ZtEamcTGeCJrCfwxMtKJIfrJ0+ejGPHjjVspbWiKAiFQti1axfatWun8rXrxRCMDi0QrFYrBgwYgNOnTze5JpYAcPbsWQwaNAhWq7WGe91oL0i986lY+so5j1zYCwAXLlyof15xts7x48eRk5MjEG8ymWLufspmZlpamq4X7aabbsIXX3wBRVEa/ZagJa7l3L17N7Kzs8VzyXWQsSrP4awq5l379u3x3nvvAWiAtn6KoqCkpARTpkxBmzZtVBNYm0O1GAwOh0N1eprL5cLKlSub1JagJaA6W/utt95C+/btY27GEQ0ILGXkPo933XVX/afF84MtWrQILVu2jLjPGe06Im8l3NrWYrFg6tSpzSJnjwNiL7/8stCdjOoH0YAgl+HJ/B4/fjxOnjxZP7xjf8HatWvFId10EY12u72GZDDSHZ3FpJyxREQYMGBAveQdXi5SFAXnz58XyTlyD4ZImdBG/DDaNsJEhGuvvRYzZsyIfyY0l2J99dVXIqLIQ24NU9shN77s1q0bNm7cyLhrFkDw+/0IBoP4+OOP0blzZ+Eki0fyq15Qz2q1wu1241//+hcCgUB8+MjpZocOHcK9996rMmf0wsWxVA1rP5uZmSnyDptbD2Muu1u4cKFuzibVYmsgaSHJ88DSOScnBx988EF8nE0XLlzAhQsXMGPGDNVNJicn1zhJXe6SbkRxZBvYbrcjNTUVU6ZMadSew7oSR2cnT54sfC91sRr4M9oFZbPZBNiGDBmCHTt21E3ChkIhlJaWYv78+cjKyhL7unwT/OPaHgZGBz/EkCFDcOjQoWYLAqaqqioUFBSgd+/egmfy4ollqyBSe3GdTqcqm4vfmzhxYu29soygvLw8kbpN0uTrFYJGQric6k2SNHA4HLj22mvxz3/+s35NnkZCAFBcXKzqMk90yXeijVpGGnpWhHbwtTmlLyb+skPiu+++EzWKss0aSyqWHD1kxZKvxWBYsGABgsHg5QuaNDAB1a1yli9fDpfLJXwpstIdi3QNZ1oSXXL3X3XVVdi2bVts8QgAOH36NB577DHxY1y+TtIEGgGCjHC+KQaC3XTFtAQAAAKASURBVG7HvffeC/bNx4fNTYOA6o7znBIvB6PqEsElUge5ZD/Nr371Kxw6dAh8JlbEG1QUBefOncNrr72muohcsMo3a9TE4dPQZFFlMpkwcOBAETU7f/78FQUEomowHDhwAN27d1fVacSrBbAcpGKv7ejRo6OX3XPDyzfeeEMUpMpNKFwul1BAwjXF1hNPelW/119/PbZt23ZFn33EYfwPPvhAxCN42zVSMkcGwMC8l5XP2bNngzvc1rgpdjxs2bIFN954o2qy+aLa42qMSAQ9K8Nms+GNN94Au1/rm+GNmVhfmD9/PjIzMwVv6wIEva2ZrRO73Q632413331XpPypdDMA2LlzJ+666y4QVWv5cht6ea83AgCWCCyeXC6X+PuBBx5AeXl5ojH1RSorK8OZM2fw2GOPqVLRjAIhHO9ZevOJMnI74htvvBGbNm2q6V8oKirCo48+qroA0aVAEF2UEJGaXWmHXi/iHj16YP/+/QgEAk0ux6C+iM26vXv3Ijc3Vyw6owsunPlIOoonu6StViuGDx+OgwcPqoGwatUq0RKfG1vJDg+9YQQIckeT/v3747333mscyZaNjDweD6qqqrB582Z0797dEBD0/AbysFqtEYfT6cSLL74o5sFKRHTVVVfR2LFjqbS0lJxOJxUXF5PL5Yp489HmMhAIkMlkomAwSG63m2655RYaMGAAud1uMplMpjjwr9mQy+UyAUBOTg5NnTqViouL6cSJE3W6ZigUivi+1WqlLl26iP+biETpFjmdTrJYLFRWVhYVCNHIbDYTAAJAJpOJLBZL9Q8mQBCWLvoXyG63k91uj/bZOr0fCATIZrNRUlJSYj4SdIn+H3f6b5Fp8HT9AAAAAElFTkSuQmCC","detection_approach":"light_color_detection"},{"index":1,"position":{"x":681,"y":564,"width":119,"height":137},"scaled_width":20.96,"scaled_height":24.13,"actual_filled_area":304.26,"bounding_box_area":505,"exact_perimeter":112,"approximate_perimeter":104.06,"convex_hull_perimeter":74.72,"perimeter_pixels":636.0315292925768,"original_contour_points":216,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.15,"compactness":0.3048,"perimeter_to_area_ratio":0.3681},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":3,"position":{"x":546,"y":522,"width":149,"height":176},"scaled_width":26.24,"scaled_height":30.99,"actual_filled_area":210.64,"bounding_box_area":813,"exact_perimeter":112.42,"approximate_perimeter":110.84,"convex_hull_perimeter":95.29,"perimeter_pixels":638.3847763108504,"original_contour_points":25,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.18,"compactness":0.2094,"perimeter_to_area_ratio":0.5337},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":4,"position":{"x":3,"y":522,"width":156,"height":176},"scaled_width":27.47,"scaled_height":30.99,"actual_filled_area":375.79,"bounding_box_area":851,"exact_perimeter":115.86,"approximate_perimeter":108.73,"convex_hull_perimeter":97.94,"perimeter_pixels":657.931024229189,"original_contour_points":325,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.13,"compactness":0.3518,"perimeter_to_area_ratio":0.3083},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":5,"position":{"x":325,"y":515,"width":116,"height":186},"scaled_width":20.43,"scaled_height":32.75,"actual_filled_area":463.69,"bounding_box_area":669,"exact_perimeter":102.55,"approximate_perimeter":97.01,"convex_hull_perimeter":91.32,"perimeter_pixels":582.3502884254444,"original_contour_points":136,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.6,"compactness":0.5541,"perimeter_to_area_ratio":0.2212},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":6,"position":{"x":175,"y":515,"width":116,"height":186},"scaled_width":20.43,"scaled_height":32.75,"actual_filled_area":462.25,"bounding_box_area":669,"exact_perimeter":102.24,"approximate_perimeter":95.85,"convex_hull_perimeter":91.24,"perimeter_pixels":580.5929291125639,"original_contour_points":135,"approximation_points":8,"shape_analysis":{"aspect_ratio":1.6,"compactness":0.5557,"perimeter_to_area_ratio":0.2212},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":7,"position":{"x":799,"y":322,"width":121,"height":119},"scaled_width":21.31,"scaled_height":20.96,"actual_filled_area":212.35,"bounding_box_area":446,"exact_perimeter":132.62,"approximate_perimeter":116.35,"convex_hull_perimeter":83.06,"perimeter_pixels":753.1097397793793,"original_contour_points":252,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.02,"compactness":0.1517,"perimeter_to_area_ratio":0.6245},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":8,"position":{"x":688,"y":320,"width":103,"height":124},"scaled_width":18.14,"scaled_height":21.84,"actual_filled_area":241.3,"bounding_box_area":396,"exact_perimeter":91.41,"approximate_perimeter":84.44,"convex_hull_perimeter":64.38,"perimeter_pixels":519.102597104442,"original_contour_points":184,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.2,"compactness":0.3629,"perimeter_to_area_ratio":0.3788},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":11,"position":{"x":543,"y":268,"width":156,"height":173},"scaled_width":27.47,"scaled_height":30.47,"actual_filled_area":304.37,"bounding_box_area":837,"exact_perimeter":153.49,"approximate_perimeter":144.69,"convex_hull_perimeter":104.61,"perimeter_pixels":871.6223663640868,"original_contour_points":122,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.11,"compactness":0.1623,"perimeter_to_area_ratio":0.5043},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":12,"position":{"x":335,"y":268,"width":131,"height":176},"scaled_width":23.07,"scaled_height":30.99,"actual_filled_area":458.06,"bounding_box_area":714,"exact_perimeter":111.24,"approximate_perimeter":101.32,"convex_hull_perimeter":92.21,"perimeter_pixels":631.7056274847721,"original_contour_points":150,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.34,"compactness":0.4652,"perimeter_to_area_ratio":0.2429},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":13,"position":{"x":192,"y":268,"width":132,"height":176},"scaled_width":23.25,"scaled_height":30.99,"actual_filled_area":458.99,"bounding_box_area":720,"exact_perimeter":111.24,"approximate_perimeter":101.38,"convex_hull_perimeter":92.11,"perimeter_pixels":631.7056274847721,"original_contour_points":164,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.33,"compactness":0.4661,"perimeter_to_area_ratio":0.2424},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":14,"position":{"x":3,"y":265,"width":175,"height":176},"scaled_width":30.82,"scaled_height":30.99,"actual_filled_area":3.41,"bounding_box_area":955,"exact_perimeter":267.23,"approximate_perimeter":221.29,"convex_hull_perimeter":100.16,"perimeter_pixels":1517.484414822465,"original_contour_points":714,"approximation_points":10,"shape_analysis":{"aspect_ratio":1.01,"compactness":0.0006,"perimeter_to_area_ratio":78.3666},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":17,"position":{"x":687,"y":73,"width":99,"height":123},"scaled_width":17.43,"scaled_height":21.66,"actual_filled_area":194.07,"bounding_box_area":377,"exact_perimeter":89.1,"approximate_perimeter":81.83,"convex_hull_perimeter":63.78,"perimeter_pixels":505.98989873223394,"original_contour_points":187,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.24,"compactness":0.3072,"perimeter_to_area_ratio":0.4591},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":18,"position":{"x":922,"y":58,"width":80,"height":138},"scaled_width":14.09,"scaled_height":24.3,"actual_filled_area":137.8,"bounding_box_area":342,"exact_perimeter":81.21,"approximate_perimeter":76.13,"convex_hull_perimeter":63.9,"perimeter_pixels":461.17871555019053,"original_contour_points":96,"approximation_points":11,"shape_analysis":{"aspect_ratio":1.73,"compactness":0.2626,"perimeter_to_area_ratio":0.5893},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":19,"position":{"x":535,"y":24,"width":163,"height":171},"scaled_width":28.7,"scaled_height":30.11,"actual_filled_area":239.76,"bounding_box_area":864,"exact_perimeter":145.75,"approximate_perimeter":139.42,"convex_hull_perimeter":103.32,"perimeter_pixels":827.6639969244295,"original_contour_points":140,"approximation_points":12,"shape_analysis":{"aspect_ratio":1.05,"compactness":0.1418,"perimeter_to_area_ratio":0.6079},"image_base64":"data:image/png;base64,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","detection_approach":"light_color_detection"},{"index":20,"position":{"x":16,"y":21,"width":175,"height":174},"scaled_width":30.82,"scaled_height":30.64,"actual_filled_area":318.05,"bounding_box_area":944,"exact_perimeter":134.51,"approximate_perimeter":121.95,"convex_hull_perimeter":98.84,"perimeter_pixels":763.8132752230977,"original_contour_points":357,"approximation_points":9,"shape_analysis":{"aspect_ratio":1.01,"compac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","detection_approach":"light_color_detection"}]},"dataObjects":[{"id":"21feed12-2215-4421-b1d9-d94dbcccfc60","height":23.07,"width":22.19,"perimeter":122.8,"area":200.02,"image":"data:image/png;base64,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"},{"id":"234f3ebf-db7c-4619-9c8d-76ce0876649e","height":24.13,"width":20.96,"perimeter":112,"area":304.26,"image":"data:image/png;base64,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"},{"id":"c491d8fc-3f65-450b-87fb-785104efcc63","height":30.11,"width":14.79,"perimeter":100.42,"area":172.9,"image":"data:image/png;base64,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"},{"id":"e5616a6d-258a-43f5-b09f-9b89e85e135c","height":30.99,"width":26.24,"perimeter":112.42,"area":210.64,"image":"data:image/png;base64,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"},{"id":"5c78e4e0-c67b-4dab-b687-1962ee865c67","height":30.99,"width":27.47,"perimeter":115.86,"area":375.79,"image":"data:image/png;base64,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"},{"id":"df396ddd-8eb9-4f19-82fe-e4237174d9e9","height":32.75,"width":20.43,"perimeter":102.55,"area":463.69,"image":"data:image/png;base64,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"},{"id":"2f5be7cb-7912-4d57-92d0-bbaec5a27c79","height":32.75,"width":20.43,"perimeter":102.24,"area":462.25,"image":"data:image/png;base64,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"},{"id":"67860745-30ae-485c-9b71-1f9e691f2430","height":20.96,"width":21.31,"perimeter":132.62,"area":212.35,"image":"data:image/png;base64,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"},{"id":"65d499e0-5351-45f6-bc43-558549ba9d9c","height":21.84,"width":18.14,"perimeter":91.41,"area":241.3,"image":"data:image/png;base64,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"},{"id":"03cb909a-7330-46d9-ac12-d3d8d04b6322","height":30.99,"width":23.07,"perimeter":111.24,"area":458.06,"image":"data:image/png;base64,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"},{"id":"040f5a72-4bb1-4555-abd3-afb7d087c6c2","height":30.99,"width":23.25,"perimeter":111.24,"area":458.99,"image":"data:image/png;base64,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"},{"id":"f4a0de8f-2a54-454b-ae00-00e60babe16c","height":30.99,"width":30.82,"perimeter":267.23,"area":3.41,"image":"data:image/png;base64,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"},{"id":"9fb16a5d-92e3-48db-8872-f34ec6d09899","height":16.2,"width":10.39,"perimeter":45.67,"area":138.81,"image":"data:image/png;base64,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"},{"id":"b5e207c6-9dbe-4d2b-b504-880a1b300f4d","height":21.31,"width":22.01,"perimeter":133.44,"area":192.86,"image":"data:image/png;base64,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"},{"id":"59cf1fe0-e67f-4ce8-8b0e-b7b28cc5cc57","height":21.66,"width":17.43,"perimeter":89.1,"area":194.07,"image":"data:image/png;base64,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"},{"id":"147f6335-bf6f-4047-97ed-2d2f6643e94e","height":30.11,"width":28.7,"perimeter":145.75,"area":239.76,"image":"data:image/png;base64,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"},{"id":"8af610d6-c3a8-4841-84f7-f2810de500b4","height":30.64,"width":30.82,"perimeter":134.51,"area":318.05,"image":"data:image/png;base64,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"},{"id":"eb908ea7-b46c-4038-97a2-fbfafb5f5947","height":34.16,"width":23.07,"perimeter":113.2,"area":419.39,"image":"data:image/png;base64,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"},{"id":"33f04078-4e34-490d-808b-545d87d71f10","height":34.16,"width":23.07,"perimeter":226.09,"area":2.87,"image":"data:image/png;base64,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"}],"no_of_letters":23,"perimeter_of_sign":227.12,"nested_area":95.73,"occupied_area":39.92,"avg_char_height":27.11826086956522,"widthOfSign":"184.2","otherDimensionOfSign":123.8,"width_of_smaller_line":20},"timestamp":"2026-04-13 12:58:19"} 
[2026-04-13 12:58:20] local.INFO: Validation Passed {"data":{"user_id":null,"request_data":{"sign_width_or_height":"184.2","sign_depth":"1","sign_width":"0","sign_height":"120","sign_type":"Flat Cut Acrylic Letters","main_category":null,"secondary_category":null,"tertiary_category":null,"finished_category":null,"mounting_type":"Flush/Stud mounted","profit_factor":"1.00","quotationId":1438,"no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":177.48,"width_of_line_2":180.9,"width_of_line_3":187.2,"width_of_line_4":null,"height_of_line_1":34.92,"height_of_line_2":32.22,"height_of_line_3":33.48,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":23,"perimeter_of_sign":227.12,"nested_area":95.73,"occupied_area":39.92,"avg_char_height":"Greater than 24 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\"},{\"id\":\"2f5be7cb-7912-4d57-92d0-bbaec5a27c79\",\"height\":32.75,\"width\":20.43,\"perimeter\":102.24,\"area\":462.25,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"65d499e0-5351-45f6-bc43-558549ba9d9c\",\"height\":21.84,\"width\":18.14,\"perimeter\":91.41,\"area\":241.3,\"image\":\"data:image\\/png;base64,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\"},{\"id\":\"59cf1fe0-e67f-4ce8-8b0e-b7b28cc5cc57\",\"height\":21.66,\"width\":17.43,\"perimeter\":89.1,\"area\":194.07,\"image\":\"data:image\\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGcAAAB\\/CAYAAADyxNwPAAAABmJLR0QA\\/wD\\/AP+gvaeTAAAdcElEQVR4nO1de2xUx\\/X+7mP37tP4GQMGY2MgRhYplKcbGgJUQlGrPNooKA1tg5qKqCSpEqJKbVP1kUZFrVopqvgF\\/khfSRpooiYujcKj4VEgKEAAU8rDNgavHR5+27tr7+Pee35\\/2DPMXe96r+01NsGfdOXd9b1zZ+abc+bMmTMzwATGLaSxzkCmQX0AEUGSJEiSJP4v7fPi\\/cJvY1JPtzU5lFDbbW1tuHbtGi5fvoyrV6+ira0Nzc3NaGpqQktLC5qbmwdNr7S0FPn5+SgrK0N5eTlmz56N6dOnIzc3F4qioLe3Fx6P55bV2W1FjmmaxBqxaZro7OxEfX09zp8\\/j0AggNOnTyMQCKC2thYdHR0AAFmWwSQpHVwuF2KxGEzThMfjwYwZMzB\\/\\/nzMnz8fxcXFeOCBB5CVlQUAiEajcDgcUFV11Opw3JPDpEPXdXR2duLMmTP46KOPcOjQIdTU1KCzsxO6rrN7YZqm5XlZlqEoCiRJgmEYg77LNM2kJMqyzJ9\\/4IEH8K1vfQv33Xcfpk6dCiKCruvQNG3c12VGYBgGxWIxIiLq6Oigqqoqeu6552jhwoVUWlpKbrebAFguSZL4Z6fTSU6n0\\/KbncvhcJCqqiTLctL\\/FxYW8s\\/Lli2j119\\/nQKBAMXjcWK4dbV0ixEOhykYDBIRka7rtGPHDlq8eDEBIK\\/XO6Ai3W43OZ1O\\/luySnU6neR2uwc8n+6SZZkcDgc5nU5yOBzkcDgsabLPJSUl9Itf\\/IKuXr1K4XD480dSPB6nnp4eIiIKBAL061\\/\\/mmbMmMFJ8Pl8BID8fj+5XK6kEpFIjKIopKrqkAjxeDykaVpKiVMUhZOlKAr\\/3ev1Unl5Of31r3+l2tpa3rhuUfWNDoiIDMOgcDhM7e3t9PLLL9OSJUt4of1+P690l8tlIYJdrCIlSSJJkiy\\/QahUTdOGRJT4LkY0+yymK34HQKtXr6Z33nmHIpEIERHF4\\/Hbi6R4PE7RaJRisRgFAgHavHkzlZSU8ApOdUHoTyCot8QKgkBg4u9I6J\\/EdNhfMX30k8BIH+xifaHP56Nnn32Wzpw5Q5FIhGKx2O1BEOs8u7q6aNu2bbR48WJyOp2kqmrawmuaxisqUWW53e6UnTlTR4nPMAMg8X70E6iqqoX4dPlzOByWvu3BBx+kvXv3cpU9rkkiIgqFQvSvf\\/2LvvGNb3BVZYeYxNauqir5fL4BBkEyVYOECnc4HJb0JEnihoPD4UhKsNvtHlL+2DV9+nT6+c9\\/Tq2trUREFAwGxxdB7e3tXFpee+01WrhwIc+8pmlcHdghyOfzkd\\/vt1SGqqoDJID1P4wM0dpiF7P4Ev\\/HnkskyS45sixb+shp06bRk08+SVeuXCHDMMaPNWcYBoVCIaqvr6cNGzbQ3XffzSs02Xgl3SVJkkUyEitQVdWUYxyHw0Eej8dSceL\\/NE3jqlPMI3tHOnKYymVpaprGJVuWZfrOd75DdXV1tiVoVEe18XicVFXFvn378Mtf\\/hIHDx4E0DfiZiN5WZbh9XoRi8UQjUYHTc\\/tdqO3txcAoKoqZFlGLBaDJEnQNA1+vx\\/Tpk3D7NmzUVpaiuLiYhQVFSE7OxuqqkLXdRARurq6UF9fj3PnzuHcuXOoqalBa2tryvcqigIAA7wPiRAFgnklmPfC5\\/MhHA7jm9\\/8Jp5\\/\\/nksXLgQwBg5Vbu7u0nXddq6dStNnz7dYlVJkkQu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\"},{\"id\":\"bda00d2c-5af3-49d3-a097-333c3417fe05\",\"height\":24.3,\"width\":14.09,\"perimeter\":81.21,\"area\":137.8,\"image\":\"data:image\\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFQAAACOCAYAAACvzi+IAAAABmJLR0QA\\/wD\\/AP+gvaeTAAAR7UlEQVR4nO2dWYwU1RfGv9qru6eZBYFhEXEDUTaHGEAiwb8o+uD2AEaCxgdfNFEjiZgYkIwaCBh9kBjDA4RoSCTRGImQaHgBgiIYBAUEWZSBERwYZu+tlu\\/\\/MNxLdU\\/PwkwNNFhfUqHpperWr+4995xza+oAkUKVcr0bIJTL5WgYBgCgrq4O586dg+M4uOuuu1BdXQ2SUFW1ZNpb0uJlHT9+nG+\\/\\/TaHDx9OACwvL+eUKVO4du1a5nI5kuT1bmtJy3EckmRbWxs3b97M2bNnEwBN02QikSAAAuCECRO4ffv2CGhPchyHvu+zoaGBb731FsvKygiAmqZJkKZpsqKigqqqcunSpbxw4UIEtJhI0nEc\\/vTTT5w1axZHjx5NTdOoqipjsRhN05RQxfb000\\/zjz\\/+iIAWyvM8kuS2bds4ffr0PGiWZeXBtCyLhmGwoqKCNTU13Lt3bwQ0KJLMZDJcs2aNnHgURaGu63Koq6pK0zTzhj4ATp48mWfOnImAAkA6nSZJNjc384MPPuCoUaNoGEYeMEVRqKoqVVWloihdeu6MGTOiIQ8AHR0dJMlcLsd33nmHyWRSggrO5D0BNQwjAgoAra2tJMmTJ09y8eLFrKiokJBisViXHhrcgp\\/puh4BbWlpIUlu376dCxculAATiQRt25ZuEXqAKsAahsGZM2fy6NGj\\/02gJNnR0cFff\\/2VNTU10iWyLCsPYDH3CAGwqqpS0zRalsWZM2fy2LFjJe\\/cq2HvUJzw7t278frrr+PAgQPwPA++70PXdfm9kSNHIpfLdbsfRVGgKApUVYXv+3BdFyXOMny1t7fT8zxu3ryZkyZNIgDG43ECYFVVlZzZRVRUONMD+ROUpmnSfZoyZQoPHTpU8j00FF26dIkk6bouV6xYwSFDhhAAhw4d2mUCKhz2xTZFUahpGnVdl3Z04sSJPHjwIEnS87ybF6qYyZubm7ls2TKOHDlSOuvoZqLpbjYH8t0nVVVlL04mk9y0aRNJsqmp6ebsqSLt9sMPP3DBggWyR4oe1hvM7oAGoSKQMHn00Ue5efNmXrx4UYL1PI+e59H3fQbl+36X9\\/qjVColX7uu2+uF7FfCliSz2SxU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\"},{\"id\":\"33f04078-4e34-490d-808b-545d87d71f10\",\"height\":34.16,\"width\":23.07,\"perimeter\":226.09,\"area\":2.87,\"image\":\"data:image\\/png;base64,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\"}]","material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"Simple","uv_printing_needed":"Yes"}},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: API Input Data Collected {"data":{"user_id":null,"request_data":{"sign_width_or_height":"184.2","sign_depth_or_thickness":"1","sign_type":"Flat Cut Acrylic Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":177.48,"width_of_line_2":180.9,"width_of_line_3":187.2,"width_of_line_4":null,"height_of_line_1":34.92,"height_of_line_2":32.22,"height_of_line_3":33.48,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":23,"perimeter_of_sign":227.12,"nested_area":95.73,"occupied_area":39.92,"avg_char_height":"Greater than 24 inches","width_of_sign":"184.2","width_of_smaller_line":177.48,"other_dimension_of_sign":123.8,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"Simple","uv_printing_needed":"Yes","quotationId":1438}},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Looking up SignType {"data":{"sign_type":"Flat Cut Acrylic Letters"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Retrieved Material Formulas {"data":{"sign_type_id":10,"formulas_count":27},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Retrieved Variables List {"data":{"sign_type_id":10,"variables_count":10},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Price Map Constructed {"data":{"price_map":{"material502298":0.5964,"weight_material502298":0.221,"material500287":0.7286,"weight_material500287":0.332,"material500918":1.3929,"weight_material500918":0.553,"material502581":1.6214,"weight_material502581":0.664,"material500695":2.8464,"weight_material500695":0.885,"material500414":4.4643,"weight_material500414":1.326,"material500636":7.7857,"weight_material500636":1.99,"material502107":11.4607,"weight_material502107":2.809,"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,"material501803":3.6821,"weight_material501803":0.629,"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":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Variables Price Constructed {"data":{"variables_price":{"variable54":0,"variable55":0,"variable56":0.75,"variable57":1.1,"variable58":1.2,"variable59":0,"variable60":0,"variable61":0,"variable62":0,"variable63":0}},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Initialized items collection {"data":{"count":0},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Merged material items {"data":{"formulas_count":27,"items_count_after_merge":27},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Merged variable items {"data":{"variables_count":10,"items_count_after_merge":37},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Sorted items collection {"data":{"items_count":37,"first_item":{"type":"variable","id":54,"expression":"NEAREST_INCH(sign_depth_or_thickness, sign_type)","dense_weight_expression":null,"name":"Sign Depth/Thickness","var_name":"variable54","price":null,"description":null,"sequence_no":1},"last_item":{"type":"variable","id":63,"expression":"totalCost * variable57","dense_weight_expression":"totalDenseWeight * 1.1","name":"Total Cost","var_name":"variable63","price":null,"description":null,"sequence_no":37}},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Initializing MathExecutor {"data":{"variables_count":184},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: MathExecutor variables set {"data":{"variables_count":184},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: NEAREST_INCH called {"data":{"input_value":"1","sign_type":"Flat Cut Acrylic Letters"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: NEAREST_INCH result {"data":{"input_value":"1","closest_inch":0.984},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Formula executed successfully {"data":{"name":"Sign Depth/Thickness","expression":"NEAREST_INCH(sign_depth_or_thickness, sign_type)","result":0.984},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 2mm Transparent 4 ft x 6 ft Pakistan","dense_weight_expression":"if(var_formula54 == 0.079, weight_material502298 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 2mm Transparent 4 ft x 6 ft Pakistan","expression":"if(var_formula54 == 0.079, material502298 * nested_area * variable58, 0 )","result":"0"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 3mm Transparent 4 ft x 6 ft Pakistan","dense_weight_expression":"if(var_formula54 == 0.118, weight_material500287 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 3mm Transparent 4 ft x 6 ft Pakistan","expression":"if(var_formula54 == 0.118, material500287 * nested_area * variable58, 0 )","result":"0"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 5mm Transparent 4 ft x 8 ft Pakistan","dense_weight_expression":"if(var_formula54 == 0.197, weight_material500918 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 5mm Transparent 4 ft x 8 ft Pakistan","expression":"if(var_formula54 == 0.197, material500918 * nested_area * variable58, 0 )","result":"0"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 6mm Transparent 4 ft x 8 ft Pakistan","dense_weight_expression":"if(var_formula54 == 0.236, weight_material502581 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 6mm Transparent 4 ft x 8 ft Pakistan","expression":"if(var_formula54 == 0.236, material502581 * nested_area * variable58, 0 )","result":"0"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 8mm Transparent 4 ft x 8 ft Pakistan","dense_weight_expression":"if(var_formula54 == 0.315, weight_material500695 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 8mm Transparent 4 ft x 8 ft Pakistan","expression":"if(var_formula54 == 0.315, material500695 * nested_area * variable58, 0 )","result":"0"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 12mm Transparent 4 ft x 6 ft Pakistan","dense_weight_expression":"if(var_formula54 == 0.472, weight_material500414 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 12mm Transparent 4 ft x 6 ft Pakistan","expression":"if(var_formula54 == 0.472, material500414 * nested_area * variable58, 0 )","result":"0"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 18mm Transparent 4 ft x 6 ft Pakistan","dense_weight_expression":"if(var_formula54 == 0.709, weight_material500636 * occupied_area, 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 18mm Transparent 4 ft x 6 ft Pakistan","expression":"if(var_formula54 == 0.709, material500636 * nested_area * variable58, 0 )","result":"0"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Dense weight computed {"data":{"name":"Acrylic Sheet 1\" Transparent 4 ft x 6 ft Pakistan","dense_weight_expression":"if(var_formula54 == 0.984, weight_material502107 * occupied_area, 0 )","itemDenseWeight":"112.13528"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Formula executed successfully {"data":{"name":"Acrylic Sheet 1\" Transparent 4 ft x 6 ft Pakistan","expression":"if(var_formula54 == 0.984, material502107 * nested_area * variable58, 0 )","result":"1316.5593732"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Dense weight computed {"data":{"name":"Epoxy Primer Pakistan","dense_weight_expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * weight_material500611","itemDenseWeight":0.013228296787200002},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Primer Pakistan","expression":"(  (  (  ( occupied_area * 2 )  ) * 40.49 * 0.66 )  ) * material500611","result":13.228296787200001},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Dense weight computed {"data":{"name":"Master Thinner Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * weight_material500214","itemDenseWeight":0.0010506345200000003},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Formula executed successfully {"data":{"name":"Master Thinner Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.13 * material500214","result":1.0506345200000002},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Dense weight computed {"data":{"name":"Epoxy Hardner Master Pakistan","dense_weight_expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * weight_material501055","itemDenseWeight":0.010021436960000001},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Formula executed successfully {"data":{"name":"Epoxy Hardner Master Pakistan","expression":"(  ( occupied_area * 2 )  ) * 40.49 * 0.2 * material501055","result":10.02143696},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] 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 )  ) * 22 * 0.426 * weight_material502098 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] 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 )  ) * 22 * 0.426 * material502098 , 0 )","result":"0"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] 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 )  ) * 22 * 0.234 * weight_material502079 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Formula executed successfully {"data":{"name":"Matting Agent (P565-554) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.234 * material502079 , 0 )","result":"0"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Dense weight computed {"data":{"name":"Hardner (922) 1L Nexa Pakistan","dense_weight_expression":"if(paint_finish == paint_finish_matte, (  ( occupied_area * 2 )  ) * 22 * 0.21 * weight_material502350 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.21 * material502350 , 0 )","result":"0"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] 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 )  ) * 22 * 0.12 * weight_material501680 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Formula executed successfully {"data":{"name":"Thinner (P850-1491) Fast 5L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , (  ( occupied_area * 2 )  ) * 22 * 0.12 * material501680 , 0 )","result":"0"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] 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 )  ) * 22 * 0.41 * weight_material502098 )","itemDenseWeight":"0.02059648448"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] 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 )  ) * 22 * 0.41 * material502098 )","result":"20.59648448"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] 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 )  ) * 22 * 0.21 * weight_material502131 )","itemDenseWeight":"0.00999612768"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] 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 )  ) * 22 * 0.21 * material502131)","result":"9.99612768"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] 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 )  ) * 22 * 0.3 * weight_material502350 )","itemDenseWeight":"0.0133843776"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Formula executed successfully {"data":{"name":"Hardner (922) 1L Nexa Pakistan","expression":"if(paint_finish == paint_finish_matte , 0, (  ( occupied_area * 2 )  ) * 22 * 0.3 * material502350)","result":"13.3843776"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] 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 )  ) * 22 * 0.08 * weight_material501680 )","itemDenseWeight":"0.00106793984"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] 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 )  ) * 22 * 0.08 * material501680)","result":"1.06793984"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Formula executed successfully {"data":{"name":"Paint Miscellaneous cost","expression":"( formula241 + formula242 + formula243 + formula244 + formula245 + formula246 + formula247 + formula248 + formula249 + formula250 + formula251 ) * 0.2","result":13.869059573439998},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: No formula, default result applied {"data":{"name":"Aluminium Sheet 2.5 mm 1100 Grade 4 ft x 8 ft Pakistan","dense_weight":0,"result":0},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Formula executed successfully {"data":{"name":"Packaging/Box Making","expression":"variable56 * nested_area","result":71.7975},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] 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 ) + ( 8 * sqrt(nested_area)  )  ) * weight_material500379 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 5ply","dense_weight":0,"result":0},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] 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 ) + ( 8 * sqrt(nested_area)  )  ) * weight_material500419 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 7Ply","dense_weight":0,"result":0},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] 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 ) + ( 8 * sqrt(nested_area)  )  ) * weight_material502106 , 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: No formula, default result applied {"data":{"name":"Corrugated Sheet 9 Ply","dense_weight":0,"result":0},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] 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":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 5mm 3 Core 4*8","dense_weight":0,"result":0},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] 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":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 7mm 4 Core","dense_weight":0,"result":0},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] 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 * 0.75, 0 )","itemDenseWeight":"54.5661"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: No formula, default result applied {"data":{"name":"Plywood Sheet 8*4 Mersawa 6 core 9MM","dense_weight":0,"result":0},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] 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) * 2 * weight_material502074 ) / 144, 0 )","itemDenseWeight":"0.54356504943103"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: No formula, default result applied {"data":{"name":"Wood Lar 9''x132''","dense_weight":0,"result":0},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: No formula, default result applied {"data":{"name":"Miscalleneous (10%)","dense_weight":0,"result":0},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] 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":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Formula executed successfully {"data":{"name":"Flush/Stud Mount","expression":"if(mounting_type == mounting_type_flush_stud_mounted, 1, 0 )","result":"1"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Dense weight computed {"data":{"name":"Standard Raceway (6x2)","dense_weight_expression":"if(mounting_type == mounting_type_standard_raceway_6x2, weight_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 )  )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Formula executed successfully {"data":{"name":"Standard Raceway (6x2)","expression":"if(mounting_type == mounting_type_standard_raceway_6x2, variable58 * ( 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":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Dense weight computed {"data":{"name":"Flat Backer (2mm)","dense_weight_expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, ( weight_material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Formula executed successfully {"data":{"name":"Flat Backer (2mm)","expression":"if(mounting_type == mounting_type_flat_backer_2_5_mm, variable58 * (  ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  ) + ( material501803 / 144 * (  ( width_of_sign + ( 2 * backer_offset )  ) * ( other_dimension_of_sign + ( 2 * backer_offset )  )  )  )  ), 0 )","result":"0"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Dense weight computed {"data":{"name":"Backerboard Cabinet (2\")","dense_weight_expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, (  (  ( 4 + 2 * ( other_dimension_of_sign + ( 2 * backer_offset )  )  ) + ( 2 * backboard_cabinet_depth )  ) * ( width_of_sign + ( 2 * backer_offset )  ) * weight_material501803 / 144 ), 0 )","itemDenseWeight":"0"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Formula executed successfully {"data":{"name":"Backerboard Cabinet (2\")","expression":"if(mounting_type == mounting_type_backerboard_cabinet_2_inch, variable58 * (  (  (  ( 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":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Total Cost formula detected {"data":{"item_id":63},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Formula calculations completed {"data":{"total_items":37,"successful_calculations":36,"errors_count":0},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Summed initial totals {"data":{"totalCost_before_formula":1473.5552306406398,"totalDenseWeight_before_formula":167.31429034729823},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Total Cost formula executed {"data":{"formula":"totalCost * variable57","computed_totalCost":1620.910753704704},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Preparing boxes for bin packing {"data":{"sign_type":"Flat Cut Acrylic Letters","objects_count":23,"totalDenseWeight":0},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: Processing flush stud mounted objects for 3D bin packing {"data":{"objects_count":23,"sign_depth":"1"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-1","width":22.19,"height":23.07,"depth":"1"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-2","width":20.96,"height":24.13,"depth":"1"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-3","width":14.79,"height":30.11,"depth":"1"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-4","width":26.24,"height":30.99,"depth":"1"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-5","width":27.47,"height":30.99,"depth":"1"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-6","width":20.43,"height":32.75,"depth":"1"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-7","width":20.43,"height":32.75,"depth":"1"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-8","width":21.31,"height":20.96,"depth":"1"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-9","width":18.14,"height":21.84,"depth":"1"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-10","width":8.63,"height":10.74,"depth":"1"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-11","width":14.09,"height":29.41,"depth":"1"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-12","width":27.47,"height":30.47,"depth":"1"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-13","width":23.07,"height":30.99,"depth":"1"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-14","width":23.25,"height":30.99,"depth":"1"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-15","width":30.82,"height":30.99,"depth":"1"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-16","width":10.39,"height":16.2,"depth":"1"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-17","width":22.01,"height":21.31,"depth":"1"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-18","width":17.43,"height":21.66,"depth":"1"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-19","width":14.09,"height":24.3,"depth":"1"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-20","width":28.7,"height":30.11,"depth":"1"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-21","width":30.82,"height":30.64,"depth":"1"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-22","width":23.07,"height":34.16,"depth":"1"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:20] local.INFO: 3D Bin Packing item added {"data":{"item_id":"item-23","width":23.07,"height":34.16,"depth":"1"},"timestamp":"2026-04-13 12:58:20"} 
[2026-04-13 12:58:21] local.INFO: 3D Bin Packing API response received {"data":{"response":{"response":{"id":"1776085101_212857e66340a7dd9255910b348d2b2b","bins_packed":[{"bin_data":{"w":26,"h":34.46,"d":31.12,"id":"unique","used_space":65.8381,"weight":0,"gross_weight":0,"used_weight":100,"stack_height":34.46,"order_id":null},"image_complete":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/b73baf163cf810d09d2828492dc08cf4/1776085101-4891-8408155.svg","items":[{"id":"item-15","w":31.12,"h":31.29,"d":1.3,"wg":0,"image_sbs":"http://images-asia1.api.3dbinpacking.com/83c69339b5823a87cb1a4516797168fe/20260413/b73baf163cf810d09d2828492dc08cf4/1776085101-4875-8465222.svg","coordinates":{"x1":"Over 9 levels deep, aborting normalization","y1":"Over 9 levels deep, aborting normalization","z1":"Over 9 levels deep, aborting normalization","x2":"Over 9 levels deep, aborting normalization","y2":"Over 9 levels deep, aborting normalization","z2":"Over 9 levels deep, 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[2026-04-13 12:58:21] local.INFO: Box added from packed bin {"data":{"length":31.12,"width":26,"height":34.46,"denseWeight":0},"timestamp":"2026-04-13 12:58:21"} 
[2026-04-13 12:58:22] local.INFO: Shipping rates calculated {"data":{"boxes":[{"size":{"length":33.120000000000005,"width":28,"height":36.71},"quantity":1,"denseWeight":1}],"cheapestShippingCost":1216.0014999999999,"rawShippingRates":{"data":[{"career":"dhl_small","overBreachSurcharge":0,"career_name":"DHL Pakistan Light","boxWeights":[{"size":{"length":33.120000000000005,"width":28,"height":36.71},"denseWeight":1,"volumetricWeight":112,"higherWeight":112,"quantity":1}],"totalHigherWeight":112,"DS":0,"rate":1463.52,"tariffAndDS":1463.52,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":2673.381472,"totalShipmentCostFormula":"(tariffAndDS (1463.52) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 2673.38","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_heavy","overBreachSurcharge":0,"career_name":"DHL Pakistan Heavy","boxWeights":[{"size":{"length":33.120000000000005,"width":28,"height":36.71},"denseWeight":1,"volumetricWeight":112,"higherWeight":112,"quantity":1}],"totalHigherWeight":112,"DS":0,"rate":819.95,"tariffAndDS":819.95,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1583.43132,"totalShipmentCostFormula":"(tariffAndDS (819.95) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1583.43","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"dhl_usa","overBreachSurcharge":0,"career_name":"DHL 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Special","boxWeights":[{"size":{"length":33.120000000000005,"width":28,"height":36.71},"denseWeight":1,"volumetricWeight":112,"higherWeight":112,"quantity":1}],"totalHigherWeight":112,"DS":0,"rate":728,"tariffAndDS":728,"fuelSurcharge":"0.46","gst":"0.16","DdpService":0,"overweightSurcharge":115,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1427.7048,"totalShipmentCostFormula":"(tariffAndDS (728) + overlengthSurcharge (0) + overweightSurcharge (115) + nonConveyableSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.46)) * (1 + gst (0.16)) = 1427.7","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["Extra Charges: Weight too high for Single Box"]},{"career":"fedex","overBreachSurcharge":0,"career_name":"FedEx Standard","boxWeights":[{"size":{"length":33.120000000000005,"width":28,"height":36.71},"denseWeight":1,"volumetricWeight":112,"higherWeight":112,"quantity":1}],"totalHigherWeight":112,"DS":0,"rate":1140.1599999999999,"tariffAndDS":1140.1599999999999,"fuelSurcharge":"0.48","gst":"0.16","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1957.4266879999996,"totalShipmentCostFormula":"((tariffAndDS (1140.16) + overlengthSurcharge (0) + overweightSurcharge (0) + Custom Duty (0) + DDP (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0.48)) * (1 + gst (0.16))) = 1957.426688","careerDDPValue":0,"nonConveyableSurcharge":0,"warnings":["FedEx Not Available (Weight exceeds 66 kg)"]},{"career":"fedex_flyer","career_name":"FedEx Flyer","error":["Package doesn't come under dimension","Weight is higher then 2.5 kg"]},{"career":"ups_karachi_frontend","error":"No Shipping Cost found for UPS Careers"},{"career":"sea_mode_oa","career_name":"Bulk Shipments","error":["Weight is higher then 5 kg"]},{"career":"sea_mode_ob","overBreachSurcharge":0,"career_name":"Air Freight Cargo","boxWeights":[{"size":{"length":33.120000000000005,"width":28,"height":36.71},"denseWeight":1,"volumetricWeight":112,"higherWeight":112,"quantity":1}],"totalHigherWeight":112,"DS":0,"rate":1402,"tariffAndDS":1402,"fuelSurcharge":"0","gst":"0","DdpService":0,"overweightSurcharge":0,"overlengthSurcharge":0,"isRemotePrice":0,"totalShipmentCost":1402,"totalShipmentCostFormula":"((tariffAndDS (1402) + overlengthSurcharge (0) + overweightSurcharge (0) + DdpService (0) + isRemotePrice (0)) * (1 + fuelSurcharge (0)) * (1 + gst (0))) = 1402","careerDDPValue":0}],"upsCareers":{"6":{"career":"ups_pakistan_heavy_saver_envelopes_k0f572","career_name":"UPS Pakistan Envelopes (K0F572)","error":["Weight is higher then 5 kg"],"warnings":[]},"7":{"career":"ups_pakistan_small_envelopes","career_name":"UPS Pakistan Envelopes (K0F569)","error":["Weight is higher then 5 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[2026-04-13 12:58:22] local.INFO: Yes Factor Founded {"data":{"sign_type":"Flat Cut Acrylic Letters","productCostFactor":"1.25"},"timestamp":"2026-04-13 12:58:22"} 
[2026-04-13 12:58:22] local.INFO: Product cost factor determined {"data":{"sign_type":"Flat Cut Acrylic Letters","productCostFactor":"1.25"},"timestamp":"2026-04-13 12:58:22"} 
[2026-04-13 12:58:22] local.INFO: Final API Response {"data":{"sign_width":"184.2","sign_height":123.8,"sign_depth":"1","sign_type":"Flat Cut Acrylic Letters","processed_sign_type":"Flat Cut Acrylic Letters","sideViewImage":"https://api.signize.ai/mockups/flush-stud/flush-stud-flat-cutt-acrylic-letters.png","mounting_type":"Flush/Stud 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Letters","sign_width":"0","sign_height":"120","mounting_type":"Flush/Stud mounted","profit_factor":"1.00","no_of_lines":3,"raceway_depth":"2","raceway_height":"6","width_of_line_1":177.48,"width_of_line_2":180.9,"width_of_line_3":187.2,"width_of_line_4":null,"height_of_line_1":34.92,"height_of_line_2":32.22,"height_of_line_3":33.48,"height_of_line_4":null,"backer_offset":"2","backboard_cabinet_depth":"2","no_of_letters":23,"perimeter_of_sign":227.12,"nested_area":95.73,"occupied_area":39.92,"avg_char_height":"Greater than 24 inches","width_of_sign":"184.2","width_of_smaller_line":177.48,"other_dimension_of_sign":123.8,"material":"Aluminium","application":"Exterior","ul_mandatory":"Yes","paint_finish":"Gloss/Satin","size":"Size 1 (24\" H X 18\" W)","neon_color":"Simple","uv_printing_needed":"Yes","quotationId":1438},"TATDays":14,"testDenseWeight":184.04571938202807,"vendorName":"EpicCraftings Pakistan","quotationId":1438},"timestamp":"2026-04-13 12:58:22"} 
[2026-04-13 12:58:22] local.INFO: API Epic Craftings Calculation Ended ======================================================================================================== {"data":null,"timestamp":"2026-04-13 12:58:22"} 
[2026-04-13 12:58:23] local.INFO: API B2 Sign Calculation Started ======================================================================================================== {"data":null,"timestamp":"2026-04-13 12:58:23"} 
[2026-04-13 12:58:23] local.INFO: Incoming Request {"data":{"sign_type_name":"Flat Cut Acrylic Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":123.8,"sign_width":"184.2","dimensions":[{"id":"21feed12-2215-4421-b1d9-d94dbcccfc60","height":23.07,"width":22.19},{"id":"234f3ebf-db7c-4619-9c8d-76ce0876649e","height":24.13,"width":20.96},{"id":"c491d8fc-3f65-450b-87fb-785104efcc63","height":30.11,"width":14.79},{"id":"e5616a6d-258a-43f5-b09f-9b89e85e135c","height":30.99,"width":26.24},{"id":"5c78e4e0-c67b-4dab-b687-1962ee865c67","height":30.99,"width":27.47},{"id":"df396ddd-8eb9-4f19-82fe-e4237174d9e9","height":32.75,"width":20.43},{"id":"2f5be7cb-7912-4d57-92d0-bbaec5a27c79","height":32.75,"width":20.43},{"id":"67860745-30ae-485c-9b71-1f9e691f2430","height":20.96,"width":21.31},{"id":"65d499e0-5351-45f6-bc43-558549ba9d9c","height":21.84,"width":18.14},{"id":"724cf437-c7fd-4332-a9a5-17e122723ba1","height":10.74,"width":8.63},{"id":"53e503d0-782c-4df6-a925-283c7e429284","height":29.41,"width":14.09},{"id":"d50ff646-6836-4787-9e9a-27e5ae1130cf","height":30.47,"width":27.47},{"id":"03cb909a-7330-46d9-ac12-d3d8d04b6322","height":30.99,"width":23.07},{"id":"040f5a72-4bb1-4555-abd3-afb7d087c6c2","height":30.99,"width":23.25},{"id":"f4a0de8f-2a54-454b-ae00-00e60babe16c","height":30.99,"width":30.82},{"id":"9fb16a5d-92e3-48db-8872-f34ec6d09899","height":16.2,"width":10.39},{"id":"b5e207c6-9dbe-4d2b-b504-880a1b300f4d","height":21.31,"width":22.01},{"id":"59cf1fe0-e67f-4ce8-8b0e-b7b28cc5cc57","height":21.66,"width":17.43},{"id":"bda00d2c-5af3-49d3-a097-333c3417fe05","height":24.3,"width":14.09},{"id":"147f6335-bf6f-4047-97ed-2d2f6643e94e","height":30.11,"width":28.7},{"id":"8af610d6-c3a8-4841-84f7-f2810de500b4","height":30.64,"width":30.82},{"id":"eb908ea7-b46c-4038-97a2-fbfafb5f5947","height":34.16,"width":23.07},{"id":"33f04078-4e34-490d-808b-545d87d71f10","height":34.16,"width":23.07}]},"timestamp":"2026-04-13 12:58:23"} 
[2026-04-13 12:58:23] local.INFO: Validating Request Payload {"data":[],"timestamp":"2026-04-13 12:58:23"} 
[2026-04-13 12:58:23] local.INFO: Request Validation Successful {"data":{"validated_data":{"sign_type_name":"Flat Cut Acrylic Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":123.8,"sign_width":"184.2","dimensions":[{"id":"21feed12-2215-4421-b1d9-d94dbcccfc60","height":23.07,"width":22.19},{"id":"234f3ebf-db7c-4619-9c8d-76ce0876649e","height":24.13,"width":20.96},{"id":"c491d8fc-3f65-450b-87fb-785104efcc63","height":30.11,"width":14.79},{"id":"e5616a6d-258a-43f5-b09f-9b89e85e135c","height":30.99,"width":26.24},{"id":"5c78e4e0-c67b-4dab-b687-1962ee865c67","height":30.99,"width":27.47},{"id":"df396ddd-8eb9-4f19-82fe-e4237174d9e9","height":32.75,"width":20.43},{"id":"2f5be7cb-7912-4d57-92d0-bbaec5a27c79","height":32.75,"width":20.43},{"id":"67860745-30ae-485c-9b71-1f9e691f2430","height":20.96,"width":21.31},{"id":"65d499e0-5351-45f6-bc43-558549ba9d9c","height":21.84,"width":18.14},{"id":"724cf437-c7fd-4332-a9a5-17e122723ba1","height":10.74,"width":8.63},{"id":"53e503d0-782c-4df6-a925-283c7e429284","height":29.41,"width":14.09},{"id":"d50ff646-6836-4787-9e9a-27e5ae1130cf","height":30.47,"width":27.47},{"id":"03cb909a-7330-46d9-ac12-d3d8d04b6322","height":30.99,"width":23.07},{"id":"040f5a72-4bb1-4555-abd3-afb7d087c6c2","height":30.99,"width":23.25},{"id":"f4a0de8f-2a54-454b-ae00-00e60babe16c","height":30.99,"width":30.82},{"id":"9fb16a5d-92e3-48db-8872-f34ec6d09899","height":16.2,"width":10.39},{"id":"b5e207c6-9dbe-4d2b-b504-880a1b300f4d","height":21.31,"width":22.01},{"id":"59cf1fe0-e67f-4ce8-8b0e-b7b28cc5cc57","height":21.66,"width":17.43},{"id":"bda00d2c-5af3-49d3-a097-333c3417fe05","height":24.3,"width":14.09},{"id":"147f6335-bf6f-4047-97ed-2d2f6643e94e","height":30.11,"width":28.7},{"id":"8af610d6-c3a8-4841-84f7-f2810de500b4","height":30.64,"width":30.82},{"id":"eb908ea7-b46c-4038-97a2-fbfafb5f5947","height":34.16,"width":23.07},{"id":"33f04078-4e34-490d-808b-545d87d71f10","height":34.16,"width":23.07}]}},"timestamp":"2026-04-13 12:58:23"} 
[2026-04-13 12:58:23] local.INFO: Fetching Sign Type {"data":{"sign_type_name":"Flat Cut Acrylic Letters"},"timestamp":"2026-04-13 12:58:23"} 
[2026-04-13 12:58:23] local.INFO: Sign Type Query Result {"data":{"found":true,"sign_type_id":10},"timestamp":"2026-04-13 12:58:23"} 
[2026-04-13 12:58:23] local.INFO: Checking B2 Module for Sign Type {"data":{"sign_type_id":10},"timestamp":"2026-04-13 12:58:23"} 
[2026-04-13 12:58:23] local.INFO: Sign Type B2 Module Result {"data":{"has_b2_module":false},"timestamp":"2026-04-13 12:58:23"} 
[2026-04-13 12:58:23] local.ERROR: Sign Type Without B2 Module Attempt {"data":{"sign_type_id":10},"timestamp":"2026-04-13 12:58:23"} 
[2026-04-13 12:58:23] local.INFO: USA Workshop Calculation API Started {"data":{"request":{"sign_type":"Flat Cut Acrylic Letters","sign_depth":1,"mounting_type":"Flush/Stud mounted","sign_height":123.8,"sign_width":"184.2","shipping_weight":112,"shape":"rectangular","dimensions":[{"id":"21feed12-2215-4421-b1d9-d94dbcccfc60","height":23.07,"width":22.19},{"id":"234f3ebf-db7c-4619-9c8d-76ce0876649e","height":24.13,"width":20.96},{"id":"c491d8fc-3f65-450b-87fb-785104efcc63","height":30.11,"width":14.79},{"id":"e5616a6d-258a-43f5-b09f-9b89e85e135c","height":30.99,"width":26.24},{"id":"5c78e4e0-c67b-4dab-b687-1962ee865c67","height":30.99,"width":27.47},{"id":"df396ddd-8eb9-4f19-82fe-e4237174d9e9","height":32.75,"width":20.43},{"id":"2f5be7cb-7912-4d57-92d0-bbaec5a27c79","height":32.75,"width":20.43},{"id":"67860745-30ae-485c-9b71-1f9e691f2430","height":20.96,"width":21.31},{"id":"65d499e0-5351-45f6-bc43-558549ba9d9c","height":21.84,"width":18.14},{"id":"724cf437-c7fd-4332-a9a5-17e122723ba1","height":10.74,"width":8.63},{"id":"53e503d0-782c-4df6-a925-283c7e429284","height":29.41,"width":14.09},{"id":"d50ff646-6836-4787-9e9a-27e5ae1130cf","height":30.47,"width":27.47},{"id":"03cb909a-7330-46d9-ac12-d3d8d04b6322","height":30.99,"width":23.07},{"id":"040f5a72-4bb1-4555-abd3-afb7d087c6c2","height":30.99,"width":23.25},{"id":"f4a0de8f-2a54-454b-ae00-00e60babe16c","height":30.99,"width":30.82},{"id":"9fb16a5d-92e3-48db-8872-f34ec6d09899","height":16.2,"width":10.39},{"id":"b5e207c6-9dbe-4d2b-b504-880a1b300f4d","height":21.31,"width":22.01},{"id":"59cf1fe0-e67f-4ce8-8b0e-b7b28cc5cc57","height":21.66,"width":17.43},{"id":"bda00d2c-5af3-49d3-a097-333c3417fe05","height":24.3,"width":14.09},{"id":"147f6335-bf6f-4047-97ed-2d2f6643e94e","height":30.11,"width":28.7},{"id":"8af610d6-c3a8-4841-84f7-f2810de500b4","height":30.64,"width":30.82},{"id":"eb908ea7-b46c-4038-97a2-fbfafb5f5947","height":34.16,"width":23.07},{"id":"33f04078-4e34-490d-808b-545d87d71f10","height":34.16,"width":23.07}]}},"timestamp":"2026-04-13 12:58:23"} 
[2026-04-13 12:58:23] local.INFO: Validation Passed {"data":[],"timestamp":"2026-04-13 12:58:23"} 
[2026-04-13 12:58:23] local.INFO: Input Parameters {"data":{"dimensions_count":23,"shape":"rectangular"},"timestamp":"2026-04-13 12:58:23"} 
[2026-04-13 12:58:23] local.INFO: Resolved Default Data {"data":{"sign_type_map":{"sign_type_halo_lit_letters":"Halo Lit Channel Letters","sign_type_face_lit_letters":"Premium Face Lit Channel Letters - Metallic Trim","sign_type_face_and_halo_lit_letters":"Face & Halo Lit Channel Letters","sign_type_single_sided_lightbox":"Fabricated Lightbox - Single Sided","sign_type_double_sided_lightbox":"Fabricated Blade Sign - Illuminated/Double Sided","sign_type_flat_cut_acrylic_letters":"Flat Cut Acrylic Letters","sign_type_flat_cut_aluminum_letters":"Flat Cut Aluminum Letters","sign_type_single_sided_push_through":"Fabricated Push Through - Single Sided","sign_type_fabricated_letters_non_lit":"Fabricated Channel Letters - Non Illuminated","sign_type_2d_blade_sign":"Flat Blade Sign","sign_type_3d_blade_sign":"Fabricated Blade Sign - Non Illuminated / Double Sided","sign_type_neon_sign":"Neon Sign","sign_type_marquee_channel_letters":"Marquee Channel Letters","sign_type_open_face_neon_channel_letters":"Open Face Neon Channel Letters","sign_type_mirror_infinity_channel_letters":"Mirror Infinity Channel Letters","sign_type_metal_on_acrylic":"Flat Cut Acrylic with Metal Pasting","sign_type_neon_acrylic_sign":"Neon Acrylic Sign","sign_type_double_sided_push_through_cabinet":"Double Sided Push Through Cabinet","sign_type_standard_face_lit_plastic_trim_letters":"Standard Face Lit Letters - Plastic Trim","sign_type_face_and_side_lit_letters":"Face & Side Lit Channel Letters","sign_type_vacuum_formed_channel_letters":"Vacuum Formed Channel Letters","sign_type_a_frame_sign":"A - Frame Sign","sign_type_vinyl_banners":"Vinyl Banners","mounting_type_flush_stud_mounted":"Flush/Stud mounted","mounting_type_standard_raceway_6x2":"Standard Raceway","mounting_type_flat_backer_2_5_mm":"Flat Backer","mounting_type_backerboard_cabinet_2_inch":"Backerboard Cabinet","avg_char_height_less_than_24_inches":"Less than 24 inches","avg_char_height_greater_than_24_inches":"Greater than 24 inches","raceway_height_6":"6","raceway_height_8":"8","raceway_height_10":"10","raceway_height_12":"12","raceway_depth_2":"2","raceway_depth_3":"3","raceway_depth_4":"4","raceway_depth_5":"5","raceway_depth_6":"6","raceway_depth_7":"7","raceway_depth_8":"8","backboard_cabinet_depth_2":"2","backboard_cabinet_depth_3":"3","backboard_cabinet_depth_4":"4","backboard_cabinet_depth_5":"5","backboard_cabinet_depth_6":"6","backboard_cabinet_depth_7":"7","backboard_cabinet_depth_8":"8","material_aluminium":"Aluminium","material_stainless_steel":"Stainless Steel","application_exterior":"Exterior","application_interior":"Interior","ul_mandatory_yes":"Yes","ul_mandatory_no":"No","paint_finish_gloss_satin":"Gloss/Satin","paint_finish_matte":"Matte","neon_color_simple":"Simple","neon_color_rgb":"RGB","uv_printing_needed_yes":"Yes","uv_printing_needed_no":"No","trim_type_trimless":"Trimless","trim_type_with_trim":"With Trim","fabricated_finish_original_colors_matt":"Original Colors Matt","fabricated_finish_original_colors_gloss":"Original Colors Gloss","fabricated_finish_silver_mirror":"Silver Mirror","fabricated_finish_silver_brushed":"Silver Brushed","fabricated_finish_golden_mirror":"Golden Mirror","fabricated_finish_golden_brushed":"Golden Brushed","fabricated_finish_bronze_mirror":"Bronze Mirror","fabricated_finish_bronze_brushed":"Bronze Brushed","fabricated_finish_bronze_antique":"Bronze Antique","lightbox_type_light_box":"Lightbox","lightbox_type_cut_to_shape":"Cut to shape Lightbox","return_color_black":"Black","return_color_white":"White","return_color_blue":"Blue","return_color_brown":"Brown","return_color_yellow":"Yellow","return_color_teal":"Teal","return_color_orange":"Orange","return_color_golden_brushed":"Gold Brushed","return_color_match_logo":"Match Logo (Default)","shape_rectangular":"Rectangular","shape_cut_to_shape":"Cut to shape","shape_round":"Round","size_24inH_18inW":"Size 1 (24\" H X 18\" W)","size_36inH_24inW":"Size 2 (36\" H X 24\" W)","basic_fields_sign_width_or_height":"sign_width_or_height","basic_fields_sign_height":"sign_height","basic_fields_sign_width":"sign_width","basic_fields_sign_depth":"sign_depth"}},"timestamp":"2026-04-13 12:58:23"} 
[2026-04-13 12:58:24] local.INFO: Sign Type Lookup {"data":{"sign_type":"Flat Cut Acrylic Letters","found":true,"sign_type_id":10},"timestamp":"2026-04-13 12:58:24"} 
[2026-04-13 12:58:24] local.INFO: USA Workshop Module Check {"data":{"sign_type_id":10,"has_module":true},"timestamp":"2026-04-13 12:58:24"} 
[2026-04-13 12:58:24] local.INFO: Initial Price Lookup {"data":{"shape":"rectangular","price_found":true},"timestamp":"2026-04-13 12:58:24"} 
[2026-04-13 12:58:24] local.INFO: Flat Cut Acrylic Letters Detected {"data":[],"timestamp":"2026-04-13 12:58:24"} 
[2026-04-13 12:58:24] local.INFO: Resolved Depth Range {"data":{"input_depth":1,"matched_depth":1},"timestamp":"2026-04-13 12:58:24"} 
[2026-04-13 12:58:24] local.INFO: USA Workshop Price Found {"data":{"base":"object","price_per_inch":5.0},"timestamp":"2026-04-13 12:58:24"} 
[2026-04-13 12:58:24] local.INFO: Calculating Production Cost (Object Base) {"data":[],"timestamp":"2026-04-13 12:58:24"} 
[2026-04-13 12:58:24] local.INFO: USA Workshop Calculation Completed {"data":{"production_cost":3118.600000000001,"dimensions_count":23},"timestamp":"2026-04-13 12:58:24"}